<?xml version="1.0" encoding="UTF-8"?><rss version="2.0"
	xmlns:content="http://purl.org/rss/1.0/modules/content/"
	xmlns:wfw="http://wellformedweb.org/CommentAPI/"
	xmlns:dc="http://purl.org/dc/elements/1.1/"
	xmlns:atom="http://www.w3.org/2005/Atom"
	xmlns:sy="http://purl.org/rss/1.0/modules/syndication/"
	xmlns:slash="http://purl.org/rss/1.0/modules/slash/"
	>

<channel>
	<title>Véhicules - ADG Location</title>
	<atom:link href="https://www.adglocation.fr/vehicules/feed/" rel="self" type="application/rss+xml" />
	<link>https://www.adglocation.fr/vehicules/</link>
	<description>La location sans prise de tête</description>
	<lastBuildDate>Tue, 29 Sep 2026 00:00:28 +0000</lastBuildDate>
	<language>fr-FR</language>
	<sy:updatePeriod>
	hourly	</sy:updatePeriod>
	<sy:updateFrequency>
	1	</sy:updateFrequency>
	<generator>https://wordpress.org/?v=7.1.3</generator>

<image>
	<url>https://www.adglocation.fr/wp-content/uploads/2025/05/cropped-ADG-Location-1-32x32.png</url>
	<title>Véhicules - ADG Location</title>
	<link>https://www.adglocation.fr/vehicules/</link>
	<width>32</width>
	<height>32</height>
</image> 
	<item>
		<title>Pare-choc avant 208+ endommagé : réparer avant restitution ou revente</title>
		<link>https://www.adglocation.fr/pare-choc-avant-208-endommage-reparer-avant-restitution-ou-revente/</link>
					<comments>https://www.adglocation.fr/pare-choc-avant-208-endommage-reparer-avant-restitution-ou-revente/#respond</comments>
		
		<dc:creator><![CDATA[Adrien]]></dc:creator>
		<pubDate>Tue, 29 Sep 2026 00:00:00 +0000</pubDate>
				<category><![CDATA[Véhicules]]></category>
		<guid isPermaLink="false">https://www.adglocation.fr/pare-choc-avant-208-endommage-reparer-avant-restitution-ou-revente/</guid>

					<description><![CDATA[<p>&#160; Un choc de parking qui peut co&#251;ter cher plus tard Une rayure de portail, un trottoir mal n&#233;goci&#233;, un accrochage sur un parking bond&#233; : le pare-choc avant reste, sur n&#8217;importe quelle citadine, l&#8217;&#233;l&#233;ment de carrosserie le plus expos&#233; aux petits accidents du quotidien. Sur une Peugeot 208+, souvent choisie en location avec option...</p>
<p>L’article <a href="https://www.adglocation.fr/pare-choc-avant-208-endommage-reparer-avant-restitution-ou-revente/">Pare-choc avant 208+ endommagé : réparer avant restitution ou revente</a> est apparu en premier sur <a href="https://www.adglocation.fr">ADG Location</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p dir="ltr">&nbsp;</p>
<p dir="ltr"><img fetchpriority="high" decoding="async" src="data:image/png;base64,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" width="600" height="450"></p>
<h3 dir="ltr">Un choc de parking qui peut co&ucirc;ter cher plus tard</h3>
<p dir="ltr">Une rayure de portail, un trottoir mal n&eacute;goci&eacute;, un accrochage sur un parking bond&eacute; : le pare-choc avant reste, sur n&rsquo;importe quelle citadine, l&rsquo;&eacute;l&eacute;ment de carrosserie le plus expos&eacute; aux petits accidents du quotidien. Sur une Peugeot 208+, souvent choisie en location avec option d&rsquo;achat ou en location longue dur&eacute;e, ce type de dommage prend une dimension particuli&egrave;re : ce qui semble n&rsquo;&ecirc;tre qu&rsquo;un d&eacute;faut esth&eacute;tique mineur peut se transformer, au moment de la restitution du v&eacute;hicule, en une ligne de facturation inattendue et parfois disproportionn&eacute;e.</p>
<h3 dir="ltr">Pourquoi l&rsquo;&eacute;tat des lieux de fin de contrat change la donne<br /><img decoding="async" src="https://plus.unsplash.com/premium_photo-1751945121604-16d609f19099?fm=jpg&amp;q=60&amp;w=3000&amp;auto=format&amp;fit=crop&amp;ixlib=rb-4.1.0&amp;ixid=M3wxMjA3fDB8MHxzZWFyY2h8MXx8RGFtYWdlZCUyMDIwOCUyQiUyMGZyb250JTIwYnVtcGVyfGVufDB8fDB8fHww" alt="Damaged red car with missing parts"></h3>
<p dir="ltr">Au terme d&rsquo;un contrat de LOA ou de LLD, le v&eacute;hicule fait l&rsquo;objet d&rsquo;un &eacute;tat des lieux contradictoire r&eacute;alis&eacute; par un expert mandat&eacute; par le loueur, qui inspecte la carrosserie point par point et applique une grille tarifaire propre &agrave; chaque soci&eacute;t&eacute; de financement. Un impact ou une fissure sur le pare-choc avant, m&ecirc;me de petite taille, d&eacute;passe fr&eacute;quemment le seuil de tol&eacute;rance fix&eacute; pour l&rsquo;usure normale et se retrouve donc factur&eacute;, souvent &agrave; un tarif nettement sup&eacute;rieur &agrave; celui d&rsquo;une r&eacute;paration r&eacute;alis&eacute;e en amont chez un professionnel ind&eacute;pendant. Comprendre ce m&eacute;canisme avant la restitution permet d&rsquo;&eacute;viter bien des mauvaises surprises, un sujet que nous abordons &eacute;galement dans notre article sur les<a href="https://www.adglocation.fr/changer-voiture-loa-renault/"> modalit&eacute;s de changement de v&eacute;hicule en cours de LOA Renault</a>, o&ugrave; les m&ecirc;mes logiques contractuelles s&rsquo;appliquent.</p>
<h3 dir="ltr">L&rsquo;int&eacute;r&ecirc;t d&rsquo;anticiper la r&eacute;paration avant l&rsquo;expertise</h3>
<p dir="ltr">La strat&eacute;gie la plus &eacute;conomique consiste g&eacute;n&eacute;ralement &agrave; faire r&eacute;parer le dommage avant que l&rsquo;expert du loueur n&rsquo;inspecte le v&eacute;hicule, puisqu&rsquo;un d&eacute;faut corrig&eacute; dispara&icirc;t tout simplement du rapport final. Dans ce contexte, remplacer un pare-choc fissur&eacute; ou trop marqu&eacute; par une pi&egrave;ce d&rsquo;occasion en bon &eacute;tat repr&eacute;sente souvent une solution nettement plus rapide et plus &eacute;conomique qu&rsquo;une r&eacute;paration en carrosserie traditionnelle, surtout lorsque le dommage touche une zone difficile &agrave; reprendre proprement. Qui poss&egrave;de ou envisage l&rsquo;achat d&rsquo;une 208+ endommag&eacute;e &agrave; l&rsquo;avant peut ainsi se tourner vers un<a href="https://ovoko.fr/liste-de-voitures/peugeot--sfsf/206-2010-2016--0bjh/parties-exterieures-de-la-carrosserie-avant--dtc8/pare-choc-avant--xfcq/pare-choc-avant--yve6"> pare choc avant 208+ occasion</a> pour retrouver une carrosserie conforme sans attendre les d&eacute;lais parfois longs d&rsquo;une pi&egrave;ce neuve chez le constructeur.</p>
<h3 dir="ltr">Ce qui distingue une pi&egrave;ce d&rsquo;occasion adapt&eacute;e d&rsquo;une pi&egrave;ce inadapt&eacute;e</h3>
<p dir="ltr">Toutes les pi&egrave;ces r&eacute;cup&eacute;r&eacute;es ne se valent pas. Un pare-choc doit correspondre exactement &agrave; la finition du v&eacute;hicule, notamment en pr&eacute;sence de capteurs de stationnement ou de cam&eacute;ras de recul int&eacute;gr&eacute;es, des &eacute;quipements de plus en plus courants sur les versions r&eacute;centes. Il convient &eacute;galement de v&eacute;rifier l&rsquo;&eacute;tat de la peinture d&rsquo;origine et l&rsquo;absence de d&eacute;formations structurelles avant tout achat, afin que la pi&egrave;ce remplisse pleinement sa fonction de protection en cas de nouveau choc l&eacute;ger.</p>
<h3 dir="ltr">Ce que dit le cadre contractuel en cas de litige</h3>
<p dir="ltr">En mati&egrave;re de restitution de v&eacute;hicule en LOA ou LLD, le principe reste que seule l&rsquo;usure anormale peut &ecirc;tre factur&eacute;e au locataire, la d&eacute;gradation devant &ecirc;tre clairement distingu&eacute;e d&rsquo;une simple usure li&eacute;e &agrave; un usage coh&eacute;rent avec l&rsquo;&acirc;ge et le kilom&eacute;trage du v&eacute;hicule. Cette distinction, rappel&eacute;e notamment par Service-Public.fr dans sa documentation sur la location avec option d&rsquo;achat, constitue un argument pr&eacute;cieux en cas de contestation d&rsquo;une facture jug&eacute;e excessive, &agrave; condition de disposer de preuves photographiques dat&eacute;es de l&rsquo;&eacute;tat du v&eacute;hicule avant et apr&egrave;s r&eacute;paration.</p>
<h3 dir="ltr">Fazit : une r&eacute;paration qui s&rsquo;anticipe plut&ocirc;t qu&rsquo;elle ne se subit</h3>
<p dir="ltr">Sur une Peugeot 208+ en fin de contrat de location, r&eacute;parer un pare-choc avant endommag&eacute; avant l&rsquo;&eacute;tat des lieux reste presque toujours la solution la plus rentable, &agrave; condition de choisir une pi&egrave;ce d&rsquo;occasion compatible et de conserver des preuves de l&rsquo;intervention. Cette anticipation simple permet d&rsquo;&eacute;viter une facturation souvent disproportionn&eacute;e et de rendre le v&eacute;hicule en toute s&eacute;r&eacute;nit&eacute;, sans mauvaise surprise au moment de tourner la page du contrat.</p>
<p>L’article <a href="https://www.adglocation.fr/pare-choc-avant-208-endommage-reparer-avant-restitution-ou-revente/">Pare-choc avant 208+ endommagé : réparer avant restitution ou revente</a> est apparu en premier sur <a href="https://www.adglocation.fr">ADG Location</a>.</p>
]]></content:encoded>
					
					<wfw:commentRss>https://www.adglocation.fr/pare-choc-avant-208-endommage-reparer-avant-restitution-ou-revente/feed/</wfw:commentRss>
			<slash:comments>0</slash:comments>
		
		
			</item>
		<item>
		<title>Location de scooter pour 1 euro par jour : mythe ou réalité ?</title>
		<link>https://www.adglocation.fr/location-scooter-1-euro-jour-mythe-realite/</link>
					<comments>https://www.adglocation.fr/location-scooter-1-euro-jour-mythe-realite/#comments</comments>
		
		<dc:creator><![CDATA[Adrien]]></dc:creator>
		<pubDate>Sat, 26 Sep 2026 06:48:05 +0000</pubDate>
				<category><![CDATA[Véhicules]]></category>
		<guid isPermaLink="false">https://www.adglocation.fr/location-scooter-1-euro-jour-mythe-realite/</guid>

					<description><![CDATA[<p>Louer un scooter pour 1 euro par jour est possible, mais ce tarif ne correspond pas à une offre commerciale ouverte à tous. Il s&#8217;agit généralement d&#8217;une location solidaire destinée aux personnes qui doivent se déplacer pour travailler, suivre une formation ou reprendre un emploi. Le prix est réduit grâce à des subventions, des collectivités...</p>
<p>L’article <a href="https://www.adglocation.fr/location-scooter-1-euro-jour-mythe-realite/">Location de scooter pour 1 euro par jour : mythe ou réalité ?</a> est apparu en premier sur <a href="https://www.adglocation.fr">ADG Location</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>Louer un scooter pour 1 euro par jour est possible, mais ce tarif ne correspond pas à une offre commerciale ouverte à tous. Il s&rsquo;agit généralement d&rsquo;une <strong>location solidaire</strong> destinée aux personnes qui doivent se déplacer pour travailler, suivre une formation ou reprendre un emploi. Le prix est réduit grâce à des subventions, des collectivités ou des partenariats locaux.</p>
<p><strong>Les points à retenir :</strong></p>
<ul>
<li><strong>Accès sous conditions</strong> : les dispositifs ciblent notamment les demandeurs d&rsquo;emploi, les jeunes en insertion, les bénéficiaires de minima sociaux, les salariés en parcours d&rsquo;insertion et les personnes aux revenus limités.</li>
<li><strong>1 euro par jour reste une exception</strong> : les offres observées se situent plus souvent entre 1,50&nbsp;€ et 4&nbsp;€ par jour selon le territoire, le véhicule et la durée.</li>
<li><strong>Des frais s&rsquo;ajoutent</strong> : carburant, caution, adhésion, entretien ou kilomètres supplémentaires peuvent rester à la charge du locataire.</li>
<li><strong>Durée limitée</strong> : la mise à disposition dure souvent quelques semaines ou quelques mois, le temps de stabiliser une situation professionnelle.</li>
<li><strong>Disponibilité locale</strong> : l&rsquo;offre dépend du territoire, de la structure gestionnaire et du nombre de scooters disponibles.</li>
</ul>
<h2>Les dispositifs régionaux de location à tarif réduit</h2>
<p>La location d&rsquo;un scooter à 1 euro par jour existe bien, mais elle repose sur des dispositifs locaux d&rsquo;insertion et non sur une offre nationale standardisée. Le programme <strong>«&nbsp;En route pour l&rsquo;emploi&nbsp;»</strong> dans les Hauts-de-France en est un exemple. Lancé en 2018, il permet à des personnes en insertion professionnelle de louer un scooter pour 1 euro par jour travaillé, sous réserve de remplir les critères prévus.</p>
<p>Ces aides répondent à un problème concret : selon les statistiques citées pour 2024, près de <strong>35&nbsp;% des demandeurs d&rsquo;emploi</strong> déclarent que leurs difficultés de mobilité freinent leur recherche d&rsquo;emploi. Le deux-roues peut alors servir de solution temporaire pour rejoindre un lieu de travail, une formation ou un entretien.</p>
<p>Les dispositifs récents confirment toutefois que le tarif de 1&nbsp;€ est minoritaire. Certaines offres affichent 2,50&nbsp;€ par jour dans l&rsquo;Essonne, 3&nbsp;€ à Caen ou à Ruffec, et 3&nbsp;€ pendant les 30 premiers jours puis 4&nbsp;€ jusqu&rsquo;au 90<sup>e</sup> jour à Nîmes. Les montants varient selon le scooter, la durée et les aides mobilisées.</p>
<p>Les conditions changent d&rsquo;une région à l&rsquo;autre, mais les critères suivants reviennent souvent :</p>
<ul>
<li>Être demandeur d&rsquo;emploi, intérimaire, salarié en parcours d&rsquo;insertion, employé saisonnier, stagiaire, apprenti ou personne en formation.</li>
<li>Bénéficier de revenus limités, avec un plafond parfois fixé autour de 2&nbsp;600&nbsp;€ brut par mois.</li>
<li>Être bénéficiaire du RSA, de l&rsquo;ASS, de l&rsquo;AAH ou du CSP dans certains dispositifs, ou être en situation de handicap selon les règles locales.</li>
<li>Résider ou travailler dans le périmètre défini par la structure. Une distance maximale de 25&nbsp;km autour de Niort est par exemple indiquée pour certaines locations de scooter.</li>
<li>Disposer du permis ou de la catégorie adaptée au véhicule. Pour un cyclomoteur accessible dès 14 ans, il peut s&rsquo;agir de la catégorie AM, tandis qu&rsquo;un 125&nbsp;cm³ nécessite le permis correspondant.</li>
</ul>
<p>Le dossier peut demander une pièce d&rsquo;identité, un justificatif de domicile récent, le titre de conduite correspondant et un justificatif de situation délivré par France Travail, une Mission Locale ou un organisme social. Certaines structures exigent aussi une <strong>prescription d&rsquo;un conseiller ou d&rsquo;un accompagnateur social</strong>.</p>
<p>D&rsquo;autres territoires proposent des tarifs supérieurs à 1&nbsp;€. Le programme «&nbsp;Mobilité 41&nbsp;», par exemple, offre des locations à partir de 2&nbsp;€ par jour aux jeunes de moins de 26 ans ou aux bénéficiaires du RSA. Près de Caen, une location solidaire est annoncée à 3&nbsp;€ par jour avec une caution de 150&nbsp;€. Dans l&rsquo;Essonne, une offre à 2,50&nbsp;€ par jour prévoit une caution de 260&nbsp;€.</p>
<p>Ces exemples montrent que le montant de 1&nbsp;€ ne constitue pas une règle générale. Il faut vérifier les conditions auprès de la structure locale, de France Travail, de la Mission Locale ou d&rsquo;un service d&rsquo;accompagnement à la mobilité.</p>
<h2>Comment fonctionne cette offre en pratique&nbsp;?</h2>
<p>Le modèle économique repose sur une prise en charge partielle du coût de location. Dans l&rsquo;exemple présenté par certains dispositifs, une journée représente environ 8&nbsp;€, dont <strong>près de 7&nbsp;€ peuvent être financés</strong> par des aides publiques ou des partenariats locaux. Le bénéficiaire règle alors le montant restant, parfois fixé à 1&nbsp;€.</p>
<p>La demande s&rsquo;effectue généralement en ligne, par téléphone ou par l&rsquo;intermédiaire d&rsquo;un prescripteur. Pour le dispositif «&nbsp;En route pour l&rsquo;emploi&nbsp;», l&rsquo;instruction du dossier est annoncée autour d&rsquo;une semaine. Selon les structures, le scooter peut ensuite être mis à disposition sous 48 à 72 heures après validation du dossier.</p>
<p>Les durées dépendent du profil et du programme. Une location peut commencer pour une semaine et aller jusqu&rsquo;à 6 mois dans certains dispositifs. Les exemples suivants illustrent les durées mentionnées dans l&rsquo;article, mais ils ne remplacent pas les conditions locales :</p>
<table border="1">
<tr>
<th>Profil</th>
<th>Durée maximale</th>
<th>Renouvellement possible</th>
</tr>
<tr>
<td>Jeunes ou bénéficiaires du RSA</td>
<td>3 mois</td>
<td>1 fois par année civile</td>
</tr>
<tr>
<td>Intérimaires</td>
<td>60 jours</td>
<td>Non renouvelable</td>
</tr>
<tr>
<td>Demandeurs d&rsquo;emploi</td>
<td>90 jours</td>
<td>Non renouvelable</td>
</tr>
<tr>
<td>CDI en période d&rsquo;essai</td>
<td>1 mois</td>
<td>1 fois sous conditions</td>
</tr>
</table>
<p>Le prix affiché ne correspond pas toujours à la somme totale à prévoir. <strong>Le carburant reste à la charge du bénéficiaire</strong>, et certains organismes ajoutent des frais de maintenance estimés à environ 0,50&nbsp;€ par jour ainsi qu&rsquo;une adhésion annuelle d&rsquo;environ 10&nbsp;€. D&rsquo;autres demandent une caution de 250&nbsp;€ et un droit d&rsquo;adhésion annuel de 2&nbsp;€. À Nîmes, une caution de 250&nbsp;€ est annoncée pour un scooter thermique ou électrique et les kilomètres au-delà du forfait peuvent être facturés 0,20&nbsp;€ chacun. Un plafond de 750&nbsp;km par mois peut aussi s&rsquo;appliquer.</p>
<p>Les cautions varient fortement selon les structures : elles peuvent atteindre 100&nbsp;€, 150&nbsp;€, 200&nbsp;€, 250&nbsp;€ ou 260&nbsp;€. Il faut donc vérifier le montant à immobiliser avant de déposer le dossier, même lorsque le tarif journalier est très bas.</p>
<p>La mise à disposition comprend généralement des équipements de sécurité comme le casque, les gants et le gilet. Il faut également vérifier qui prend en charge l&rsquo;entretien, les réparations, l&rsquo;assurance et les éventuelles dégradations avant de signer le contrat.</p>
<p><img decoding="async" src="https://www.adglocation.fr/wp-content/uploads/2025/07/arnaque_potentielle_de_location_9681.jpg" alt="Location de scooter pour 1 euro par jour : mythe ou réalité ?"></p>
<h2>Avantages et limites à prendre en compte</h2>
<p>Pour une personne éligible, la location solidaire peut réduire fortement le budget consacré aux déplacements. L&rsquo;article estime que les économies peuvent atteindre <strong>210&nbsp;€ par mois</strong> par rapport à l&rsquo;achat et à l&rsquo;usage d&rsquo;un véhicule personnel, en tenant compte de l&rsquo;assurance, de l&rsquo;entretien et de la dépréciation évités. Le montant réel dépend de la durée d&rsquo;utilisation, du modèle et des frais demandés par la structure.</p>
<p>Le scooter permet aussi de rejoindre des zones d&rsquo;emploi mal desservies, de contourner les horaires des transports collectifs et de se garer plus facilement en ville. Dans les estimations citées par l&rsquo;article, le temps de trajet domicile-travail peut être réduit de 40&nbsp;%, mais ce résultat varie selon l&rsquo;itinéraire et la circulation.</p>
<p>En revanche, ces dispositifs présentent plusieurs limites. La couverture géographique reste limitée, avec une présence estimée à environ <strong>50&nbsp;% du territoire français</strong>, principalement dans les agglomérations et les zones périurbaines. Les communes rurales peuvent ne disposer d&rsquo;aucun parc à proximité.</p>
<p>Les justificatifs sont contrôlés avec attention et le nombre de scooters est limité. Il faut aussi respecter le périmètre autorisé, les rendez-vous techniques, le kilométrage prévu et les consignes d&rsquo;utilisation. Un manquement peut entraîner la fin de la location.</p>
<h2>Quel est le prix d&rsquo;une location de scooter hors dispositif solidaire&nbsp;?</h2>
<p>Si vous n&rsquo;êtes pas éligible à une aide, le tarif d&rsquo;un loueur classique est sans commune mesure avec 1&nbsp;€ par jour. Pour un scooter 50&nbsp;cm³, les prix observés se situent généralement autour de <strong>20 à 40&nbsp;€ par jour</strong>, avec des offres à partir de 20&nbsp;€ entre particuliers et d&rsquo;environ 25&nbsp;€ chez certains professionnels. Un tarif mensuel peut atteindre 300&nbsp;€ pour un scooter 50&nbsp;cm³.</p>
<p>Les modèles plus puissants ou haut de gamme peuvent coûter 35&nbsp;€, 60&nbsp;€ ou davantage par jour, certaines grilles tarifaires allant jusqu&rsquo;à 100&nbsp;€ selon le véhicule. Le montant de 1&nbsp;€ par jour doit donc être compris comme un tarif aidé ou promotionnel, et non comme le prix habituel du marché.</p>
<h2>Est-ce la bonne option pour votre mobilité&nbsp;?</h2>
<p>Commencez par vérifier les dispositifs proposés dans votre département et votre éligibilité. Les publics prioritaires sont les demandeurs d&rsquo;emploi, les bénéficiaires de minima sociaux, les jeunes en insertion et les personnes qui ont besoin d&rsquo;un véhicule pour travailler ou se former.</p>
<p>Examinez ensuite le type de scooter proposé. Il s&rsquo;agit généralement de modèles 50&nbsp;cm³ limités à 45&nbsp;km/h, mais certains parcs peuvent proposer des 125&nbsp;cm³ sous réserve de disposer du permis adapté. Le véhicule doit correspondre à la distance à parcourir, au relief et à la nature des trajets.</p>
<p>Enfin, prévoyez les dépenses qui ne figurent pas toujours dans le prix annoncé : carburant, caution, adhésion, entretien, assurance selon le contrat et éventuels dépassements kilométriques. Les rendez-vous techniques, souvent prévus toutes les 4 semaines, doivent être respectés. <strong>Le code de la route et les équipements de sécurité</strong> s&rsquo;appliquent dans tous les cas.</p>
<p>Ne confondez pas non plus cette formule avec le <strong>permis à 1 euro par jour</strong>. Ce dispositif de l&rsquo;État s&rsquo;adresse aux jeunes de 16 à 25 ans et finance la préparation au permis sous la forme d&rsquo;un prêt dont les intérêts sont pris en charge par l&rsquo;État. Il ne permet pas de louer un scooter pour 1&nbsp;€ par jour et ne diminue pas le coût total de la formation.</p>
<p>Si vous ne remplissez pas les critères, vous pouvez comparer les locations classiques, les offres entre particuliers ou les services de scooters et de vélos électriques proposés localement. Pour un besoin temporaire lié à un emploi ou à une formation, une Mission Locale ou un service d&rsquo;accompagnement à la mobilité peut aussi vous orienter vers une solution adaptée.</p>
<div style='text-align:center;'><iframe width='560' height='315' src='https://www.youtube.com/embed/8qR1Bc7oScU' frameborder='0' allow='accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture' allowfullscreen></iframe></div>
<p>L’article <a href="https://www.adglocation.fr/location-scooter-1-euro-jour-mythe-realite/">Location de scooter pour 1 euro par jour : mythe ou réalité ?</a> est apparu en premier sur <a href="https://www.adglocation.fr">ADG Location</a>.</p>
]]></content:encoded>
					
					<wfw:commentRss>https://www.adglocation.fr/location-scooter-1-euro-jour-mythe-realite/feed/</wfw:commentRss>
			<slash:comments>1</slash:comments>
		
		
			</item>
		<item>
		<title>Camion 15 m³ : charges acceptées et volume utile affrété</title>
		<link>https://www.adglocation.fr/camion-15m3-charges-acceptees-volume-utile-affrete/</link>
					<comments>https://www.adglocation.fr/camion-15m3-charges-acceptees-volume-utile-affrete/#respond</comments>
		
		<dc:creator><![CDATA[Adrien]]></dc:creator>
		<pubDate>Sat, 19 Sep 2026 05:05:48 +0000</pubDate>
				<category><![CDATA[Véhicules]]></category>
		<guid isPermaLink="false">https://www.adglocation.fr/camion-15m3-charges-acceptees-volume-utile-affrete/</guid>

					<description><![CDATA[<p>Quand on parle d’un camion 15 m³, on pense souvent au volume disponible, mais le poids transportable compte tout autant. Entre la carte grise, le PTAC, la charge utile et les dimensions réelles du fourgon, il faut croiser plusieurs données pour éviter les mauvaises surprises. Voici une lecture claire pour choisir, charger et exploiter ce...</p>
<p>L’article <a href="https://www.adglocation.fr/camion-15m3-charges-acceptees-volume-utile-affrete/">Camion 15 m³ : charges acceptées et volume utile affrété</a> est apparu en premier sur <a href="https://www.adglocation.fr">ADG Location</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>Quand on parle d’un camion 15 m³, on pense souvent au volume disponible, mais le poids transportable compte tout autant. Entre la carte grise, le PTAC, la charge utile et les dimensions réelles du fourgon, il faut croiser plusieurs données pour éviter les mauvaises surprises. Voici une lecture claire pour choisir, charger et exploiter ce type d’utilitaire sans dépasser ses limites.</p>
<div style="background-color: #F0F0F0; border: 1px dotted #a5a5a5; padding: 5px;">
<p><strong>Les points importants :</strong></p>
<p>Avant de louer ou charger un 15 m³, vérifiez à la fois le volume et la masse pour éviter les mauvaises surprises et préserver la sécurité de conduite.</p>
<ul>
<li>Vérifiez la carte grise (valeurs <strong>F.2</strong> pour le <strong>PTAC</strong> et <strong>G</strong> pour le poids à vide) et la plaque tare, puis calculez la <strong>charge utile</strong> en retirant le poids du conducteur et des équipements.</li>
<li>Prévoyez une marge de sécurité d&rsquo;environ <strong>10 %</strong> sur la charge utile pour absorber les écarts de pesée et l&rsquo;humidité des matériaux.</li>
<li>Ne confondez pas <strong>15 m³</strong> de volume utile et la capacité en poids, consultez les dimensions intérieures pour organiser le chargement et estimer le nombre de cartons (50 à 70 en moyenne).</li>
<li>Répartissez les masses : placez les objets lourds en bas et près de l&rsquo;axe du véhicule, chargez d&rsquo;abord les éléments encombrants puis les cartons, pour limiter les déplacements et améliorer la tenue de route.</li>
<li>Contrôlez le PTAC pour le permis, si PTAC inférieur à <strong>3,5 t</strong> accès avec <strong>permis B</strong>, sinon <strong>permis C1</strong>, et anticipez une possible classe de péage plus élevée qui augmente le coût.</li>
</ul>
</div>
<h2>Comprendre la notion de charge utile sur un camion 15 m³</h2>
<p>La <strong>charge utile</strong> correspond à la masse totale que le véhicule peut embarquer, à partir du moment où l’on retire le poids à vide du <strong>PTAC</strong>, le poids total autorisé en charge. Autrement dit, il ne s’agit pas seulement des cartons ou des meubles, mais aussi de tout ce qui se trouve à bord.</p>
<p>Cette masse inclut donc le chargement, les équipements additionnels et les personnes transportées. Sur un camion 15 m³, les valeurs observées varient selon les modèles, avec des fourchettes allant de <strong>910 kg à 1 500 kg</strong>, et une moyenne souvent située entre <strong>1 200 kg et 1 400 kg</strong>.</p>
<p>Pour estimer votre propre capacité, la méthode la plus simple consiste à partir de la carte grise. La valeur <strong>F.2</strong> donne le PTAC, la valeur <strong>G</strong> correspond au poids à vide, puis il faut retirer le poids du conducteur pour obtenir la charge réellement exploitable. Ce calcul donne une base fiable avant de préparer le chargement. Pensez aussi à vérifier la <a href="https://www.adglocation.fr/plaque-tare-utilitaire-obligatoire/">plaque tare</a> du véhicule.</p>
<p>Il reste prudent d’ajouter une marge de sécurité d’environ <strong>10 %</strong>. Cette précaution absorbe les différences de pesée, l’humidité de certains matériaux et les écarts entre l’estimation théorique et la réalité du terrain.</p>
<h2>Volume utile et caractéristiques d’un camion 15 m³</h2>
<p>Le <strong>volume utile</strong> désigne l’espace cubique disponible pour charger vos biens. Dans le cas d’un camion 15 m³, on parle d’une capacité de stockage adaptée à un déménagement de taille moyenne ou au transport de mobilier encombrant.</p>
<p>Ce volume ne doit pas être confondu avec la charge utile. Un même fourgon peut offrir 15 m³ d’espace, tout en acceptant des masses très différentes selon sa conception, son châssis et sa motorisation.</p>
<p>Les dimensions intérieures constatées <a href="https://www.adglocation.fr/location-utilitaire-turo-tarifs-conditions/">chez les loueurs</a> se situent souvent autour de <strong>4,18 à 4,46 m</strong> de longueur, <strong>1,68 à 1,81 m</strong> de largeur et <strong>1,79 à 2,07 m</strong> de hauteur. La surface au sol disponible tourne généralement entre <strong>7 et 8 m²</strong>.</p>
<p>Les écarts entre modèles sont loin d’être négligeables. Une différence de près de <strong>28 cm</strong> en longueur ou de <strong>39 cm</strong> en hauteur change la façon d’organiser les meubles, de superposer les cartons et de répartir les charges. Pour un chargement optimisé, ces variations méritent d’être prises en compte dès le choix du véhicule.</p>
<p>Le tableau ci-dessous résume les ordres de grandeur les plus fréquents pour ce type d’utilitaire.</p>
<table>
<thead>
<tr>
<th>Caractéristique</th>
<th>Valeurs courantes</th>
<th>Impact concret</th>
</tr>
</thead>
<tbody>
<tr>
<td>Volume utile</td>
<td>15 m³</td>
<td>Convient à un déménagement T2 ou T3 léger à intermédiaire</td>
</tr>
<tr>
<td>Charge utile</td>
<td>910 à 1 500 kg</td>
<td>Détermine le poids maximal transportable</td>
</tr>
<tr>
<td>Longueur intérieure</td>
<td>4,18 à 4,46 m</td>
<td>Influence le transport des meubles longs</td>
</tr>
<tr>
<td>Largeur intérieure</td>
<td>1,68 à 1,81 m</td>
<td>Conditionne le passage des meubles et cartons</td>
</tr>
<tr>
<td>Hauteur intérieure</td>
<td>1,79 à 2,07 m</td>
<td>Joue sur l’empilage et le volume réellement exploitable</td>
</tr>
</tbody>
</table>
<h2>Charges acceptées et cas d’usage typiques</h2>
<p>Sur le terrain, un camion 15 m³ accepte le plus souvent entre <strong>1 300 kg et 1 400 kg</strong>, même si certaines versions montent à <strong>1 500 kg</strong> et d’autres descendent vers <strong>910 kg</strong>. Cette dispersion montre qu’il faut toujours <a href="https://www.adglocation.fr/utilitaire-modeles-eviter-problemes-pannes/">vérifier la fiche du véhicule loué</a>, plutôt que de se fier uniquement au nom commercial du fourgon.</p>
<p><img decoding="async" src="https://www.adglocation.fr/wp-content/uploads/2026/09/camion-15m3-charges-acceptees-volume-utile-affrete-1.jpg" alt="" style="max-width:100%; height:auto; margin:20px 0;" /></p>
<p>Le poids autorisé comprend l’ensemble du chargement, les personnes à bord et tout équipement spécifique ajouté. Cela change vite l’équation si vous transportez des objets lourds comme une machine à laver, un réfrigérateur ou plusieurs meubles massifs.</p>
<p>En usage courant, un 15 m³ convient souvent à un déménagement de <strong>T2 ou T3</strong>, au transport du mobilier d’une chambre complète, ou à l’embarquement de <strong>50 à 70 cartons standards</strong> de 60 × 40 × 40 cm. Selon l’agencement, on peut aussi approcher une centaine de cartons moyens si chaque carton pèse autour de 10 kg.</p>
<p>Voici quelques répartitions fréquentes, selon le type d’objet transporté :</p>
<ul>
<li><strong>Mobilier</strong> : lit, armoire, commode, table, chaises.</li>
<li><strong>Cartons</strong> : livres, linge, vaisselle, effets personnels.</li>
<li><strong>Appareils électroménagers</strong> : lave-linge, petit réfrigérateur, micro-ondes.</li>
</ul>
<p>Pour la conduite, la majorité des camions 15 m³ affichent un <strong>PTAC inférieur à 3,5 t</strong>, ce qui les rend accessibles avec le <strong>permis B</strong>. Certains modèles plus lourds, dont le PTAC se situe entre 3,5 et 7,5 t, exigent en revanche le <strong>permis C1</strong>.</p>
<p>Il faut aussi garder à l’esprit qu’un véhicule de ce gabarit peut parfois passer en <strong>classe 2 au péage</strong>. Ce point peut influencer le budget global d’un transport, surtout sur une longue distance.</p>
<h2>Recommandations pour bien exploiter le volume et le poids autorisé</h2>
<p>Un chargement efficace commence par la répartition homogène de la charge. Quand on atteint 50 à 70 cartons, ou qu’on ajoute plusieurs meubles, le centre de gravité du véhicule joue directement sur la stabilité, le freinage et le confort de conduite.</p>
<p>Les objets les plus lourds doivent être placés en bas et près de l’axe du véhicule, tandis que les éléments légers peuvent venir combler les volumes restants. Cette logique aide à limiter les mouvements pendant le trajet et à mieux utiliser chaque mètre cube.</p>
<p>Les professionnels chargent souvent dans un ordre précis, en commençant par les pièces les plus encombrantes, puis en remplissant avec les cartons de taille intermédiaire. L’orientation des cartons compte aussi, car elle permet de gagner de la place dans les interstices et d’éviter les vides inutiles.</p>
<p>On peut également exploiter les côtés, les espaces sous les sièges ou les zones laissées libres autour des meubles. <strong>Le but est d’optimiser le volume sans dépasser le poids autorisé</strong>, ce qui suppose de surveiller autant la place disponible que la masse totale embarquée.</p>
<p>Avant de partir, mieux vaut vérifier trois points simples. Le PTAC sur la carte grise, la marge de sécurité de 10 %, puis l’estimation du nombre de cartons et de passagers. Si vous ajoutez un conducteur et un accompagnant, leur poids doit entrer dans le calcul global.</p>
<p>Une erreur fréquente consiste à remplir un 15 m³ jusqu’au plafond sans contrôler la masse transportée. Or un véhicule peut sembler à moitié vide visuellement, mais être déjà proche de sa limite de charge si les objets sont denses, comme des livres, des outils ou des appareils ménagers.</p>
<div class="video-wrapper">
        <iframe src="https://www.youtube.com/embed/Bg8v2-ewniI" frameborder="0" allowfullscreen></iframe>
      </div>
<style>
        .video-wrapper {
          position: relative;
          width: 100%;
          padding-bottom: 56.25%; /* ratio 16:9 */
          height: 0;
          margin-bottom: 20px;
        }
        .video-wrapper iframe {
          position: absolute;
          top: 0;
          left: 0;
          width: 100%;
          height: 100%;
        }
      </style>
<p>En pratique, un camion 15 m³ offre un bon compromis entre <strong>volume de chargement</strong>, <strong>charge utile</strong> et accessibilité au permis B. Pour en tirer le meilleur parti, il faut vérifier les chiffres du modèle choisi, organiser le chargement avec méthode et garder une marge avant le départ.</p>
<p>L’article <a href="https://www.adglocation.fr/camion-15m3-charges-acceptees-volume-utile-affrete/">Camion 15 m³ : charges acceptées et volume utile affrété</a> est apparu en premier sur <a href="https://www.adglocation.fr">ADG Location</a>.</p>
]]></content:encoded>
					
					<wfw:commentRss>https://www.adglocation.fr/camion-15m3-charges-acceptees-volume-utile-affrete/feed/</wfw:commentRss>
			<slash:comments>0</slash:comments>
		
		
			</item>
		<item>
		<title>Acheter ou louer un fourgon aménagé : comment choisir la solution la plus rentable selon votre usage</title>
		<link>https://www.adglocation.fr/acheter-ou-louer-un-fourgon-amenage-comment-choisir-la-solution-la-plus-rentable-selon-votre-usage/</link>
					<comments>https://www.adglocation.fr/acheter-ou-louer-un-fourgon-amenage-comment-choisir-la-solution-la-plus-rentable-selon-votre-usage/#respond</comments>
		
		<dc:creator><![CDATA[Adrien]]></dc:creator>
		<pubDate>Sat, 18 Jul 2026 20:25:04 +0000</pubDate>
				<category><![CDATA[Véhicules]]></category>
		<guid isPermaLink="false">https://www.adglocation.fr/?p=2394</guid>

					<description><![CDATA[<p>L&#8217;appel de la route et la promesse d&#8217;aventures sont des moteurs puissants pour de nombreux voyageurs, attir&#233;s par la libert&#233; qu&#8217;offre un v&#233;hicule am&#233;nag&#233;. Face &#224; cet engouement croissant pour la « vanlife », la question de savoir s&#8217;il faut acheter ou louer un fourgon am&#233;nag&#233; se pose avec acuit&#233;. Il s&#8217;agit d&#8217;une d&#233;cision qui d&#233;pend de...</p>
<p>L’article <a href="https://www.adglocation.fr/acheter-ou-louer-un-fourgon-amenage-comment-choisir-la-solution-la-plus-rentable-selon-votre-usage/">Acheter ou louer un fourgon aménagé : comment choisir la solution la plus rentable selon votre usage</a> est apparu en premier sur <a href="https://www.adglocation.fr">ADG Location</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>L&rsquo;appel de la route et la promesse d&rsquo;aventures sont des moteurs puissants pour de nombreux voyageurs, attir&eacute;s par la libert&eacute; qu&rsquo;offre un v&eacute;hicule am&eacute;nag&eacute;. Face &agrave; cet engouement croissant pour la « vanlife », la question de savoir s&rsquo;il faut acheter ou louer un fourgon am&eacute;nag&eacute; se pose avec acuit&eacute;. Il s&rsquo;agit d&rsquo;une d&eacute;cision qui d&eacute;pend de multiples facteurs, allant de la fr&eacute;quence d&rsquo;utilisation &agrave; votre budget, en passant par votre d&eacute;sir d&rsquo;autonomie ou de flexibilit&eacute;.</p>
<p>Choisir entre l&rsquo;acquisition et la location n&rsquo;est pas anodin, car chaque option pr&eacute;sente des avantages financiers et pratiques distincts. Notre objectif est de vous guider &agrave; travers les consid&eacute;rations essentielles pour d&eacute;terminer la solution la plus rentable et la plus adapt&eacute;e &agrave; votre profil d&rsquo;utilisateur. Nous allons examiner les implications de l&rsquo;achat, les b&eacute;n&eacute;fices de la location, et comment optimiser votre budget, notamment en explorant le march&eacute; de l&rsquo;occasion.</p>
<h2>Acheter un fourgon am&eacute;nag&eacute; : l&rsquo;investissement dans la libert&eacute;</h2>
<p>Acqu&eacute;rir un fourgon am&eacute;nag&eacute; repr&eacute;sente bien plus qu&rsquo;une simple transaction ; c&rsquo;est un engagement vers un mode de vie, une porte ouverte sur l&rsquo;improvisation et la d&eacute;couverte. Les propri&eacute;taires b&eacute;n&eacute;ficient d&rsquo;une libert&eacute; totale. Vous partez quand vous voulez, o&ugrave; vous voulez, sans contraintes de r&eacute;servation ou de disponibilit&eacute; de v&eacute;hicules.</p>
<p>Cette autonomie s&rsquo;accompagne de la possibilit&eacute; de personnaliser votre espace selon vos go&ucirc;ts et vos besoins. Chaque d&eacute;tail, de l&rsquo;am&eacute;nagement int&eacute;rieur aux &eacute;quipements sp&eacute;cifiques, peut &ecirc;tre pens&eacute; pour refl&eacute;ter votre personnalit&eacute; et optimiser votre confort. C&rsquo;est votre « chez-vous » sur roues, &eacute;voluant avec vous au fil des exp&eacute;riences.</p>
<h3>Les co&ucirc;ts et les avantages financiers de l&rsquo;achat</h3>
<p>L&rsquo;investissement initial pour acheter un fourgon am&eacute;nag&eacute; peut sembler cons&eacute;quent. Il inclut le prix d&rsquo;achat du v&eacute;hicule, les frais d&rsquo;immatriculation et d&rsquo;&eacute;ventuels am&eacute;nagements. Cependant, cet investissement peut &ecirc;tre amorti sur le long terme, surtout si vous utilisez le fourgon fr&eacute;quemment. De plus, un v&eacute;hicule bien entretenu conserve une valeur de revente int&eacute;ressante sur le march&eacute; de l&rsquo;occasion.</p>
<p>Un autre avantage financier r&eacute;side dans la possibilit&eacute; de g&eacute;n&eacute;rer des revenus compl&eacute;mentaires en louant votre fourgon lorsque vous ne l&rsquo;utilisez pas. Des plateformes sp&eacute;cialis&eacute;es permettent aux propri&eacute;taires de proposer leur v&eacute;hicule &agrave; la location, transformant ainsi un co&ucirc;t en une source de revenus. Certains propri&eacute;taires qui louent leur v&eacute;hicule pour environ cinq semaines par an peuvent esp&eacute;rer un gain moyen de plusieurs milliers d&rsquo;euros, contribuant ainsi &agrave; couvrir les frais fixes et d&rsquo;entretien, voire &agrave; rentabiliser une partie significative de l&rsquo;investissement.</p>
<h2>Louer un fourgon am&eacute;nag&eacute; : la flexibilit&eacute; sans les contraintes</h2>
<p>Pour ceux dont les escapades en fourgon sont occasionnelles ou qui souhaitent simplement tester ce mode de voyage avant de s&rsquo;engager, la location s&rsquo;impose comme une solution id&eacute;ale. Elle offre une grande flexibilit&eacute; et permet de profiter des joies de la « vanlife » sans les responsabilit&eacute;s li&eacute;es &agrave; la propri&eacute;t&eacute;.</p>
<p>L&rsquo;absence d&rsquo;investissement initial est un atout majeur. Vous n&rsquo;avez pas &agrave; vous soucier des co&ucirc;ts d&rsquo;achat, d&rsquo;assurance annuelle, d&rsquo;entretien r&eacute;gulier, de stockage ou de d&eacute;pr&eacute;ciation du v&eacute;hicule. Il suffit de choisir le mod&egrave;le qui vous convient, de r&eacute;server pour les dates souhait&eacute;es et de partir &agrave; l&rsquo;aventure.</p>
<h3>D&eacute;couvrir diff&eacute;rents mod&egrave;les et &eacute;quipements</h3>
<p>La location offre l&rsquo;opportunit&eacute; d&rsquo;exp&eacute;rimenter une vari&eacute;t&eacute; de fourgons am&eacute;nag&eacute;s, chacun avec ses particularit&eacute;s en termes de taille, d&rsquo;am&eacute;nagement et d&rsquo;&eacute;quipements. Cette diversit&eacute; permet de trouver le v&eacute;hicule parfaitement adapt&eacute; &agrave; chaque type de voyage : un petit van pour une escapade romantique, un fourgon familial pour des vacances avec enfants, ou un mod&egrave;le plus robuste pour une aventure hors des sentiers battus. C&rsquo;est une excellente mani&egrave;re de d&eacute;couvrir vos pr&eacute;f&eacute;rences avant un &eacute;ventuel achat.</p>
<p><img decoding="async" src="https://kinks.s3.eu-west-3.amazonaws.com/stability/6a5ba25cdd4071784390236.png" alt="acheter ou louer un fourgon am&eacute;nag&eacute; : comment choisir la solution la plus rentable selon votre usage &mdash; entiers battus. c'est une excellente mani&egrave;re de d&eacute;couvrir"></p>
<h2>D&eacute;terminer votre profil d&rsquo;utilisateur : la cl&eacute; du choix</h2>
<p>La d&eacute;cision d&rsquo;acheter ou louer un fourgon am&eacute;nag&eacute; repose avant tout sur une analyse honn&ecirc;te de votre usage pr&eacute;vu. La fr&eacute;quence de vos voyages, votre budget, votre app&eacute;tence pour la gestion d&rsquo;un v&eacute;hicule et votre d&eacute;sir de personnalisation sont autant de crit&egrave;res &agrave; prendre en compte.</p>
<h3>Fr&eacute;quence d&rsquo;utilisation et budget</h3>
<p>Si vous envisagez de partir en fourgon tr&egrave;s r&eacute;guli&egrave;rement, plusieurs semaines par an, l&rsquo;achat pourrait s&rsquo;av&eacute;rer plus rentable &agrave; long terme. Le co&ucirc;t de la location, qui s&rsquo;accumule &agrave; chaque voyage, pourrait rapidement d&eacute;passer les d&eacute;penses li&eacute;es &agrave; l&rsquo;acquisition et &agrave; l&rsquo;entretien d&rsquo;un v&eacute;hicule personnel.</p>
<p>En revanche, pour des escapades de quelques jours ou une &agrave; deux semaines par an, la location est probablement la solution la plus &eacute;conomique et la plus pratique. Elle vous &eacute;vite les frais fixes annuels qui p&egrave;sent sur le budget d&rsquo;un propri&eacute;taire, m&ecirc;me lorsque le fourgon est &agrave; l&rsquo;arr&ecirc;t.</p>
<blockquote>
<p>&laquo; Le voyage en fourgon am&eacute;nag&eacute;, qu&rsquo;il soit le fruit d&rsquo;un achat ou d&rsquo;une location, est avant tout une promesse d&rsquo;&eacute;vasion. La meilleure option est celle qui s&rsquo;aligne le plus fid&egrave;lement avec vos aspirations de libert&eacute; et la r&eacute;alit&eacute; de votre quotidien. &raquo;</p>
</blockquote>
<h3>Comparaison des co&ucirc;ts selon l&rsquo;usage</h3>
<p>Pour mieux visualiser l&rsquo;impact financier, voici un tableau comparatif simplifi&eacute; des sc&eacute;narios typiques :</p>
<table class="article-table">
<thead>
<tr>
<th class="article-table-header">Crit&egrave;re</th>
<th class="article-table-header">Usage occasionnel (1-2 semaines/an)</th>
<th class="article-table-header">Usage fr&eacute;quent (4+ semaines/an)</th>
<th class="article-table-header">Achat avec rentabilit&eacute; locative</th>
</tr>
</thead>
<tbody>
<tr>
<td class="article-table-cell">Co&ucirc;t initial</td>
<td class="article-table-cell">Faible (co&ucirc;t de location par voyage)</td>
<td class="article-table-cell">&Eacute;lev&eacute; (prix d&rsquo;achat du v&eacute;hicule)</td>
<td class="article-table-cell">&Eacute;lev&eacute; (prix d&rsquo;achat du v&eacute;hicule)</td>
</tr>
<tr>
<td class="article-table-cell">Frais fixes annuels</td>
<td class="article-table-cell">Nuls</td>
<td class="article-table-cell">&Eacute;lev&eacute;s (assurance, entretien, stockage)</td>
<td class="article-table-cell">&Eacute;lev&eacute;s (compens&eacute;s par revenus)</td>
</tr>
<tr>
<td class="article-table-cell">Flexibilit&eacute;</td>
<td class="article-table-cell">Tr&egrave;s &eacute;lev&eacute;e (choix du mod&egrave;le, pas de contraintes)</td>
<td class="article-table-cell">&Eacute;lev&eacute;e (d&eacute;part imm&eacute;diat, personnalisation)</td>
<td class="article-table-cell">&Eacute;lev&eacute;e (mais n&eacute;cessite gestion locative)</td>
</tr>
<tr>
<td class="article-table-cell">Entretien/R&eacute;parations</td>
<td class="article-table-cell">Pris en charge par le loueur</td>
<td class="article-table-cell">&Agrave; votre charge</td>
<td class="article-table-cell">&Agrave; votre charge</td>
</tr>
<tr>
<td class="article-table-cell">Potentiel de revenus</td>
<td class="article-table-cell">Nul</td>
<td class="article-table-cell">Nul</td>
<td class="article-table-cell">&Eacute;lev&eacute; (plusieurs milliers d&rsquo;euros par an)</td>
</tr>
<tr>
<td class="article-table-cell">Sentiment d&rsquo;appartenance</td>
<td class="article-table-cell">Nul</td>
<td class="article-table-cell">Fort</td>
<td class="article-table-cell">Fort</td>
</tr>
</tbody>
</table>
<h2>L&rsquo;attrait des fourgons d&rsquo;occasion : optimiser votre budget</h2>
<p>Pour ceux qui penchent vers l&rsquo;achat, le march&eacute; de l&rsquo;occasion repr&eacute;sente une opportunit&eacute; significative de r&eacute;aliser des &eacute;conomies substantielles. Un fourgon am&eacute;nag&eacute; d&rsquo;occasion, s&rsquo;il est bien choisi et entretenu, peut offrir les m&ecirc;mes avantages qu&rsquo;un v&eacute;hicule neuf pour un co&ucirc;t d&rsquo;acquisition bien moindre. Cela r&eacute;duit l&rsquo;investissement initial et acc&eacute;l&egrave;re potentiellement la rentabilisation si vous envisagez de le louer.</p>
<p>Explorer le march&eacute; des&nbsp;<strong><a href="https://www.braultloisirs.com/nos-vehicules/fourgon/occasion">fourgons d&rsquo;occasion am&eacute;nag&eacute;s</a></strong>&nbsp;repr&eacute;sente une excellente strat&eacute;gie pour r&eacute;duire l&rsquo;investissement initial tout en b&eacute;n&eacute;ficiant d&rsquo;un v&eacute;hicule pr&ecirc;t &agrave; l&#8217;emploi. De nombreux mod&egrave;les d&rsquo;occasion sont disponibles, offrant un large &eacute;ventail de configurations et de niveaux d&rsquo;&eacute;quipement pour r&eacute;pondre &agrave; divers besoins et budgets.</p>
<p><img decoding="async" src="https://kinks.s3.eu-west-3.amazonaws.com/stability/6a5ba27261a7c1784390258.png" alt="Illustration : explorer le march&eacute; des fourgons d&rsquo;occasion am&eacute;nag&eacute;s repr&eacute;sente &mdash; acheter ou louer un fourgon am&eacute;nag&eacute; : comment choisir la solution la plus rentable selon votre usage"></p>
<h3>Conseils pour l&rsquo;achat d&rsquo;un fourgon d&rsquo;occasion</h3>
<p>Lors de l&rsquo;achat d&rsquo;un fourgon d&rsquo;occasion, une inspection minutieuse est de mise. V&eacute;rifiez l&rsquo;&eacute;tat g&eacute;n&eacute;ral du v&eacute;hicule, tant au niveau m&eacute;canique que de l&rsquo;am&eacute;nagement int&eacute;rieur. Portez attention aux signes d&rsquo;humidit&eacute;, &agrave; l&rsquo;&eacute;tat des &eacute;quipements (cuisine, salle de bain, chauffage) et &agrave; l&rsquo;historique d&rsquo;entretien. Demander un essai routier complet est &eacute;galement essentiel pour &eacute;valuer le comportement du v&eacute;hicule sur la route.</p>
<p>N&rsquo;h&eacute;sitez pas &agrave; faire appel &agrave; un professionnel pour une expertise avant l&rsquo;achat. Cela peut vous &eacute;viter des mauvaises surprises et garantir la fiabilit&eacute; de votre futur compagnon de voyage. Un fourgon d&rsquo;occasion bien choisi est un excellent compromis entre le d&eacute;sir d&rsquo;&ecirc;tre propri&eacute;taire et la ma&icirc;trise du budget.</p>
<h2>La rentabilit&eacute; locative : transformer votre fourgon en source de revenus</h2>
<p>L&rsquo;id&eacute;e d&rsquo;acheter un fourgon am&eacute;nag&eacute; prend une dimension suppl&eacute;mentaire lorsque l&rsquo;on consid&egrave;re la possibilit&eacute; de le louer pour amortir l&rsquo;investissement. Cette pratique est devenue courante et offre une solution int&eacute;ressante pour les propri&eacute;taires souhaitant r&eacute;duire leurs charges ou m&ecirc;me g&eacute;n&eacute;rer un profit.</p>
<p>Des plateformes d&eacute;di&eacute;es facilitent la mise en relation entre propri&eacute;taires et locataires, g&eacute;rant les aspects pratiques tels que l&rsquo;assurance, les contrats et les paiements. En moyenne, un propri&eacute;taire qui loue son v&eacute;hicule cinq semaines par an peut gagner plusieurs milliers d&rsquo;euros, une somme qui peut couvrir une partie significative des co&ucirc;ts annuels li&eacute;s au v&eacute;hicule (assurance, entretien, stationnement).</p>
<h3>Optimiser la location de votre fourgon</h3>
<p>Pour maximiser la rentabilit&eacute; de votre fourgon en location, plusieurs facteurs entrent en jeu. Le choix du mod&egrave;le est important : certains fourgons, plus polyvalents ou mieux &eacute;quip&eacute;s, sont plus demand&eacute;s. Une bonne pr&eacute;sentation du v&eacute;hicule, avec des photos de qualit&eacute; et une description d&eacute;taill&eacute;e, attire davantage de locataires. Maintenir le fourgon en excellent &eacute;tat de propret&eacute; et de fonctionnement est &eacute;galement primordial pour obtenir de bons retours et fid&eacute;liser la client&egrave;le.</p>
<p>La flexibilit&eacute; sur les p&eacute;riodes de location et des tarifs comp&eacute;titifs, ajust&eacute;s en fonction de la saisonnalit&eacute;, peuvent &eacute;galement augmenter le taux d&rsquo;occupation de votre v&eacute;hicule. Il est m&ecirc;me possible de constater une demande hors saison, ce qui permet de maintenir une activit&eacute; locative tout au long de l&rsquo;ann&eacute;e.</p>
<h2>Faire le bon choix : une d&eacute;cision &eacute;clair&eacute;e pour des voyages inoubliables</h2>
<p>La question d&rsquo;acheter ou louer un fourgon am&eacute;nag&eacute; n&rsquo;a pas de r&eacute;ponse universelle. Elle d&eacute;pend intimement de vos habitudes de voyage, de vos attentes financi&egrave;res et de votre mode de vie. Pour un usage occasionnel, la location offre une libert&eacute; sans les contraintes de la propri&eacute;t&eacute;, permettant de varier les plaisirs et les mod&egrave;les. Elle est id&eacute;ale pour les novices ou ceux qui ne peuvent pas se permettre l&rsquo;investissement initial.</p>
<p>En revanche, si vous r&ecirc;vez de voyages fr&eacute;quents, de personnalisation et de la possibilit&eacute; de g&eacute;n&eacute;rer un revenu compl&eacute;mentaire, l&rsquo;achat est une voie &agrave; consid&eacute;rer s&eacute;rieusement. L&rsquo;option des fourgons d&rsquo;occasion repr&eacute;sente alors un excellent compromis pour ma&icirc;triser le budget d&rsquo;acquisition, tout en profitant des avantages de la propri&eacute;t&eacute;. Quelle que soit votre d&eacute;cision, l&rsquo;aventure en fourgon am&eacute;nag&eacute; promet des exp&eacute;riences riches et m&eacute;morables sur les routes du monde.</p>
<p>L’article <a href="https://www.adglocation.fr/acheter-ou-louer-un-fourgon-amenage-comment-choisir-la-solution-la-plus-rentable-selon-votre-usage/">Acheter ou louer un fourgon aménagé : comment choisir la solution la plus rentable selon votre usage</a> est apparu en premier sur <a href="https://www.adglocation.fr">ADG Location</a>.</p>
]]></content:encoded>
					
					<wfw:commentRss>https://www.adglocation.fr/acheter-ou-louer-un-fourgon-amenage-comment-choisir-la-solution-la-plus-rentable-selon-votre-usage/feed/</wfw:commentRss>
			<slash:comments>0</slash:comments>
		
		
			</item>
		<item>
		<title>Quelle voiture louer à La Réunion ? conseils selon les routes</title>
		<link>https://www.adglocation.fr/quel-type-voiture-louer-reunion-conseils-choix-selon-routes/</link>
					<comments>https://www.adglocation.fr/quel-type-voiture-louer-reunion-conseils-choix-selon-routes/#respond</comments>
		
		<dc:creator><![CDATA[Adrien]]></dc:creator>
		<pubDate>Wed, 27 May 2026 16:05:54 +0000</pubDate>
				<category><![CDATA[Véhicules]]></category>
		<guid isPermaLink="false">https://www.adglocation.fr/quel-type-voiture-louer-reunion-conseils-choix-selon-routes/</guid>

					<description><![CDATA[<p>À La Réunion, le choix de la voiture de location influence directement la manière dont vous allez découvrir l’île. Entre le littoral, les routes de montagne, les accès aux cirques et les secteurs plus isolés, tous les véhicules ne se valent pas selon l’itinéraire. Adapter votre voiture à votre séjour permet de gagner en confort,...</p>
<p>L’article <a href="https://www.adglocation.fr/quel-type-voiture-louer-reunion-conseils-choix-selon-routes/">Quelle voiture louer à La Réunion ? conseils selon les routes</a> est apparu en premier sur <a href="https://www.adglocation.fr">ADG Location</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>À La Réunion, le choix de la voiture de location influence directement la manière dont vous allez découvrir l’île. Entre le littoral, les routes de montagne, les accès aux cirques et les secteurs plus isolés, tous les véhicules ne se valent pas selon l’itinéraire. <strong>Adapter votre voiture à votre séjour</strong> permet de gagner en confort, de maîtriser le budget et d’accéder plus sereinement aux paysages que vous voulez visiter.</p>
<div style="background-color: #F0F0F0; border: 1px dotted #a5a5a5; padding: 5px;">
<p><strong>Les points importants :</strong></p>
<p>Adapter le véhicule à votre itinéraire vous permet de gagner en confort, de limiter les contraintes sur les routes de montagne et de mieux maîtriser le budget de location.</p>
<ul>
<li><strong>Choisissez selon le parcours, le nombre de passagers et les bagages</strong> : une citadine suffit pour le littoral, un <strong>SUV ou 4&#215;4</strong> est préférable pour les cirques et les hauts, un <strong>monospace ou break</strong> pour les familles.</li>
<li><strong>Privilégiez le diesel et une bonne motricité</strong> si vous montez souvent en altitude, et préférez une boîte manuelle si vous voulez plus de contrôle dans les pentes.</li>
<li><strong>Optez pour le kilométrage illimité</strong> si vous prévoyez de faire le tour de l’île ou de multiplier les détours, cela simplifie le budget au quotidien.</li>
<li><strong>Vérifiez les assurances et la franchise</strong> (rachat possible), ainsi que les options utiles comme le GPS ou le siège enfant pour éviter les surprises au retrait.</li>
<li><strong>Réservez tôt</strong>, notamment pour la période d’octobre à décembre, afin d’obtenir le modèle souhaité à meilleur prix et sans compromis de dernière minute.</li>
</ul>
</div>
<h2>Pourquoi choisir avec soin le type de voiture à la Réunion ?</h2>
<p>Les routes réunionnaises offrent une diversité rare sur un territoire aussi compact. Vous trouverez des axes côtiers bien entretenus, des routes urbaines fluides, mais aussi des voies plus étroites, plus pentues et plus sinueuses dès que vous montez vers les hauts. Cette variété change complètement la conduite et l’usage du véhicule.</p>
<p><strong>Le bon modèle peut faire la différence entre un séjour simple et un séjour contraignant.</strong> Une voiture trop petite peut manquer d’aisance si vous avez beaucoup de bagages, alors qu’un véhicule plus puissant peut apporter une marge de confort utile sur les reliefs. Les agences de location proposent d’ailleurs une gamme large, de la petite citadine à la berline de prestige, en passant par le break, le monospace, le SUV ou le 4&#215;4.</p>
<h2>Aperçu des types de routes à La Réunion</h2>
<p>Avant de réserver, il faut regarder l’île telle qu’elle se conduit vraiment. La Réunion n’est pas un territoire uniforme, et c’est ce qui rend le choix du véhicule si important. Selon votre programme, vous n’aurez pas les mêmes besoins en motorisation, en gabarit ou en capacité de coffre.</p>
<p>Les grands axes côtiers et les routes de ville conviennent à la plupart des voitures. En revanche, les routes de montagne vers Mafate, Cilaos ou Salazie imposent davantage d’attention, avec des pentes raides, des virages serrés et des chaussées parfois étroites. À cela s’ajoutent certains chemins secondaires, ou les voies qui mènent à des départs de randonnée, parfois sans goudron.</p>
<p>Le relief local fait partie des caractéristiques à intégrer dès la réservation. <strong>Plus votre itinéraire comporte de dénivelé, plus le véhicule doit offrir de la reprise et du contrôle.</strong> Le choix ne doit donc pas se faire uniquement selon le prix affiché, mais surtout selon les trajets prévus pendant le séjour.</p>
<h2>Quel type de voiture selon votre itinéraire et votre séjour ?</h2>
<p>La bonne catégorie dépend de trois paramètres simples, votre parcours, le nombre de passagers et la quantité de bagages. Une voiture adaptée à la ville peut être moins confortable dès que vous multipliez les montées, les descentes et les longues journées sur la route.</p>
<p>Pour vous orienter efficacement, il faut relier le type de véhicule à l’usage réel. <strong>Un séjour sur le littoral n’appelle pas le même modèle qu’un programme centré sur les cirques ou les hauts plateaux.</strong></p>
<h3>Citadine ou compacte : l’alliée du littoral et de la ville</h3>
<p>La citadine et la compacte regroupent des modèles de petite taille, faciles à conduire et à stationner. On pense par exemple à des voitures comme la Twingo, la Clio, la Polo ou la Golf. Elles sont souvent moins chères à la location et consomment moins de carburant.</p>
<p>Pour un voyage en solo ou en couple, c’est souvent le meilleur compromis si vous restez surtout sur les axes du littoral, dans les centres urbains comme Saint-Denis ou Saint-Pierre, et sur les trajets classiques entre plages, commerces et hébergements. <strong>Leur maniabilité simplifie la circulation en zone fréquentée.</strong></p>
<p>Leur limite apparaît surtout quand le programme se complique. Si vous partez régulièrement vers la montagne ou si vous transportez beaucoup de valises, l’espace intérieur peut devenir trop restreint. Le coffre ne pardonne pas toujours les excès de bagages, et le confort diminue vite sur les routes plus exigeantes.</p>
<p>En pratique, une citadine convient très bien à un séjour tourné vers la découverte urbaine et le bord de mer. Elle reste aussi intéressante pour les voyageurs qui cherchent à contenir le budget tout en gardant un véhicule simple à prendre en main.</p>
<h3>SUV, 4&#215;4 ou berline puissante : pour routes de montagne et accès aux cirques</h3>
<p>Le SUV et le 4&#215;4 se distinguent par une garde au sol plus haute et, selon les modèles, une transmission intégrale. Leur moteur est souvent plus à l’aise dans les montées. Les berlines plus puissantes peuvent aussi constituer une bonne option lorsqu’elles offrent une belle reprise et un comportement stable sur les dénivelés.</p>
<p>Ce type de voiture est recommandé si vous voulez explorer les routes escarpées des hauts plateaux, rejoindre Cilaos ou Salazie, approcher le volcan ou vous rendre vers des sentiers plus reculés. <strong>Sur les routes de montagne, la puissance utile compte autant que le confort de conduite.</strong> Une bonne motricité rassure dans les pentes, surtout quand la chaussée est étroite ou que les virages s’enchaînent.</p>
<p>Le frein moteur est un point à prendre en compte, notamment sur les longues descentes. Plusieurs guides locaux recommandent le diesel pour cette raison, car il aide mieux à gérer les reliefs et les trajets prolongés. Si vous êtes à l’aise avec une boîte manuelle, elle donne souvent davantage de contrôle dans les montées comme dans les descentes.</p>
<p>Cette catégorie devient vite utile même pour des visites de sites majeurs qui ne relèvent pas uniquement de la randonnée. Dès que l’itinéraire comporte du relief, vous appréciez la stabilité, la souplesse de conduite et la marge de sécurité qu’apporte un véhicule mieux adapté.</p>
<h3>Monospace, break ou minibus : le choix des familles et des groupes</h3>
<p>Les monospaces, breaks et minibus 7 à 9 places répondent à un autre besoin, celui de l’espace. Ils offrent davantage de sièges et un grand coffre, ce qui facilite les voyages en famille, entre amis ou avec beaucoup d’équipement. C’est une solution intéressante pour les longs séjours et les sorties avec matériel de randonnée.</p>
<p>Quand les passagers sont nombreux, le confort collectif prend de la valeur. <strong>Un véhicule spacieux évite de multiplier les sacs à l’arrière et améliore l’organisation du voyage.</strong> Vous conservez aussi plus de souplesse pour les courses, les pique-niques, les poussettes ou les chaussures de marche.</p>
<p><img decoding="async" src="https://www.adglocation.fr/wp-content/uploads/2026/05/quel-type-voiture-louer-reunion-conseils-choix-selon-routes-1.jpg" alt="" style="max-width:100%; height:auto; margin:20px 0;" /></p>
<p>Ces modèles ne sont pas réservés aux seuls trajets longs. Même sur les routes principales, un groupe important peut y trouver un meilleur équilibre entre habitabilité et capacité d’emport. Le break, en particulier, constitue souvent un bon compromis entre volume de coffre, tenue de route et sobriété.</p>
<p>Dans le cas d’un séjour mixte, avec plage, ville et excursions dans les hauts, ce type de voiture peut simplifier beaucoup d’étapes. Il réduit aussi la sensation d’être à l’étroit, ce qui compte sur plusieurs jours de location.</p>
<h2>Essence, diesel ou hybride : bien choisir la motorisation</h2>
<p>Le choix du carburant mérite aussi de l’attention. À La Réunion, la motorisation doit être cohérente avec la longueur des trajets et le relief. Un moteur adapté peut améliorer la fluidité de conduite et limiter la fatigue sur les parcours les plus vallonnés.</p>
<p>Le diesel est souvent recommandé pour les longues distances et les trajets en montagne. Son comportement convient mieux aux dénivelés, et son frein moteur apporte un vrai plus sur les descentes. <strong>Pour tourner autour de l’île ou monter régulièrement vers les hauts, le diesel reste souvent un choix pertinent.</strong></p>
<p>L’essence ou l’hybride suffisent en revanche si vous restez surtout en ville ou sur de petits trajets. Ces motorisations peuvent aussi permettre d’obtenir un tarif de location plus attractif selon les catégories disponibles. Il faut toutefois vérifier la disponibilité du carburant selon le modèle choisi, car toutes les gammes ne sont pas proposées avec les mêmes motorisations.</p>
<p>Si votre programme reste majoritairement urbain, inutile de viser un moteur plus lourd que nécessaire. À l’inverse, un séjour orienté montagne appelle davantage de souplesse et de reprise. Le bon arbitrage dépend donc du rythme de vos déplacements et du type de routes que vous emprunterez le plus souvent.</p>
<h2>Autres conseils de location spécifiques à la Réunion</h2>
<p>Au-delà du modèle, plusieurs options peuvent améliorer l’expérience de location. Elles influencent le budget, la sérénité au volant et la qualité générale du séjour. Il vaut mieux les anticiper avant l’arrivée sur l’île.</p>
<p>Vérifiez également les conditions de location, notamment le <a href="https://www.adglocation.fr/combien-dannees-permis-faut-il-louer-voiture/">nombre d&rsquo;années de permis exigées</a> pour louer.</p>
<p><strong>Comparer les offres et lire les conditions de location évite les mauvaises surprises.</strong> Cela vaut pour le kilométrage, l’assurance, les équipements et les frais éventuels.</p>
<h3>Opter pour le kilométrage illimité</h3>
<p>Le kilométrage illimité signifie que vous pouvez parcourir autant de kilomètres que nécessaire sans surcoût lié à la distance. À La Réunion, cette option prend tout son sens, car les routes sinueuses, les montées et les détours rallongent vite les trajets réels.</p>
<p>Si vous prévoyez de faire le tour de l’île, de multiplier les visites ou de sortir souvent des axes principaux, cette formule vous apporte une lecture plus simple du budget. <strong>Elle évite de compter chaque déplacement et laisse davantage de liberté dans l’organisation des journées.</strong></p>
<h3>Comparer les offres et réserver tôt</h3>
<p>Les loueurs proposent des prix et des conditions différents selon les périodes, les catégories et les protections incluses. Comparer les offres permet d’identifier le bon équilibre entre tarif, véhicule et niveau de service. C’est d’autant plus utile si vous cherchez un modèle précis comme une compacte, un SUV ou un monospace.</p>
<p>La période d’octobre à décembre est souvent plus tendue en matière de tarifs, car la demande touristique augmente. <a href="https://www.adglocation.fr/reserver-une-voiture-de-location-etapes-cles/">Réserver tôt</a> améliore les chances de trouver la voiture recherchée à un prix plus avantageux. <strong>Anticiper la réservation donne plus de choix et limite les compromis de dernière minute.</strong></p>
<h3>Vérifier assurances, franchises et options incluses</h3>
<p>Un contrat de location comprend toujours une assurance de base, mais la franchise peut varier fortement selon les agences et les catégories de véhicules. En cas de sinistre, c’est la part qui reste à votre charge, d’où l’intérêt de lire les conditions avec attention.</p>
<p>Selon votre niveau de confort, vous pouvez regarder des garanties complémentaires comme le <a href="https://www.adglocation.fr/franchise-location-voiture-astuces-legales/">rachat de franchise</a>, l’assurance vol ou la protection contre le bris de glace. Il faut aussi vérifier les options disponibles, par exemple le GPS, le siège enfant ou le conducteur additionnel. <strong>Ces éléments pèsent sur le budget final et sur la simplicité d’usage au quotidien.</strong></p>
<p>Un véhicule bien protégé et bien équipé rend le séjour plus fluide, surtout si vous ne connaissez pas encore bien les routes locales. En location, le détail du contrat compte autant que le modèle choisi.</p>
<h2>Tableau récapitulatif : voiture recommandée selon le profil de séjour</h2>
<p>Pour vous aider à visualiser rapidement la meilleure option, voici un résumé selon le type de voyage. Ce repère permet d’associer votre itinéraire, votre composition de groupe et votre besoin de confort au véhicule le plus cohérent.</p>
<table>
<thead>
<tr>
<th>Profil</th>
<th>Itinéraire</th>
<th>Type recommandé</th>
</tr>
</thead>
<tbody>
<tr>
<td>Solo ou couple</td>
<td>Ville, littoral, grands axes</td>
<td>Citadine ou compacte</td>
</tr>
<tr>
<td>Famille ou groupe</td>
<td>Excursions variées, bagages, matériel</td>
<td>Break, monospace ou minibus</td>
</tr>
<tr>
<td>Aventurier</td>
<td>Montagne, sentiers accidentés, cirques, volcan</td>
<td>SUV ou 4&#215;4</td>
</tr>
<tr>
<td>Petites distances</td>
<td>Essentiellement en ville</td>
<td>Essence, hybride ou citadine</td>
</tr>
<tr>
<td>Longues distances</td>
<td>Tour de l’île, montagnes, trajets quotidiens importants</td>
<td>Diesel, SUV ou compacte diesel</td>
</tr>
</tbody>
</table>
<div class="video-wrapper">
        <iframe src="https://www.youtube.com/embed/xwFxbmpBOHg" frameborder="0" allowfullscreen></iframe>
      </div>
<style>
        .video-wrapper {
          position: relative;
          width: 100%;
          padding-bottom: 56.25%; /* ratio 16:9 */
          height: 0;
          margin-bottom: 20px;
        }
        .video-wrapper iframe {
          position: absolute;
          top: 0;
          left: 0;
          width: 100%;
          height: 100%;
        }
      </style>
<p><strong>En fonction de votre itinéraire, de votre composition et de votre budget, adaptez le choix du véhicule.</strong> Une voiture de location bien choisie vous aide à profiter pleinement de La Réunion, avec plus de confort, plus de maîtrise et moins de contraintes sur la route.</p>
<p>L’article <a href="https://www.adglocation.fr/quel-type-voiture-louer-reunion-conseils-choix-selon-routes/">Quelle voiture louer à La Réunion ? conseils selon les routes</a> est apparu en premier sur <a href="https://www.adglocation.fr">ADG Location</a>.</p>
]]></content:encoded>
					
					<wfw:commentRss>https://www.adglocation.fr/quel-type-voiture-louer-reunion-conseils-choix-selon-routes/feed/</wfw:commentRss>
			<slash:comments>0</slash:comments>
		
		
			</item>
		<item>
		<title>Faut-il louer une voiture au Cap-Vert ? Avantages et inconvénients</title>
		<link>https://www.adglocation.fr/faut-il-louer-voiture-cap-vert-avantages-inconvenients/</link>
					<comments>https://www.adglocation.fr/faut-il-louer-voiture-cap-vert-avantages-inconvenients/#respond</comments>
		
		<dc:creator><![CDATA[Adrien]]></dc:creator>
		<pubDate>Sun, 24 May 2026 17:41:49 +0000</pubDate>
				<category><![CDATA[Véhicules]]></category>
		<guid isPermaLink="false">https://www.adglocation.fr/faut-il-louer-voiture-cap-vert-avantages-inconvenients/</guid>

					<description><![CDATA[<p>Se déplacer au Cap-Vert pose vite une vraie question d’organisation, surtout si vous voulez voir autre chose que les zones les plus touristiques. Entre liberté totale, budget, confort et accès aux routes secondaires, la location de voiture peut changer votre voyage, mais elle ne convient pas à tous les profils. Voici comment trancher selon les...</p>
<p>L’article <a href="https://www.adglocation.fr/faut-il-louer-voiture-cap-vert-avantages-inconvenients/">Faut-il louer une voiture au Cap-Vert ? Avantages et inconvénients</a> est apparu en premier sur <a href="https://www.adglocation.fr">ADG Location</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>Se déplacer au Cap-Vert pose vite une vraie question d’organisation, surtout si vous voulez voir autre chose que les zones les plus touristiques. Entre liberté totale, budget, confort et accès aux routes secondaires, la location de voiture peut changer votre voyage, mais elle ne convient pas à tous les profils. Voici comment trancher selon les îles, les coûts, les routes et votre façon de voyager.</p>
<div style="background-color: #F0F0F0; border: 1px dotted #a5a5a5; padding: 5px;">
<p><strong>Les points importants :</strong></p>
<p>Louer une voiture au Cap-Vert vous donne une réelle autonomie pour accéder aux zones reculées et optimiser vos journées, à condition d&rsquo;adapter le véhicule et le budget au type d&rsquo;itinéraire.</p>
<ul>
<li>Choisissez le véhicule selon l’île et les routes : citadine pour Sal ou Boa Vista, SUV pour zones montagneuses, <strong>4&#215;4 pour pistes sableuses</strong>.</li>
<li>Comparez le tarif affiché et le prix final, en vérifiant spécialement les assurances, la franchise et les exclusions (pneus, dessous du véhicule).</li>
<li><strong>Réservez à l’avance</strong> (au moins une semaine, plus tôt en haute saison) pour sécuriser le modèle souhaité et éviter les surcoûts de dernière minute.</li>
<li>Faites un <strong>état des lieux détaillé</strong> et des photos du véhicule au départ, notez les points visibles dans le contrat pour limiter les litiges au retour.</li>
<li>Limitez les trajets nocturnes et, si vous restez surtout en ville, privilégiez les <strong>aluguers et taxis</strong> pour réduire les coûts et la logistique.</li>
</ul>
</div>
<h2>Pourquoi envisager la location de voiture au Cap-Vert ?</h2>
<p>Louer une voiture au Cap-Vert donne d’abord une liberté de mouvement difficile à obtenir avec les autres moyens de transport. Vous gérez vos horaires, vous partez tôt, vous rentrez tard, et vous organisez vos journées sans dépendre des aluguers, ces minibus collectifs, ni des taxis disponibles sur place.</p>
<p>Cette autonomie est utile si vous aimez enchaîner plusieurs points d’intérêt dans la même journée. Vous pouvez improviser un arrêt au bord de la route, prolonger une visite dans un village, ou suivre une route côtière sans contrainte. Pour un voyageur qui veut optimiser son temps sur une île, cette souplesse a un vrai intérêt.</p>
<p>La voiture permet aussi d’aller vers des lieux moins accessibles. Sur plusieurs îles, les plages isolées, les petits villages et certaines pistes offrent des paysages superbes, mais restent mal desservis. À Santo Antão, par exemple, les routes de montagne et les panoramas côtiers prennent tout leur sens quand vous disposez d’un véhicule adapté.</p>
<p>Dans la pratique, la location devient surtout intéressante si vous comptez explorer en profondeur et multiplier les étapes. Elle convient aussi aux voyageurs qui aiment garder la main sur leur rythme, sans attendre un départ de minibus ou négocier un taxi à chaque trajet.</p>
<h2>Les conditions de route et le choix du véhicule</h2>
<p>Le réseau routier varie beaucoup selon les îles. Sur Sal, Boa Vista, Santiago et São Vicente, les axes principaux sont généralement en bon état, avec des portions en asphalte ou en pavés. Pour circuler entre les points les plus connus, une voiture classique peut suffire.</p>
<p>En revanche, dès que vous quittez les routes majeures, la situation change. Les zones rurales, les reliefs montagneux, les pistes sableuses ou rocailleuses demandent plus de marge. Dans ces cas-là, un SUV ou un 4&#215;4 est recommandé, et parfois nécessaire pour rouler avec plus de sérénité.</p>
<p>La conduite est globalement jugée sûre, mais il faut rester attentif. Les routes peuvent être étroites, les virages serrés, et la présence d’animaux sur la chaussée impose de ralentir. La nuit, la visibilité baisse vite, surtout hors des secteurs urbains. Il vaut donc mieux limiter les trajets nocturnes quand c’est possible.</p>
<p><a href="https://www.adglocation.fr/quel-type-voiture-louer-guadeloupe-selon-votre-budget/">Le bon choix de véhicule</a> dépend donc de votre programme. Pour un séjour balnéaire avec quelques déplacements simples, une citadine peut convenir. Pour un itinéraire plus ambitieux, avec relief, pistes et villages reculés, le 4&#215;4 devient un choix beaucoup plus cohérent.</p>
<p>Le tableau ci-dessous résume les options les plus courantes selon le type de parcours.</p>
<table>
<thead>
<tr>
<th>Type de trajet</th>
<th>Véhicule conseillé</th>
<th>Observation</th>
</tr>
</thead>
<tbody>
<tr>
<td>Routes principales de Sal, Boa Vista, Santiago, São Vicente</td>
<td>Voiture standard</td>
<td>Adaptée si vous restez sur les axes bien entretenus</td>
</tr>
<tr>
<td>Zones rurales et routes de montagne</td>
<td>SUV</td>
<td>Plus confortable et plus rassurant sur les reliefs</td>
</tr>
<tr>
<td>Pistes sableuses ou rocailleuses</td>
<td>4&#215;4</td>
<td>Choix recommandé, parfois indispensable</td>
</tr>
<tr>
<td>Déplacements urbains simples</td>
<td>Pas de location nécessaire</td>
<td>Aluguers et taxis suffisent souvent</td>
</tr>
</tbody>
</table>
<h2>Coût de la location, tarifs et comparaison avec les alternatives</h2>
<p>Le prix d’une location de voiture au Cap-Vert est un point à regarder de près. En moyenne, il faut compter entre 70 et 100 euros par jour, avec des variations selon l’île, la saison, la demande et le type de véhicule. Les modèles tout-terrain coûtent logiquement plus cher que les voitures de base.</p>
<p>Certains sites affichent des tarifs très bas, autour de 15 à 30 euros par jour. Dans les faits, ces prix correspondent souvent à des périodes creuses ou à des offres très limitées, parfois sans assurances complètes ni options. Il faut donc comparer le tarif affiché avec le prix final réel, une fois les frais ajoutés.</p>
<p>Sur une semaine, la facture atteint fréquemment environ 700 euros. Ce niveau de prix change fortement le calcul par rapport aux autres solutions. Si vous voyagez seul ou si vous restez dans une zone bien desservie, la location peut peser lourd dans le budget global.</p>
<p>Face à cela, les aluguers restent une solution très économique sur les grands axes. Les taxis sont eux aussi adaptés aux trajets courts, aux transferts d’aéroport ou aux déplacements ponctuels. Pour un voyage plus lent, avec moins de kilomètres, ces options sont souvent plus rationnelles.</p>
<p>Le bon raisonnement consiste donc à mettre en balance le coût total et le niveau de liberté recherché. Si la voiture vous fait gagner du temps, vous évite plusieurs taxis et vous donne accès à des zones que vous n’auriez pas vues autrement, le budget peut se défendre. Si vous restez sur des trajets simples, elle devient vite moins intéressante.</p>
<h2>Disponibilité et réservation, une organisation à anticiper</h2>
<p>La disponibilité des véhicules n’est pas toujours large sur toutes les îles. Certaines destinations proposent peu de voitures, et encore moins de 4&#215;4. En haute saison, attendre le dernier moment augmente le risque de ne plus trouver le modèle souhaité ou de payer plus cher.</p>
<p><img decoding="async" src="https://www.adglocation.fr/wp-content/uploads/2026/05/faut-il-louer-voiture-cap-vert-avantages-inconvenients-1.jpg" alt="" style="max-width:100%; height:auto; margin:20px 0;" /></p>
<p><a href="https://www.adglocation.fr/reserver-une-voiture-de-location-etapes-cles/">Réserver à l’avance</a> est donc recommandé. Un délai d’environ une semaine avant le départ est souvent un bon compromis pour sécuriser un vehicle et conserver un choix raisonnable. Plus vous vous y prenez tôt, plus vous gardez de marge sur le type de voiture et les conditions tarifaires.</p>
<p>Il faut aussi vérifier le point de retrait. Sur certaines îles ou à certains aéroports, comme Praia selon les retours de voyageurs, il n’y a pas toujours d’agence directement en sortie de terminal. Dans ce cas, il peut être nécessaire de passer par une agence en ville ou par un intermédiaire local.</p>
<p>Cette contrainte logistique doit être intégrée au planning. Si vous arrivez tard, si vous changez d’île ou si vous enchaînez plusieurs hébergements, il vaut mieux organiser la prise en charge en amont pour éviter les pertes de temps à l’arrivée.</p>
<h2>Les démarches et précautions à connaître, assurance, caution, contrat</h2>
<p>La location de voiture implique presque toujours des formalités à vérifier avant de partir. La plupart des agences demandent une carte de crédit et une <a href="https://www.adglocation.fr/location-voiture-marrakech-caution-quelles-options/">caution</a>. Ce point compte, car le dépôt de garantie peut immobiliser une somme non négligeable pendant toute la durée de location.</p>
<p>Certains loueurs proposent une formule présentée comme très couvrante, avec peu ou pas de franchise. Même dans ce cas, il faut lire les exclusions. Les dommages sous le véhicule, les pneus, ou la conduite sur des pistes non autorisées peuvent rester hors couverture. C’est un point à contrôler avant la signature.</p>
<p>Nous vous conseillons aussi de faire un état des lieux précis au départ. Prenez le temps de noter les rayures, l’état des pneus, les impacts éventuels et le niveau de carburant. Un contrat clair et un contrôle sérieux réduisent les litiges au retour.</p>
<p>Il faut enfin vérifier les règles d’utilisation du véhicule. Certaines assurances n’acceptent pas les pistes, d’autres limitent fortement les zones accessibles. Une lecture rapide du contrat peut coûter cher si vous supposez à tort que tout est couvert.</p>
<h2>Alternatives à la location de voiture, aluguers, taxis, transports urbains</h2>
<p>La location n’est pas la seule façon de voyager au Cap-Vert. Les aluguers circulent sur les principales routes et représentent une solution très économique. Pour un voyageur seul ou un petit groupe, ils permettent de se déplacer à moindre coût tout en gardant une certaine souplesse sur les grands axes.</p>
<p>À Praia, les bus urbains complètent l’offre, ce qui facilite les déplacements dans la ville. Les taxis officiels sont aussi présents dès l’aéroport pour les transferts simples, sans gestion de véhicule ni formalités de location. Pour un séjour centré sur une zone limitée, cela suffit souvent.</p>
<p>Beaucoup de voyageurs choisissent un mélange taxi plus transports collectifs. Cette formule présente plusieurs avantages. Vous soutenez directement les chauffeurs locaux, vous évitez la conduite, vous n’avez pas à gérer une caution ou une assurance, et vous voyagez avec moins de contraintes.</p>
<p>Ce choix convient bien si vous acceptez un rythme plus lent. Vous serez moins libre dans vos horaires, mais souvent plus serein dans l’organisation quotidienne. Pour certains séjours, cette simplicité vaut davantage que la flexibilité d’une voiture.</p>
<ul>
<li><strong>Aluguers</strong>, adaptés aux trajets réguliers sur les grands axes</li>
<li><strong>Taxis</strong>, utiles pour les transferts et les déplacements courts</li>
<li><strong>Bus urbains</strong>, surtout intéressants à Praia</li>
<li><strong>Mix transport collectif plus taxi</strong>, souvent suffisant pour un séjour urbain ou semi-urbain</li>
</ul>
<h2>Dans quels cas louer une voiture a-t-il du sens, et dans quels cas l’éviter ?</h2>
<p>Louer une voiture a du sens si vous voulez explorer l’île en profondeur et sortir des itinéraires les plus fréquentés. C’est aussi une bonne option si vous voyagez à deux ou trois, car les frais se partagent plus facilement. Plus le groupe est large, plus le coût par personne devient acceptable.</p>
<p>Cette solution prend également tout son intérêt si vous avez besoin d’une vraie autonomie sur les horaires. Lever tôt pour profiter de la lumière du matin, rentrer tard après un dîner, multiplier les arrêts en chemin, tout cela devient simple avec un véhicule. Si votre programme est dense, la voiture fait gagner en confort d’organisation.</p>
<p>En revanche, mieux vaut éviter la location si vous restez surtout en ville ou dans des secteurs bien desservis. Dans ce cas, aluguers et taxis couvrent souvent l’essentiel des besoins, avec un budget plus léger. Vous évitez aussi la conduite, les papiers, la caution et les éventuels soucis d’assurance.</p>
<p>Elle est également moins adaptée si votre priorité est de voyager à petit budget. Le Cap-Vert peut déjà représenter un certain coût sur l’hébergement et les vols, donc ajouter une voiture n’est pas toujours pertinent. Pour un séjour plus local et plus posé, les transports collectifs restent souvent le meilleur compromis.</p>
<p>Au final, la bonne décision dépend surtout de votre itinéraire, de votre budget et du niveau de liberté attendu. Si vous cherchez l’autonomie et l’accès aux zones reculées, la voiture peut transformer votre voyage. Si vous privilégiez la simplicité et le coût, les alternatives locales restent très solides.</p>
<div class="video-wrapper">
        <iframe src="https://www.youtube.com/embed/OhHdbQMu93k" frameborder="0" allowfullscreen></iframe>
      </div>
<style>
        .video-wrapper {
          position: relative;
          width: 100%;
          padding-bottom: 56.25%; /* ratio 16:9 */
          height: 0;
          margin-bottom: 20px;
        }
        .video-wrapper iframe {
          position: absolute;
          top: 0;
          left: 0;
          width: 100%;
          height: 100%;
        }
      </style>
<p>Le plus souvent, nous pouvons résumer ainsi, <strong>la voiture est un atout pour l’exploration, tandis que les aluguers et les taxis gagnent sur le budget et la simplicité</strong>.</p>
<p>L’article <a href="https://www.adglocation.fr/faut-il-louer-voiture-cap-vert-avantages-inconvenients/">Faut-il louer une voiture au Cap-Vert ? Avantages et inconvénients</a> est apparu en premier sur <a href="https://www.adglocation.fr">ADG Location</a>.</p>
]]></content:encoded>
					
					<wfw:commentRss>https://www.adglocation.fr/faut-il-louer-voiture-cap-vert-avantages-inconvenients/feed/</wfw:commentRss>
			<slash:comments>0</slash:comments>
		
		
			</item>
		<item>
		<title>Réserver une voiture de location : étapes clés</title>
		<link>https://www.adglocation.fr/reserver-une-voiture-de-location-etapes-cles/</link>
					<comments>https://www.adglocation.fr/reserver-une-voiture-de-location-etapes-cles/#comments</comments>
		
		<dc:creator><![CDATA[Adrien]]></dc:creator>
		<pubDate>Sat, 16 May 2026 21:15:56 +0000</pubDate>
				<category><![CDATA[Véhicules]]></category>
		<guid isPermaLink="false">https://www.adglocation.fr/?p=2248</guid>

					<description><![CDATA[<p>Réserver une voiture de location demande méthode, précision et sens du détail. Nous devons comparer les offres, lire les conditions et choisir un véhicule adapté au trajet prévu. Une bonne réservation évite les frais imprévus, les attentes au comptoir et les mauvaises surprises au moment de récupérer les clés. Préparer la réservation avant de comparer...</p>
<p>L’article <a href="https://www.adglocation.fr/reserver-une-voiture-de-location-etapes-cles/">Réserver une voiture de location : étapes clés</a> est apparu en premier sur <a href="https://www.adglocation.fr">ADG Location</a>.</p>
]]></description>
										<content:encoded><![CDATA[
<p class="wp-block-paragraph">Réserver une voiture de location demande méthode, précision et sens du détail. Nous devons comparer les offres, lire les conditions et choisir un véhicule adapté au trajet prévu. Une bonne réservation évite les frais imprévus, les attentes au comptoir et les mauvaises surprises au moment de récupérer les clés.</p>



<h2 class="wp-block-heading">Préparer la réservation avant de comparer les prix</h2>



<p class="wp-block-paragraph">Avant de choisir une agence, nous définissons le lieu de prise en charge, les dates exactes, l’heure d’arrivée et le type de trajet. Une citadine suffit souvent pour un séjour urbain. Un SUV ou un break convient mieux aux familles, aux bagages volumineux ou aux routes longues.</p>



<ul class="wp-block-list">
<li>Vérifier l’âge minimum du conducteur.</li>



<li>Contrôler les règles liées au permis de conduire.</li>



<li>Prévoir le nombre de kilomètres nécessaires.</li>



<li>Comparer les conditions de carburant.</li>



<li>Lire les frais pour conducteur additionnel.</li>
</ul>



<h2 class="wp-block-heading">Comparer les offres sans se limiter au prix affiché</h2>



<p class="wp-block-paragraph">Le tarif le plus bas n’est pas toujours le plus avantageux. Nous devons regarder le montant du dépôt, le niveau d’assurance, la franchise, les frais d’aéroport et les conditions d’annulation. Un prix clair avec une bonne couverture peut coûter moins cher qu’une offre très basse avec options obligatoires sur place.</p>



<figure class="wp-block-table"><table class="has-fixed-layout"><thead><tr><th>Point à vérifier</th><th>Pourquoi c’est important</th></tr></thead><tbody><tr><td>Dépôt de garantie</td><td>Il peut bloquer une somme élevée sur la carte.</td></tr><tr><td>Carte de crédit</td><td>Certaines agences refusent les cartes de débit.</td></tr><tr><td>Assurance</td><td>Une couverture complète réduit le risque financier.</td></tr><tr><td>Kilométrage</td><td>Une limite basse peut créer des frais élevés.</td></tr></tbody></table></figure>



<h2 class="wp-block-heading">Choisir une location avec plus de flexibilité</h2>



<p class="wp-block-paragraph">Pour une réservation plus simple, nous conseillons de privilégier les plateformes qui affichent les conditions de manière lisible. Le site <a href="https://findycar.fr/">findycar.fr</a> permet de comparer les prix de grandes sociétés internationales et d’agences locales. Il met aussi en avant des options utiles comme la location de voiture sans dépôt, la location sans carte de crédit, l’assurance et la couverture complète.</p>



<h2 class="wp-block-heading">Réserver étape par étape</h2>



<ol class="wp-block-list">
<li>Indiquer la ville, l’aéroport ou le point de retrait.</li>



<li>Choisir les dates et heures avec précision.</li>



<li>Filtrer les offres selon le dépôt, la carte acceptée et l’assurance.</li>



<li>Lire les conditions avant paiement.</li>



<li>Conserver la confirmation et les documents de réservation.</li>
</ol>



<p class="wp-block-paragraph">Nous recommandons aussi de vérifier le nom exact du conducteur principal. Il doit correspondre au permis et au moyen de paiement demandé. Cette vérification simple évite souvent un refus au comptoir.</p>



<h2 class="wp-block-heading">Contrôler le véhicule lors de la prise en charge</h2>



<p class="wp-block-paragraph">Au moment de récupérer la voiture, nous inspectons la carrosserie, les pneus, les vitres, l’intérieur et le niveau de carburant. Les photos prises avant le départ sont utiles en cas de désaccord. Il faut aussi vérifier que les dommages déjà présents sont bien notés dans le contrat.</p>



<ul class="wp-block-list">
<li>Photographier chaque côté du véhicule.</li>



<li>Contrôler le compteur kilométrique.</li>



<li>Vérifier le niveau de carburant.</li>



<li>Demander une copie du contrat signé.</li>
</ul>



<h2 class="wp-block-heading">Rendre la voiture sans frais inattendus</h2>



<p class="wp-block-paragraph">Pour restituer le véhicule dans de bonnes conditions, nous respectons l’heure prévue, le lieu indiqué et la politique de carburant. Une restitution tardive peut entraîner une journée de location en plus. Un véhicule rendu sale ou avec moins de carburant que prévu peut aussi générer des frais.</p>



<p class="wp-block-paragraph">Une réservation réussie repose sur une comparaison sérieuse, des conditions claires et un contrôle attentif du contrat. En choisissant une offre adaptée, avec ou sans dépôt, avec ou sans carte de crédit, nous gagnons du temps et voyageons avec plus de sérénité.</p>
<p>L’article <a href="https://www.adglocation.fr/reserver-une-voiture-de-location-etapes-cles/">Réserver une voiture de location : étapes clés</a> est apparu en premier sur <a href="https://www.adglocation.fr">ADG Location</a>.</p>
]]></content:encoded>
					
					<wfw:commentRss>https://www.adglocation.fr/reserver-une-voiture-de-location-etapes-cles/feed/</wfw:commentRss>
			<slash:comments>1</slash:comments>
		
		
			</item>
		<item>
		<title>Je ne peux plus payer mon leasing : quelles solutions pour éviter les pénalités ?</title>
		<link>https://www.adglocation.fr/solutions-payer-leasing-eviter-penalites/</link>
					<comments>https://www.adglocation.fr/solutions-payer-leasing-eviter-penalites/#respond</comments>
		
		<dc:creator><![CDATA[Adrien]]></dc:creator>
		<pubDate>Sat, 02 May 2026 10:48:38 +0000</pubDate>
				<category><![CDATA[Véhicules]]></category>
		<guid isPermaLink="false">https://www.adglocation.fr/solutions-payer-leasing-eviter-penalites/</guid>

					<description><![CDATA[<p>Vous ne parvenez plus à payer votre leasing automobile et vous cherchez la meilleure stratégie pour limiter les frais et les procédures ? Nous vous expliquons, étape par étape, quelles sont les options possibles, comment agir vite et quels documents préparer pour défendre vos intérêts. Les points importants : Agissez dès les premiers signes de...</p>
<p>L’article <a href="https://www.adglocation.fr/solutions-payer-leasing-eviter-penalites/">Je ne peux plus payer mon leasing : quelles solutions pour éviter les pénalités ?</a> est apparu en premier sur <a href="https://www.adglocation.fr">ADG Location</a>.</p>
]]></description>
										<content:encoded><![CDATA[<p>Vous ne parvenez plus à payer votre leasing automobile et vous cherchez la meilleure stratégie pour limiter les frais et les procédures ? Nous vous expliquons, étape par étape, quelles sont les options possibles, comment agir vite et quels documents préparer pour défendre vos intérêts.</p>
<div style="background-color: #F0F0F0; border: 1px dotted #a5a5a5; padding: 5px;">
<p><strong>Les points importants :</strong></p>
<p>Agissez dès les premiers signes de difficulté pour limiter les frais et garder le contrôle du contrat, en privilégiant des solutions amiables et chiffrées.</p>
<ul>
<li><strong>Contactez le loueur immédiatement</strong> et proposez deux options d&rsquo;aménagement, en joignant les justificatifs (perte d&#8217;emploi, baisse de revenus).</li>
<li>Exigez une <strong>simulation chiffrée</strong> pour chaque scénario (report, transfert, rachat, résiliation) afin de comparer le coût total et les engagements restants.</li>
<li>Si vous trouvez un repreneur, favorisez le <strong>transfert</strong> : frais réduits et sortie du contrat sans indemnités lourdes, sous réserve d&rsquo;acceptation par le loueur.</li>
<li>En LOA, n&rsquo;envisagez le <strong>rachat anticipé</strong> que si la valeur de revente couvre l&rsquo;ensemble du rachat et des loyers restants.</li>
<li>Préparez un <strong>dossier complet</strong> (contrat, échéancier, factures d&rsquo;entretien, photos datées) pour accélérer les réponses et contester d&rsquo;éventuels frais de restitution.</li>
</ul>
</div>
<h2>Ce que signifie ne plus pouvoir payer un leasing et pourquoi des pénalités tombent</h2>
<p>Avant toute action, il faut distinguer les formules et comprendre les obligations légales qui pèsent sur le locataire. Cette clarté permet de choisir la stratégie la moins coûteuse.</p>
<h3>Leasing auto en France: deux formules principales</h3>
<p>La location avec option d’achat, dite <strong><a href="https://www.adglocation.fr/loa-interdit-bancaire-obtenir-contrat/">LOA</a></strong>, vous permet d’utiliser un véhicule moyennant des loyers mensuels et d’acquérir le véhicule en fin de contrat si vous le souhaitez.</p>
<p>En LOA, le montant de l’option d’achat et les loyers restants déterminent la possibilité d’un rachat anticipé. Souvent, cette formule est intéressante si la revente couvre le coût du rachat.</p>
<h3>LLD &#8211; Location Longue Durée</h3>
<p>La <strong><a href="https://www.adglocation.fr/lld-auto-entrepreneur-est-ce-possible-bilan-comptable/">LLD</a></strong> est une location sans option d’achat, centrée sur l’usage et la restitution du véhicule à l’échéance du contrat.</p>
<p>Dans la LLD, le loueur conserve la propriété et facture les dépassements de kilométrage et les réparations qui excèdent l’usure normale. La fin de contrat se traduit par une restitution et des ajustements financiers.</p>
<h3>Point clé légal et financier</h3>
<p>Le leasing n’est pas un achat : le véhicule appartient au loueur, et vous êtes locataire du bien. Cette distinction influe sur les droits et les obligations en cas de défaut de paiement.</p>
<p>En cas de résiliation anticipée ou de non-paiement, le loueur peut demander une compensation correspondant à la <strong>perte de valeur</strong> du véhicule et aux loyers manquants. Il s’agit souvent d’indemnités calculées selon le contrat et la valeur résiduelle.</p>
<h3>Pénalités fréquentes à éviter si vous ne payez plus</h3>
<p>Les pénalités courantes incluent les indemnités de retard, les frais de relance et une indemnité de résiliation anticipée destinée à compenser la dépréciation pour le loueur.</p>
<p>Il faut aussi compter les frais de remise en état si le véhicule n’est pas rendu dans un état conforme au contrat, ainsi que les frais par kilomètre excédentaire. Ces postes peuvent rapidement majorer la facture finale.</p>
<h3>Idée directrice de l’article</h3>
<p>L’idée centrale est simple : <strong>agir tôt</strong>, demander des simulations chiffrées et privilégier les solutions amiables pour limiter les frais et éviter les procédures longues.</p>
<p>En pratique, négocier un aménagement, transférer le contrat ou racheter le véhicule selon le contexte permettra souvent d’échapper aux indemnités les plus lourdes.</p>
<h2>Réflexes immédiats pour limiter les coûts</h2>
<p>Les premières heures et jours après la première difficulté déterminent souvent l’ampleur des frais à venir. Voici les démarches à engager en priorité.</p>
<h3>Prévenez votre loueur dès les premiers signes de difficulté</h3>
<p>Contactez le loueur dès que vous anticipez un problème : baisse de revenus, perte d’emploi ou charge imprévue. Expliquez la situation de manière factuelle et fournissez les justificatifs disponibles.</p>
<p>Cette démarche vise à déclencher un dialogue pour obtenir un aménagement amiable avant toute mise en demeure. Les loueurs acceptent souvent des solutions temporaires quand la situation est exposée rapidement.</p>
<h3>Demandez une simulation chiffrée de toutes les options possibles</h3>
<p>Exigez un chiffrage écrit comprenant les loyers restants, l’indemnité de résiliation éventuelle, les frais de restitution, l’impact d’un dépassement kilométrique et le coût d’un rachat anticipé.</p>
<p>Ces simulations permettent de comparer objectivement les scénarios et de choisir l’option qui minimise le coût global, en tenant compte de la valeur de revente et des frais annexes.</p>
<h3>Stoppez l’hémorragie côté usage</h3>
<p>Restez dans le forfait kilométrique prévu par le contrat pour éviter les pénalités au kilomètre. Limitez les trajets non essentiels et mutualisez vos déplacements si possible.</p>
<p>Soignez l’état général du véhicule : un entretien à jour et un nettoyage soigné réduisent le risque de frais de remise en état lors de la restitution.</p>
<h2>Négocier un aménagement du contrat avec le loueur</h2>
<p>La négociation est souvent la voie la moins coûteuse. Voici les solutions que vous pouvez proposer et ce à quoi vous attendre.</p>
<h3>Solutions d’aménagement couramment acceptées</h3>
<p>Les loueurs proposent fréquemment des reports d’échéances, une baisse temporaire des loyers, un rééchelonnement de la dette ou un allongement de la durée du contrat.</p>
<p>Certains proposent aussi des pauses-paiement de courte durée selon la politique commerciale. Ces ajustements réduisent l’effort mensuel sans entraîner une résiliation complète.</p>
<h3>Avantages</h3>
<p>Un aménagement évite souvent les procédures judiciaires ou la mise en recouvrement et limite les indemnités par rapport à une résiliation immédiate.</p>
<p>Les coûts liés à un avenant restent généralement modérés comparés aux indemnités de rupture et aux frais de remise en état, ce qui rend cette option intéressante en cas de difficulté temporaire.</p>
<h3>Ce que le loueur demandera</h3>
<p>Le loueur demandera des justificatifs de votre situation : attestation de chômage, justificatifs de baisse de revenus ou preuve de charges nouvelles, ainsi que la signature d’un avenant.</p>
<p>L’avenant formalise le nouveau planning de paiement et les conditions associées. Sans cet avenant vous restez tenu aux obligations initiales du contrat.</p>
<h3>Script de demande par téléphone ou email</h3>
<p>Présentez les faits simplement, proposez deux ou trois aménagements concrets et demandez une simulation chiffrée suivie d’un projet d’avenant.</p>
<p>Engagez-vous à respecter les nouvelles conditions si elles sont acceptées. Un message clair et argumenté facilite la prise de décision du loueur.</p>
<h2>Transférer le contrat de leasing à un tiers</h2>
<p>Le transfert est une solution courante et souvent la plus avantageuse financièrement lorsque vous trouvez un repreneur.</p>
<h3>Principe</h3>
<p>Le repreneur reprend le véhicule et les mensualités restantes, sous réserve d’acceptation par le loueur. Le contrat est modifié par un avenant de cession.</p>
<p>Cette opération nécessite l’accord formel du loueur et la vérification de la solvabilité du candidat repreneur pour garantir la continuité des paiements.</p>
<h3>Pourquoi c’est souvent le plus avantageux</h3>
<p>Vous sortez du contrat sans supporter les indemnités de résiliation qui peuvent être élevées. Des frais de dossier peuvent s’appliquer, mais ils restent généralement faibles par rapport aux pénalités.</p>
<p>Le transfert préserve aussi votre historique bancaire et évite les procédures contentieuses, à condition de bien vérifier les conditions du loueur.</p>
<h3>Conditions et étapes</h3>
<p>Obtenez d’abord l’accord du loueur sur le principe, publiez une annonce détaillée (loyer, durée restante, kilométrage, état) puis faites valider le repreneur par le loueur.</p>
<p>Le repreneur devra fournir pièces d’identité, justificatifs de revenus et tout document demandé par le loueur. Une fois validé, un avenant formalise la cession et le véhicule est remis.</p>
<h3>Points de vigilance</h3>
<p>Vérifiez que le kilométrage restant et l’état du véhicule sont attractifs pour un repreneur. Un véhicule trop usé ou surkilométré réduit les chances de cession rapide.</p>
<p>Contrôlez aussi les délais d’instruction et les frais éventuels de transfert. Assurez-vous que la cession vous libère complètement de toute obligation contractuelle.</p>
<h2>Racheter le véhicule par anticipation puis le revendre &#8211; surtout en LOA</h2>
<p>Le rachat anticipé peut être une option pertinente en LOA si la valeur de marché du véhicule couvre le coût du rachat et les loyers restants.</p>
<h3>Ce que c’est</h3>
<p>Le <a href="https://www.adglocation.fr/comment-comptabiliser-achat-vehicule-leasing/">rachat anticipé</a> consiste à payer au loueur la somme demandée pour lever l’option d’achat avant l’échéance. Certains contrats le permettent après les 12 premiers mois.</p>
<p>Cette opération transforme la location en propriété, ce qui vous donne la liberté de revendre le véhicule rapidement pour solder l’engagement financier.</p>
<p><img decoding="async" src="https://www.adglocation.fr/wp-content/uploads/2026/05/solutions-payer-leasing-eviter-penalites-1.jpg" alt="" style="max-width:100%; height:auto; margin:20px 0;" /></p>
<h3>Quand l’envisager</h3>
<p>Envisagez le rachat si la valeur de revente estimée est supérieure ou égale au montant total à avancer pour racheter, incluant les loyers restants et les indemnités éventuelles.</p>
<p>La décision doit s’appuyer sur une estimation de marché fiable et sur la comparaison avec d’autres options comme le transfert ou l’aménagement du contrat.</p>
<h3>Étapes pratiques</h3>
<p>Demandez au loueur une offre complète de rachat anticipé intégrant loyers restants, indemnités et montant de l’option d’achat le cas échéant.</p>
<p>Calculez ensuite la valeur de revente du véhicule sur le marché. Si l’équation financière est favorable, procédez au rachat puis revendez pour solder votre dette.</p>
<h2>Résiliation anticipée et restitution du véhicule</h2>
<p>La résiliation anticipée doit être considérée en dernier recours lorsque aucune solution amiable n’équilibre la situation financière.</p>
<h3>Définition et conséquences</h3>
<p>La résiliation anticipée met fin au contrat avant terme et implique souvent une indemnité destinée à compenser la perte de valeur du véhicule pour le loueur.</p>
<p>Outre l’indemnité, la résiliation peut générer des frais de remise en état et des pénalités liées au kilométrage excédentaire.</p>
<h3>Démarche type</h3>
<p>Demandez une simulation détaillée des sommes dues : loyers, indemnité de résiliation, frais de restitution prévisionnels.</p>
<p>Fixez un rendez-vous pour un état des lieux contradictoire et payez les sommes demandées selon la simulation et le constat réel.</p>
<h3>Contester des surcoûts</h3>
<p>Si des frais semblent injustifiés, vous pouvez contester le montant dans les 15 jours en demandant une contre-expertise indépendante.</p>
<p>Rassemblez toutes les preuves d’entretien, photos datées et justificatifs pour soutenir votre contestation et limiter les chances d’un redressement.</p>
<h3>Réduire la facture de restitution</h3>
<p>Respecter le forfait kilométrique, anticiper les petites réparations et présenter les factures d’entretien permet de réduire les frais de remise en état facturés par le loueur.</p>
<p>Un nettoyage approfondi et la préparation d’un dossier complet d’entretien renforcent votre position lors de l’état des lieux.</p>
<h2>Gérer le kilométrage et l’état pour éviter les pénalités</h2>
<p>Deux éléments clés influencent directement le montant des pénalités : le kilométrage et l’état général du véhicule.</p>
<h3>Kilométrage</h3>
<p>Respectez le forfait kilométrique annuel pour éviter les frais par kilomètre supplémentaire. Le coût par kilomètre excédentaire peut rapidement être significatif.</p>
<p>Si un dépassement est probable, trois leviers existent : racheter la voiture, transférer le leasing à quelqu’un qui roule moins, ou revendre le véhicule si le contrat le permet.</p>
<h3>État du véhicule</h3>
<p>Appliquez les standards de restitution : pas de dommages majeurs sur la carrosserie, jantes et pare-brise en bon état et entretien régulier à jour.</p>
<p>Conservez les factures d’entretien et prenez des photos datées avant la restitution pour documenter un usage normal et réduire les contestations.</p>
<h2>Comparer les scénarios et choisir la solution la moins coûteuse</h2>
<p>Demandez un chiffrage écrit pour chaque option et comparez le coût total sur la durée, les frais initiaux et les impacts pratiques. Voici un tableau synthétique pour vous aider à comparer rapidement.</p>
<table>
<tr>
<th>Option</th>
<th>Coût approximatif</th>
<th>Avantage principal</th>
<th>Inconvénient principal</th>
</tr>
<tr>
<td>Aménagement (report, échelonnement)</td>
<td>Modéré (frais d’avenant)</td>
<td>Évite procédures, baisse mensualité</td>
<td>Allonge la dette sur le long terme</td>
</tr>
<tr>
<td>Transfert à un tiers</td>
<td>Faible (frais de dossier)</td>
<td>Sortie du contrat sans indemnités lourdes</td>
<td>Recherche d’un repreneur et validation loueur</td>
</tr>
<tr>
<td>Rachat anticipé puis revente</td>
<td>Variable (dépend valeur marché)</td>
<td>Permet de solder rapidement si rentable</td>
<td>Risque financier si la revente est inférieure au rachat</td>
</tr>
<tr>
<td>Résiliation anticipée</td>
<td>Élevé (indemnités + remise en état)</td>
<td>Fin immédiate de l’engagement</td>
<td>Coûteux, recours possibles du loueur</td>
</tr>
</table>
<h3>Grille de décision rapide</h3>
<p>Pour une difficulté passagère de 1 à 3 mois, privilégiez un report, une réduction temporaire ou un échelonnement. Pour une difficulté durable, privilégiez le transfert si possible.</p>
<p>Si le véhicule a une bonne valeur de revente et que la LOA permet un rachat, le rachat anticipé suivi d’une revente peut solder votre situation à coût réduit.</p>
<h2>Démarches et documents à préparer pour fluidifier le dossier</h2>
<p>Un dossier complet accélère les réponses du loueur et renforce votre crédibilité. Préparez les documents suivants avant tout échange formel.</p>
<h3>Documents généraux</h3>
<p>Rassemblez le contrat de leasing, les avenants, l’échéancier de paiement, relevés de compte et justificatifs de revenus. Si applicable, ajoutez l’attestation de perte d’emploi.</p>
<p>Ajoutez un relevé kilométrique récent, le carnet d’entretien, factures et photos datées de l’état du véhicule pour documenter l’usage.</p>
<h3>Demandes écrites types à adresser au loueur</h3>
<p>Envoyez une demande de simulation détaillée pour chaque option (aménagement, transfert, rachat anticipé, résiliation). Demandez aussi un projet d’avenant en cas d’accord oral.</p>
<p>Pour la restitution, adressez une lettre recommandée demandant un rendez-vous d’état des lieux contradictoire et la grille de frais standard afin d’éviter les surprises.</p>
<h2>Scripts pratiques à copier-coller</h2>
<p>Ci-dessous, des modèles prêts à l’emploi pour gagner du temps lors de vos échanges avec le loueur.</p>
<p>Objet : Demande d’aménagement temporaire de mon contrat de leasing [numéro]</p>
<p>Corps : Suite à [perte d’emploi/baisse de revenus], je sollicite un aménagement pour éviter toute défaillance de paiement. Je propose au choix : 1) report d’échéances de [x] mois, 2) baisse temporaire des loyers à [montant] pendant [x] mois, 3) échelonnement avec allongement de durée. Merci de m’adresser une simulation chiffrée et un projet d’avenant. Pièces jointes : justificatifs de situation.</p>
<p>Objet : Demande de transfert de contrat de leasing [numéro]</p>
<p>Corps : Je souhaite transférer mon contrat à un tiers. Merci de me communiquer la procédure, les critères de solvabilité, les frais de dossier et la liste des documents. Je reste disponible pour organiser l’évaluation du véhicule et fournir les informations de kilométrage et d’entretien.</p>
<p>Objet : Organisation de la restitution du véhicule [marque, modèle, immat]</p>
<p>Corps : Merci de fixer un rendez-vous d’état des lieux contradictoire. Je joins photos récentes, relevé kilométrique et justificatifs d’entretien. Je vous prie de me transmettre la grille de frais standard et une estimation prévisionnelle. En cas de désaccord sur des frais, je me réserve la possibilité d’une contre-expertise sous 15 jours.</p>
<h2>Alternatives pour vos prochaines mobilités afin d’éviter de futures pénalités</h2>
<p>Si vous souhaitez limiter les contraintes financières sur vos prochains engagements, plusieurs formules flexibles existent et méritent d’être comparées.</p>
<h3>Abonnement voiture et offres flexibles</h3>
<p>Les abonnements mensuels sans engagement long permettent de réduire le risque lié à une résiliation anticipée. Ces offres incluent souvent l’entretien et limitent les frais imprévus.</p>
<p>Pour une mobilité variable, l’abonnement offre une flexibilité tarifaire et contractuelle supérieure aux contrats de leasing classiques.</p>
<h3>Locations courte ou moyenne durée</h3>
<p>La location courte ou moyenne durée convient aux besoins temporaires et évite les engagements pluriannuels. Elle réduit les risques financiers en cas d’aléas de revenus.</p>
<p>Comparez toujours les plafonds kilométriques et la politique de frais de restitution avant de choisir.</p>
<h3>Conseil</h3>
<p>Avant tout nouvel engagement, vérifiez le plafond kilométrique adapté à votre usage, les conditions d’aménagement possible et la politique de facturation des réparations et dépassements kilométriques.</p>
<p>Une lecture attentive des clauses et des simulations chiffrées vous évitera des coûts imprévus et facilitera la gestion en cas de coup dur.</p>
<div class="video-wrapper">
        <iframe src="https://www.youtube.com/embed/pI062yp17N4" frameborder="0" allowfullscreen></iframe>
      </div>
<style>
        .video-wrapper {
          position: relative;
          width: 100%;
          padding-bottom: 56.25%; /* ratio 16:9 */
          height: 0;
          margin-bottom: 20px;
        }
        .video-wrapper iframe {
          position: absolute;
          top: 0;
          left: 0;
          width: 100%;
          height: 100%;
        }
      </style>
<p>En résumé, anticipez, documentez votre situation et comparez les simulations pour choisir l’option la moins coûteuse et la plus adaptée à votre situation.</p>
<p>L’article <a href="https://www.adglocation.fr/solutions-payer-leasing-eviter-penalites/">Je ne peux plus payer mon leasing : quelles solutions pour éviter les pénalités ?</a> est apparu en premier sur <a href="https://www.adglocation.fr">ADG Location</a>.</p>
]]></content:encoded>
					
					<wfw:commentRss>https://www.adglocation.fr/solutions-payer-leasing-eviter-penalites/feed/</wfw:commentRss>
			<slash:comments>0</slash:comments>
		
		
			</item>
		<item>
		<title>Peut-on changer de voiture en cours de LOA Renault ?</title>
		<link>https://www.adglocation.fr/changer-voiture-loa-renault/</link>
					<comments>https://www.adglocation.fr/changer-voiture-loa-renault/#respond</comments>
		
		<dc:creator><![CDATA[Adrien]]></dc:creator>
		<pubDate>Thu, 30 Apr 2026 10:33:15 +0000</pubDate>
				<category><![CDATA[Véhicules]]></category>
		<guid isPermaLink="false">https://www.adglocation.fr/changer-voiture-loa-renault/</guid>

					<description><![CDATA[<p>La LOA Renault, ou location avec option d&#8217;achat, vous permet d&#8217;utiliser un véhicule contre des loyers mensuels pendant une durée contractuelle (souvent 2, 3, 4 ou 5 ans). À l&#8217;échéance, vous pouvez soit acquérir la voiture au prix fixé dans le contrat (valeur de rachat), soit la restituer à la concession. Cette formule combine usage...</p>
<p>L’article <a href="https://www.adglocation.fr/changer-voiture-loa-renault/">Peut-on changer de voiture en cours de LOA Renault ?</a> est apparu en premier sur <a href="https://www.adglocation.fr">ADG Location</a>.</p>
]]></description>
										<content:encoded><![CDATA[
<p class="wp-block-paragraph">La LOA Renault, ou location avec option d&rsquo;achat, vous permet d&rsquo;utiliser un véhicule contre des loyers mensuels pendant une durée contractuelle (souvent 2, 3, 4 ou 5 ans). À l&rsquo;échéance, vous pouvez soit acquérir la voiture au prix fixé dans le contrat (valeur de rachat), soit la restituer à la concession. Cette formule combine usage et financement, en vous délestant de la revente et de la forte décote propre aux véhicules d&rsquo;occasion.</p>



<div style="background-color: #F0F0F0; border: 1px dotted #a5a5a5; padding: 5px;">
<p><strong>Les points importants :</strong></p>
<p>Vérifiez d&rsquo;abord votre contrat et faites chiffrer chaque option pour choisir la solution la plus économique et limiter les surprises financières.</p>
<ul>
<li><strong>Relire votre contrat</strong> : repérez la durée minimale, les barèmes de frais, la valeur de rachat et les conditions de transfert.</li>
<li><strong>Demander une simulation chiffrée</strong> au conseiller Renault, en incluant l&rsquo;impact sur les aides perçues (bonus écologique, prime) et les délais d&rsquo;acceptation du bailleur.</li>
<li><strong>Privilégier le transfert de contrat</strong> si un repreneur solvable est trouvé, car c&rsquo;est souvent l&rsquo;option la moins coûteuse (frais de dossier et remise en état possibles).</li>
<li><strong>Envisager un avenant</strong> pour ajuster le kilométrage ou la durée plutôt que de sortir du contrat, cela réduit souvent le coût par rapport à une résiliation ou un rachat anticipé.</li>
<li><strong>Vérifier l&rsquo;état et l&rsquo;assurance</strong> avant toute restitution, estimer les réparations localisées et obtenir une <strong>attestation écrite</strong> de clôture ou de transfert pour vous protéger des réclamations ultérieures.</li>
</ul>
</div>



<h2 class="wp-block-heading">Ce que permet vraiment une LOA Renault</h2>



<p class="wp-block-paragraph">Ci-dessous, nous détaillons les capacités concrètes de la LOA chez Renault, telles qu&rsquo;elles ressortent des documents commerciaux et des retours d&rsquo;expérience.</p>



<h3 class="wp-block-heading">Définition opérationnelle de la LOA Renault</h3>



<p class="wp-block-paragraph">La LOA est un financement par bail qui vous donne le droit d&rsquo;utiliser un véhicule en échange de loyers mensuels. Le contrat précise la durée, le kilométrage annuel et la valeur de rachat en fin de bail.</p>



<p class="wp-block-paragraph"><strong>Concrètement</strong>, vous payez des loyers pendant la période convenue, vous dormez sur la question de la revente et vous gardez la possibilité d&rsquo;acheter le véhicule à la fin si vous le souhaitez.</p>



<h3 class="wp-block-heading">Que dit Renault sur la fin de contrat</h3>



<p class="wp-block-paragraph">Renault indique que, à l&rsquo;issue de la période, il est possible de restituer simplement le véhicule sans avoir à gérer la revente ni la décote. La restitution ouvre l&rsquo;accès à une nouvelle offre de financement.</p>



<p class="wp-block-paragraph">Le constructeur propose également souvent des solutions pour repartir au volant d&rsquo;une nouvelle Renault, soit via une nouvelle LOA, soit via d&rsquo;autres formules de financement selon votre profil et les promotions en cours.</p>



<h3 class="wp-block-heading">Différence utile avec la LLD</h3>



<p class="wp-block-paragraph">La LLD, location longue durée, se distingue de la LOA par l&rsquo;absence d&rsquo;option d&rsquo;achat. En LLD, la restitution est la norme, sans possibilité contractuelle d&rsquo;acquérir le véhicule.</p>



<p class="wp-block-paragraph">Avec la LOA, <strong>vous conservez le choix</strong> d&rsquo;acheter ou de rendre le véhicule, ce qui modifie les perspectives financières à l&rsquo;échéance et l&rsquo;approche de renouvellement.</p>



<p class="wp-block-paragraph">Pour les auto-entrepreneurs, voyez aussi les conditions de LLD et leur impact comptable : <a href="https://www.adglocation.fr/lld-auto-entrepreneur-est-ce-possible-bilan-comptable/">conditions de LLD</a>.</p>



<h3 class="wp-block-heading">Cadre normal du changement de voiture</h3>



<p class="wp-block-paragraph">Dans la pratique, LOA et LLD facilitent le renouvellement de véhicule à la fin du contrat, classiquement après 2 à 5 ans. Les programmes de renouvellement de constructeurs peuvent simplifier la transition.</p>



<p class="wp-block-paragraph">Si votre rythme d&rsquo;usage ou vos besoins évoluent, la LOA est conçue pour offrir un renouvellement régulier sans les contraintes de revente d&rsquo;un véhicule acheté.</p>



<h2 class="wp-block-heading">Peut-on changer de voiture en cours de LOA Renault</h2>



<p class="wp-block-paragraph">La question se pose souvent quand vos besoins changent avant la fin du contrat. Voici ce qu&rsquo;il faut savoir pour évaluer la faisabilité et les conséquences.</p>



<h3 class="wp-block-heading">Réponse brève et conditionnelle</h3>



<p class="wp-block-paragraph">Oui, il est possible de changer de véhicule en cours de LOA Renault, mais cela dépend des clauses contractuelles et de l&rsquo;accord du bailleur ou du réseau Renault.</p>



<p class="wp-block-paragraph"><strong>La condition</strong> est l&rsquo;acceptation formelle du bailleur ; sans cette validation, les options restent limitées et coûteuses.</p>



<h3 class="wp-block-heading">Première étape incontournable, relire le contrat</h3>



<p class="wp-block-paragraph">Avant toute démarche, il est impératif de relire les clauses de votre contrat de financement. Certains contrats imposent une durée minimale (souvent au moins 12 mois) avant tout transfert ou modification.</p>



<p class="wp-block-paragraph">Repérez également les barèmes de frais, les règles de rachat anticipé et les obligations liées au kilométrage et à l&rsquo;état du véhicule.</p>



<h3 class="wp-block-heading">Accompagnement recommandé par Renault</h3>



<p class="wp-block-paragraph">Nous vous recommandons de vous rapprocher d&rsquo;un conseiller Renault pour examiner votre dossier. La faisabilité et le montant des frais dépendent du profil financier, de l&rsquo;historique d&rsquo;entretien et des politiques locales de la concession ou de la captive financière.</p>



<p class="wp-block-paragraph">Le conseiller peut fournir une simulation chiffrée des différentes options et préciser les délais requis pour chaque scénario.</p>



<h3 class="wp-block-heading">Point d&rsquo;alerte concernant les aides et primes</h3>



<p class="wp-block-paragraph">Si vous avez bénéficié d&rsquo;un bonus écologique ou d&rsquo;une prime à la conversion, un changement anticipé peut déclencher une restitution partielle de ces aides selon la réglementation et les clauses contractuelles.</p>



<p class="wp-block-paragraph">Vérifiez ce point explicitement avec le conseiller Renault pour éviter une mauvaise surprise financière au moment de la sortie.</p>



<h2 class="wp-block-heading">Les 4 voies pour changer de voiture avant le terme</h2>



<p class="wp-block-paragraph">Quatre solutions principales existent pour sortir d&rsquo;une LOA avant l&rsquo;échéance. Elles présentent des coûts, des délais et des contraintes différents.</p>



<h3 class="wp-block-heading">1. Transfert de contrat de LOA à un tiers</h3>



<p class="wp-block-paragraph">Le transfert consiste à céder le bail de LOA à une autre personne physique ou morale qui reprend le véhicule et les loyers restants. L&rsquo;organisme bailleur doit accepter le repreneur après étude de solvabilité.</p>



<p class="wp-block-paragraph">Cette option est souvent la plus économique car elle évite la plupart des pénalités de résiliation. Des frais de transfert peuvent s&rsquo;appliquer, mais ils sont généralement inférieurs au coût d&rsquo;une résiliation sèche.</p>



<p class="wp-block-paragraph">Conditions usuelles comprennent un délai minimal avant transfert, l&rsquo;accord écrit du bailleur et la conformité du véhicule à l&rsquo;état contractuel attendu. Le kilométrage restant et la durée sont recalés pour le repreneur.</p>



<p class="wp-block-paragraph">Étapes concrètes : trouver un repreneur éligible, constituer un dossier (pièces d&rsquo;identité, justificatifs de revenus, assurance), obtenir l&rsquo;accord du bailleur, signer les avenants et remettre le véhicule. Vérifiez qui prend en charge les frais de dossier et les éventuels travaux de remise en état.</p>



<h3 class="wp-block-heading">2. Rachat anticipé du bail puis revente du véhicule</h3>



<p class="wp-block-paragraph">Le rachat anticipé implique de solder le contrat en payant les sommes prévues (loyers dus, indemnités éventuelles, valeur de rachat), puis de revendre le véhicule pour financer une nouvelle solution.</p>



<p class="wp-block-paragraph">Le risque principal est un écart négatif entre la somme à solder et la valeur de reprise réelle sur le marché. La valeur dépend de l&rsquo;ancienneté, de l&rsquo;état du véhicule et du contexte du marché occassion.</p>



<p class="wp-block-paragraph">La démarche commence par la demande d&rsquo;un décompte de rachat au bailleur. Ensuite, obtenez des offres de reprise ou estimez le prix de vente, puis comparez le coût net de sortie aux autres solutions.</p>



<p class="wp-block-paragraph">Consultez aussi notre guide pour savoir <a href="https://www.adglocation.fr/comment-comptabiliser-achat-vehicule-leasing/">comment comptabiliser l&rsquo;achat du véhicule en leasing</a> si vous optez pour cette voie.</p>



<h3 class="wp-block-heading">3. Résiliation anticipée avec indemnités</h3>



<p class="wp-block-paragraph">La résiliation anticipée signifie mettre fin au contrat sans transfert ni rachat par vos soins. Vous restituez la voiture et réglez une indemnité calculée selon le contrat, souvent basée sur les mensualités restantes.</p>



<p class="wp-block-paragraph">Cette solution peut être la plus onéreuse. En complément des pénalités, d&rsquo;autres frais peuvent s&rsquo;ajouter, comme les frais de remise en état, les frais liés au kilométrage dépassé et les frais administratifs.</p>



<h3 class="wp-block-heading">4. Renouvellement anticipé via un programme commercial Renault</h3>



<p class="wp-block-paragraph">La concession peut proposer un basculement anticipé vers une nouvelle LOA, en reprenant le véhicule et en intégrant une partie des coûts de sortie dans la nouvelle offre, sous réserve d&rsquo;éligibilité commerciale.</p>



<p class="wp-block-paragraph">Les conditions varient selon les périodes et la politique locale. Demandez une simulation précise au conseiller Renault et vérifiez l&rsquo;impact sur le nouveau loyer.</p>



<p class="wp-block-paragraph">Pour comparer rapidement ces voies, voici un tableau synthétique des options, coûts et délais.</p>



<figure class="wp-block-table"><table class="has-fixed-layout"><thead><tr><th>Option</th><th>Coût relatif</th><th>Délai typique</th><th>Avantage principal</th></tr></thead><tbody><tr><td><strong>Transfert de contrat</strong></td><td>Faible à moyen</td><td>2 à 6 semaines</td><td>Limite les pénalités</td></tr><tr><td><strong>Rachat anticipé + revente</strong></td><td>Moyen à élevé (risque d&rsquo;écart)</td><td>Quelques jours à 1 mois</td><td>Contrôle total de la revente</td></tr><tr><td><strong>Résiliation anticipée</strong></td><td>Élevé</td><td>Immédiat après formalités</td><td>Simplicité administrative</td></tr><tr><td><strong>Renouvellement commercial</strong></td><td>Variable, dépend de l&rsquo;offre</td><td>2 à 4 semaines</td><td>Intégration possible des coûts de sortie</td></tr></tbody></table></figure>



<h2 class="wp-block-heading">Alternatives à un changement de véhicule en cours de LOA</h2>



<p class="wp-block-paragraph">Avant de lancer une opération de sortie, certaines modifications du contrat suffisent souvent à résoudre le problème.</p>



<h3 class="wp-block-heading">Modifier le contrat plutôt que changer de voiture</h3>



<p class="wp-block-paragraph">Si votre problématique porte sur le kilométrage ou la durée, il est parfois possible de demander un avenant. L&rsquo;augmentation du forfait kilométrique ou la prolongation de la durée modifie le montant des loyers mais évite les frais lourds d&rsquo;une sortie.</p>



<p class="wp-block-paragraph">La modification est soumise à acceptation du bailleur et à un recalcul des loyers. Elle reste souvent moins coûteuse qu&rsquo;une rupture ou qu&rsquo;un rachat anticipé, surtout pour un ajustement modéré.</p>



<h3 class="wp-block-heading">Attendre la fin du contrat</h3>



<p class="wp-block-paragraph">Attendre la fin du bail est généralement l&rsquo;option la plus simple et la moins risquée financièrement. Vous restituez le véhicule au terme prévu et vous souscrivez un nouveau financement si souhaité.</p>



<p class="wp-block-paragraph">Cette option évite les pénalités et les risques liés au marché de l&rsquo;occasion, et conserve la flexibilité de repartir sur une offre neuve selon votre calendrier.</p>



<h2 class="wp-block-heading">Étapes concrètes pour demander un changement de voiture chez Renault</h2>



<p class="wp-block-paragraph">Voici une feuille de route pratique pour structurer votre démarche et comparer les options.</p>



<h3 class="wp-block-heading">Étape 1. Relire votre contrat</h3>



<p class="wp-block-paragraph">Repérez les clauses de transfert, de rachat anticipé, de résiliation et la durée minimale d&rsquo;engagement. Notez les barèmes de frais et les délais de préavis.</p>



<p class="wp-block-paragraph">Consignez ces éléments par écrit pour pouvoir confronter les simulations chiffrées du conseiller à ce qui est prévu contractuellement.</p>



<h3 class="wp-block-heading">Étape 2. Contacter votre conseiller Renault</h3>



<p class="wp-block-paragraph">Demandez une étude chiffrée pour chaque option : transfert, rachat anticipé, résiliation avec restitution, renouvellement anticipé. Exigez des estimations écrites lorsque possible.</p>



<p class="wp-block-paragraph">Posez la question des aides perçues, notamment le bonus écologique ou la prime à la conversion, afin de connaître les conséquences financières d&rsquo;une sortie anticipée.</p>



<h3 class="wp-block-heading">Étape 3. Comparer le coût total de sortie</h3>



<p class="wp-block-paragraph">Intégrez tous les postes : indemnités de résiliation, frais de transfert, frais de remise en état, frais de dossier, restitution d&rsquo;aides éventuelle, surkilométrage et valeur de reprise.</p>



<p class="wp-block-paragraph">Projetez aussi le coût de possession jusqu&rsquo;à la fin du contrat pour vérifier si attendre reste plus rationnel. Une comparaison rigoureuse permet d&rsquo;éviter une décision impulsive coûteuse.</p>



<h3 class="wp-block-heading">Étape 4. Organiser l&rsquo;option retenue</h3>



<p class="wp-block-paragraph">Selon la solution choisie, réunissez les documents nécessaires : dossier du repreneur pour un transfert, décompte de rachat pour un rachat anticipé, rendez-vous de restitution pour une résiliation, ou simulation de reprise pour un renouvellement.</p>



<p class="wp-block-paragraph">Assurez-vous que toutes les signatures et avenants sont formalisés et que les modalités de remise du véhicule sont claires et datées.</p>



<h3 class="wp-block-heading">Étape 5. Sécuriser la clôture</h3>



<p class="wp-block-paragraph">Exigez une attestation écrite de fin de contrat ou de transfert. Mettez à jour votre assurance et conservez tous les justificatifs de paiement et de restitution.</p>



<p class="wp-block-paragraph">Ce point est souvent négligé mais il protège contre les réclamations ultérieures liées au dépôt de garantie, au kilométrage ou à l&rsquo;état du véhicule.</p>



<h2 class="wp-block-heading">Points de vigilance financière et légale</h2>



<p class="wp-block-paragraph">Plusieurs risques financiers et obligations légales doivent être anticipés pour éviter des coûts imprévus.</p>



<h3 class="wp-block-heading">Aides publiques et remises</h3>



<p class="wp-block-paragraph">Le bonus écologique ou la prime à la conversion peuvent être partiellement remis en cause en cas de sortie anticipée. Vérifiez la durée minimale de détention exigée par la réglementation ou par le contrat.</p>



<p class="wp-block-paragraph">Obtenez une confirmation écrite de Renault sur ce point, car les règles peuvent varier selon la nature de l&rsquo;aide et la date d&rsquo;attribution.</p>



<p class="wp-block-paragraph">Vérifiez aussi la <a href="https://www.adglocation.fr/deduction-fiscale-loa-profession-liberale/">déduction fiscale de la LOA</a> pour certaines professions, qui peut influencer la décision.</p>



<h3 class="wp-block-heading">Surkilométrage et état du véhicule</h3>



<p class="wp-block-paragraph">En cas de restitution, des frais peuvent s&rsquo;appliquer pour dépassement de kilométrage ou pour remise en état. Effectuez un pré-contrôle avant la restitution pour estimer d&rsquo;éventuelles réparations localisées.</p>



<p class="wp-block-paragraph">Des factures de petits travaux peuvent parfois être moins élevées que les pénalités appliquées par la concession au moment de la restitution.</p>



<h3 class="wp-block-heading">Assurance et garanties</h3>



<p class="wp-block-paragraph">Informez votre assureur si le véhicule change de statut, notamment lors d&rsquo;un transfert de contrat. Vérifiez la transférabilité des extensions de garantie et des contrats d&rsquo;entretien, ainsi que leur remboursement prorata.</p>



<p class="wp-block-paragraph">Ne considérez pas ces éléments comme secondaires, ils pèsent sur le coût total de la sortie.</p>



<h3 class="wp-block-heading">Délais et disponibilité</h3>



<p class="wp-block-paragraph">Un transfert ou une résiliation nécessite l&rsquo;acceptation du bailleur et peut prendre plusieurs semaines. Ce délai peut impacter la date à laquelle vous pourrez récupérer un nouveau véhicule.</p>



<p class="wp-block-paragraph">Anticipez le calendrier si votre besoin est lié à une contrainte professionnelle ou familiale.</p>



<h2 class="wp-block-heading">Aides à la décision: quelle option privilégier selon votre situation</h2>



<p class="wp-block-paragraph">Votre choix dépendra du contrat, de la valeur marchande du véhicule et de la facilité à trouver un repreneur.</p>



<p class="wp-block-paragraph">Si le contrat autorise le transfert et que vous trouvez rapidement un repreneur solvable, privilégiez le transfert, généralement l&rsquo;option la moins coûteuse. Si la valeur de reprise couvre une grande partie du rachat anticipé, le rachat puis la revente peut être judicieux. Si aucune solution n&rsquo;est économiquement viable, négociez un renouvellement anticipé avec la concession ou attendez la fin du contrat. Pour un simple ajustement de kilométrage ou de durée, demandez d&rsquo;abord un avenant.</p>



<h2 class="wp-block-heading">Scénarios pratiques pour guider votre décision</h2>



<p class="wp-block-paragraph">Exemples concrets pour illustrer la mise en œuvre selon des situations fréquentes.</p>



<h3 class="wp-block-heading">Scénario 1. Contrat avec clause de transfert après 12 mois</h3>



<p class="wp-block-paragraph">Action recommandée : relire la clause, publier une annonce de cession de LOA, présélectionner un repreneur, déposer son dossier auprès du bailleur, signer l&rsquo;avenant et remettre le véhicule.</p>



<p class="wp-block-paragraph">Coûts à prévoir : frais de transfert, éventuelle remise en état, ajustement de kilométrage et solde de petites sommes résiduelles. En général, la sortie est moins coûteuse qu&rsquo;une résiliation pure et simple.</p>



<h3 class="wp-block-heading">Scénario 2. Besoin d&rsquo;un modèle plus grand mais contrat sans transfert</h3>



<p class="wp-block-paragraph">Action recommandée : demander un décompte de rachat anticipé, obtenir une offre de reprise de la concession, comparer la valeur à solder et négocier un renouvellement anticipé intégrant les coûts de sortie.</p>



<p class="wp-block-paragraph">Points d&rsquo;attention : impact sur le nouveau loyer et risque de restitution d&rsquo;aides si les conditions de détention ne sont pas respectées.</p>



<h3 class="wp-block-heading">Scénario 3. Kilométrage sous-estimé en cours de LOA</h3>



<p class="wp-block-paragraph">Action recommandée : solliciter un avenant d&rsquo;augmentation du kilométrage et accepter le recalcul des loyers. Cela réduit le risque de lourdes pénalités en fin de contrat.</p>



<p class="wp-block-paragraph">Résultat attendu : pas de changement de véhicule, meilleure maîtrise budgétaire et évitement des frais de surkilométrage lors de la restitution.</p>



<h2 class="wp-block-heading">FAQ rapide autour du changement de voiture en cours de LOA Renault</h2>



<p class="wp-block-paragraph">Réponses concises aux questions les plus courantes.</p>



<p class="wp-block-paragraph"><strong>Quand puis-je changer de voiture le plus simplement avec Renault ?</strong> À la fin du contrat, en restituant le véhicule et en souscrivant une nouvelle LOA ou un autre financement.</p>



<p class="wp-block-paragraph"><strong>Existe-t-il un délai minimal avant de transférer ma LOA ?</strong> Souvent oui, la plupart des contrats prévoient une année minimale avant transfert, sous réserve de l&rsquo;acceptation du bailleur.</p>



<p class="wp-block-paragraph"><strong>Le transfert de LOA est-il généralement la meilleure option ?</strong> Souvent oui, quand il est possible, car il évite les pénalités de résiliation.</p>



<p class="wp-block-paragraph"><strong>Quels frais accompagnent une sortie anticipée ?</strong> Indemnité de résiliation, frais de remise en état, frais de dossier, éventuelle restitution d&rsquo;aides et frais de transfert en cas de cession.</p>



<p class="wp-block-paragraph"><strong>Dois-je contacter Renault pour valider la faisabilité ?</strong> Oui, il est recommandé de consulter votre conseiller Renault pour obtenir une réponse chiffrée et vérifier l&rsquo;impact sur les aides perçues.</p>



<figure class="wp-block-embed is-type-rich is-provider-prise-en-charge-des-contenus-embarqu-s wp-block-embed-prise-en-charge-des-contenus-embarqu-s wp-embed-aspect-16-9 wp-has-aspect-ratio"><div class="wp-block-embed__wrapper">
<iframe title="Leasing automobile : Tout savoir sur la LOA et la LLD &#x2705;" width="720" height="405" src="https://www.youtube.com/embed/UMmqN2EWndg?feature=oembed" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share" referrerpolicy="strict-origin-when-cross-origin" allowfullscreen></iframe>
</div></figure>



<p class="wp-block-paragraph">En synthèse, évaluer la possibilité et le coût d&rsquo;un changement de véhicule en cours de LOA Renault passe par la lecture attentive du contrat, la consultation du conseiller et la comparaison rigoureuse des options financières.</p>
<p>L’article <a href="https://www.adglocation.fr/changer-voiture-loa-renault/">Peut-on changer de voiture en cours de LOA Renault ?</a> est apparu en premier sur <a href="https://www.adglocation.fr">ADG Location</a>.</p>
]]></content:encoded>
					
					<wfw:commentRss>https://www.adglocation.fr/changer-voiture-loa-renault/feed/</wfw:commentRss>
			<slash:comments>0</slash:comments>
		
		
			</item>
		<item>
		<title>Utilitaire à éviter : modèles connus pour leurs problèmes et pannes</title>
		<link>https://www.adglocation.fr/utilitaire-modeles-eviter-problemes-pannes/</link>
					<comments>https://www.adglocation.fr/utilitaire-modeles-eviter-problemes-pannes/#respond</comments>
		
		<dc:creator><![CDATA[Adrien]]></dc:creator>
		<pubDate>Sun, 19 Apr 2026 10:44:24 +0000</pubDate>
				<category><![CDATA[Véhicules]]></category>
		<guid isPermaLink="false">https://www.adglocation.fr/utilitaire-modeles-eviter-problemes-pannes/</guid>

					<description><![CDATA[<p>Choisir un utilitaire, c&#8217;est choisir un outil de travail qui influence directement la productivité et les coûts opérationnels. Avant d&#8217;investir, il convient d&#8217;identifier les modèles dont la maintenance peut coûter cher ou générer des immobilisations longues. Cet article liste des fourgons à éviter en 2025, explique pourquoi ils posent problème, et propose des alternatives et...</p>
<p>L’article <a href="https://www.adglocation.fr/utilitaire-modeles-eviter-problemes-pannes/">Utilitaire à éviter : modèles connus pour leurs problèmes et pannes</a> est apparu en premier sur <a href="https://www.adglocation.fr">ADG Location</a>.</p>
]]></description>
										<content:encoded><![CDATA[
<p class="wp-block-paragraph">Choisir un utilitaire, c&rsquo;est choisir un outil de travail qui influence directement la productivité et les coûts opérationnels. Avant d&rsquo;investir, il convient d&rsquo;identifier les modèles dont la maintenance peut coûter cher ou générer des immobilisations longues. Cet article liste des fourgons à éviter en 2025, explique pourquoi ils posent problème, et propose des alternatives et des conseils pratiques pour un achat raisonné.</p>



<div style="background-color: #f0f0f0; border: 1px dotted #a5a5a5; padding: 5px;">
<p><strong>Les points importants :</strong></p>
<p>Avant d’acheter, identifiez les utilitaires à risque et vérifiez les points mécaniques clés pour réduire les pannes, maîtriser les coûts et éviter une immobilisation longue.</p>
<ul>
<li><strong>Modèles/périodes à éviter</strong> : Trafic/Vivaro avant 2014, Ducato 2000-2010, VW Transporter T5 2,0 L bi-turbo, Transit avant 2013 et Mk8 2014-2019, Sprinter avant 2010, Expert/Jumpy 2,0 L HDI 140.</li>
<li><strong>Contrôles avant achat</strong> : historique d’entretien complet, <strong>scan OBD</strong>, essai long en urbain et autoroute, test <strong>embrayage/boîte</strong>, vérification des <strong>fuites turbo</strong> et du niveau d’huile.</li>
<li><strong>Signes d’alerte</strong> : <strong>perte de puissance</strong>, <strong>fumée</strong> et sifflement (turbo), rapports qui craquent ou passent mal (boîte), <strong>consommation d’huile</strong> anormale (T5), pompe à eau à surveiller (2,0 HDI 140).</li>
<li><strong>Impact financier</strong> : boîte jusqu’à <strong>3 500 €</strong>, risques de <strong>révision moteur</strong> et immobilisations de <strong>plusieurs semaines</strong> à intégrer au coût total d’utilisation.</li>
<li><strong>Stratégie d’achat</strong> : viser des générations récentes avec suivi et mécanique simple, ou recourir à la <strong>location court terme</strong> pour valider l’usage et lisser le risque.</li>
</ul>
</div>



<h2 class="wp-block-heading">Présentation des utilitaires</h2>



<p class="wp-block-paragraph">Les utilitaires couvrent une gamme de véhicules dédiés au transport de charges, de la livraison urbaine aux chantiers. Ils sont évalués sur la capacité de charge, la consommation, et surtout la durabilité mécanique.</p>



<p class="wp-block-paragraph">Pour un professionnel, une panne prolongée signifie perte de revenu. C&rsquo;est pourquoi <strong>un choix éclairé réduit les risques financiers</strong> et protège votre activité contre des frais de réparation imprévus.</p>



<h2 class="wp-block-heading">Pourquoi certains utilitaires doivent être évités</h2>



<p class="wp-block-paragraph">Les modèles à éviter partagent souvent des défaillances récurrentes sur des organes similaires, créant un profil de risque identifiable. Les sources récentes indiquent des cas fréquents de turbo, boîtes de vitesses, systèmes électriques et embrayages défaillants.</p>



<p class="wp-block-paragraph">Ces problèmes entraînent deux conséquences majeures, d&rsquo;une part des coûts de pièces et de main d&rsquo;œuvre élevés, d&rsquo;autre part des périodes d&rsquo;immobilisation qui peuvent durer plusieurs semaines. <strong>Évaluer la fiabilité mécanique prime</strong> lors de l&rsquo;achat d&rsquo;un fourgon d&rsquo;occasion.</p>



<h2 class="wp-block-heading">Modèles à éviter en détail</h2>



<p class="wp-block-paragraph">Nous listons ci-dessous les modèles signalés comme problématiques, avec les symptômes fréquents et l&rsquo;impact sur l&rsquo;exploitation.</p>



<p class="wp-block-paragraph">Pour des retours terrain, notamment des commentaires de garagistes et des statistiques sur les utilitaires à éviter, consultez les synthèses et analyses disponibles ici : <a href="https://www.adglocation.fr/utilitaires-eviter-que-disent-garagistes-statistiques">retours de garagistes et statistiques</a>.</p>



<h3 class="wp-block-heading">Renault Trafic (avant 2014)</h3>



<p class="wp-block-paragraph">Le Trafic de seconde génération, notamment les versions DCI, a été souvent cité pour des pannes de turbocompresseur. Ces pannes se manifestent par une perte de puissance progressive et parfois par de la fumée à l&rsquo;échappement.</p>



<p class="wp-block-paragraph">La boîte de vitesses et la courroie de distribution sont d&rsquo;autres points sensibles. Les interventions sur la boîte peuvent atteindre des montants élevés, parfois autour de <strong>3 500 €</strong>, ce qui pèse fortement sur l&rsquo;économie d&rsquo;un achat d&rsquo;occasion.</p>



<p class="wp-block-paragraph">Sur le plan pratique, la maintenance préventive du turbo et des vérifications régulières de la courroie sont des éléments à vérifier lors d&rsquo;une expertise préalable. Nous recommandons d&rsquo;exiger un historique d&rsquo;entretien détaillé pour toute Trafic avant 2014.</p>



<h3 class="wp-block-heading">Opel Vivaro (avant 2014)</h3>



<p class="wp-block-paragraph">L&rsquo;Opel Vivaro partage sa plateforme avec le Trafic, ce qui entraîne des symptômes mécaniques comparables. Les propriétaires rapportent des embrayages usés prématurément et des turbocompresseurs fragiles.</p>



<p class="wp-block-paragraph">Les boîtes de vitesses peuvent également présenter des signes d&rsquo;usure rapide, notamment des difficultés de passage des rapports et des claquements. Ces signes annoncent des réparations souvent coûteuses, surtout si l&rsquo;entretien a été négligé.</p>



<p class="wp-block-paragraph">Lors d&rsquo;un contrôle, il est utile de tester l&#8217;embrayage sur différents régimes et de vérifier les traces de fuite ou de suintement autour du turbo. Un remplacement d&#8217;embrayage non prévu peut immobiliser le véhicule plusieurs jours.</p>



<h3 class="wp-block-heading">Fiat Ducato (2000-2010)</h3>



<p class="wp-block-paragraph">Le Ducato produit entre 2000 et 2010 présente des problèmes électriques récurrents. Capteurs et sondes peuvent tomber en panne, provoquant des feux au tableau de bord et des comportements moteurs erratiques.</p>



<p class="wp-block-paragraph">Outre l&rsquo;électronique, des pannes de freinage et des défaillances moteur ont été rapportées, entraînant parfois des immobilisations longues et des coûts de remise en état significatifs. Ces interventions pèsent sur la disponibilité du véhicule pour une activité professionnelle.</p>



<p class="wp-block-paragraph">Pour ce type de fourgon, contrôler l&rsquo;ensemble des fonctions électriques pendant l&rsquo;essai, y compris l&rsquo;électronique de bord et les diagnostics, est important. Demandez si des rappels constructeurs ont été réalisés et examinez les factures d&rsquo;entretien.</p>



<h3 class="wp-block-heading">Volkswagen Transporter (T5, moteurs 2L bi-turbo 180/204 ch)</h3>



<p class="wp-block-paragraph">Le Transporter T5 équipé du moteur bi-turbo 2,0 L a été pointé pour des turbos cassés et une consommation d&rsquo;huile anormale. Ces symptômes peuvent évoluer vers une ovalisation des cylindres, rendant la réparation très lourde.</p>



<p class="wp-block-paragraph">La dégradation des cylindres se traduit par une perte de compression et une surconsommation d&rsquo;huile, avec un risque élevé de révision moteur complète si l&rsquo;origine n&rsquo;est pas traitée à temps. Ces réparations sont coûteuses et prolongent l&rsquo;immobilisation.</p>



<p class="wp-block-paragraph">Sur ce moteur, la vigilance sur les niveaux d&rsquo;huile et les bruits moteur est nécessaire lors d&rsquo;un essai. Un diagnostic moteur approfondi est conseillé avant toute acquisition.</p>



<h3 class="wp-block-heading">Ford Transit (avant 2013, incluant Mk8 2014-2019)</h3>



<p class="wp-block-paragraph">Les statistiques de fiabilité pour certaines générations du Transit montrent une fréquence élevée de pannes liées à la culasse et au système électrique. La moyenne de fiabilité signalée dans certains rapports est faible, ce qui doit alerter l&rsquo;acheteur.</p>



<p class="wp-block-paragraph">Les symptômes incluent des surchauffes, des voyants électriques intermittents et des défaillances de la courroie de distribution. Ces problèmes peuvent nécessiter des interventions lourdes et des immobilisations importantes.</p>



<p class="wp-block-paragraph">Testez systématiquement le circuit de refroidissement et procédez à un scan électronique complet. Un historique d&rsquo;entretien rigoureux peut faire la différence entre un véhicule exploitable et un poste à risque.</p>



<h3 class="wp-block-heading">Peugeot Expert / Citroën Jumpy (moteur 2L HDI 140 ch)</h3>



<p class="wp-block-paragraph">Les versions équipées du 2,0 L HDI 140 ch montrent des risques spécifiques, notamment le desserrage de la turbine de la pompe à eau, qui peut provoquer une casse moteur. Ce type de défaillance est souvent soudaine et coûteuse.</p>



<p class="wp-block-paragraph">D&rsquo;autres signes récurrents comprennent une courroie humectée prématurément et des injecteurs défaillants. Ces éléments augmentent les risques de coupure moteur et de réparations fréquentes sur des composants d&rsquo;injection.</p>



<p class="wp-block-paragraph">Lors de l&rsquo;inspection, vérifiez l&rsquo;état de la pompe à eau et l&rsquo;alignement de la courroie. Un contrôle de compression et un test d&rsquo;injection permettent de détecter des signaux avant qu&rsquo;ils ne deviennent critiques.</p>



<h3 class="wp-block-heading">Mercedes Sprinter (avant 2010)</h3>



<p class="wp-block-paragraph">Les Sprinter d&rsquo;avant 2010 ont été signalés pour des problèmes d&rsquo;injection et de transmission. Ces défauts ont un impact direct sur la tenue en charge et la sécurité de l&rsquo;exploitation.</p>



<p class="wp-block-paragraph">Une vérification rigoureuse avant achat est recommandée, car les réparations d&rsquo;injection ou de boîte peuvent rapidement dépasser le budget d&rsquo;une PME ou d&rsquo;un artisan. L&rsquo;état général du véhicule doit être scruté pour éviter les mauvaises surprises.</p>



<p class="wp-block-paragraph">Demandez les rapports de diagnostic et examinez les interventions sur l&rsquo;injection et la boîte. Un essai routier long et varié est utile pour déceler les anomalies de fonctionnement.</p>



<p class="wp-block-paragraph">Pour synthétiser les risques et faciliter la comparaison, voici un tableau récapitulatif des pannes fréquentes et des périodes concernées.</p>



<figure class="wp-block-table"><table class="has-fixed-layout"><thead><tr><th>Modèle</th><th>Pannes fréquentes</th><th>Période concernée</th><th>Coût indicatif réparation</th></tr></thead><tbody><tr><td>Renault Trafic</td><td>Turbo DCI, boîte, courroie</td><td>Avant 2014</td><td>Jusqu&rsquo;à 3 500 € pour la boîte</td></tr><tr><td>Opel Vivaro</td><td>Embrayage, turbo, boîte</td><td>Avant 2014</td><td>Variable, coûts fréquents de transmission</td></tr><tr><td>Fiat Ducato</td><td>Électrique, freins, moteur</td><td>2000-2010</td><td>Frais élevés liés à l&rsquo;électronique et moteur</td></tr><tr><td>VW Transporter T5</td><td>Turbos, consommation d&rsquo;huile, ovalisation cylindres</td><td>T5, moteurs 2L bi-turbo</td><td>Révisions moteur lourdes</td></tr><tr><td>Ford Transit</td><td>Culasse, électrique, distribution</td><td>Avant 2013 et Mk8 2014-2019</td><td>Coûts réparations fréquents</td></tr><tr><td>Peugeot Expert / Jumpy</td><td>Pompe à eau, injecteurs, courroie</td><td>Moteur 2L HDI 140 ch</td><td>Risques de casse moteur</td></tr><tr><td>Mercedes Sprinter</td><td>Injection, transmission</td><td>Avant 2010</td><td>Interventions onéreuses possibles</td></tr></tbody></table></figure>



<h2 class="wp-block-heading">Alternatives fiables pour chaque modèle évité</h2>



<p class="wp-block-paragraph">Pour limiter les risques, il est utile de comparer des modèles réputés pour leur robustesse et leur coût total d&rsquo;utilisation réduit.</p>



<p class="wp-block-paragraph">Pour un Renault Trafic ancien, des options comme le Renault Kangoo en version utilitaire ou des fourgons d&rsquo;autres marques avec des historiques de fiabilité établis peuvent représenter une meilleure base. L&rsquo;objectif est de privilégier <strong>la simplicité mécanique et un historique d&rsquo;entretien suivi</strong>.</p>



<p class="wp-block-paragraph">En remplacement d&rsquo;un Opel Vivaro ancien, rechercher des exemplaires de générations plus récentes ou des modèles dont la plateforme a été révisée réduit le risque d&#8217;embrayage et de turbo défaillants. Les Ford Transit récents, bien entretenus, peuvent aussi constituer une alternative si leur carnet est complet.</p>



<p class="wp-block-paragraph">Pour le Fiat Ducato ancien, envisager des générations postérieures ou des modèles de constructeurs concurrents qui ont amélioré l&rsquo;électronique et les organes de freinage apporte une plus grande sérénité. Le Mercedes Sprinter de génération suivante, quand il dispose d&rsquo;un suivi constructeur, peut être une option intéressante.</p>



<p class="wp-block-paragraph">Si vous préférez éviter l&rsquo;achat, vous pouvez aussi envisager la location d&rsquo;un utilitaire pour limiter le risque à court terme ; voyez les conditions et tarifs de <a href="https://www.adglocation.fr/location-utilitaire-turo-tarifs-conditions/">location utilitaire</a> pour comparer cette option.</p>



<h2 class="wp-block-heading">Conseils pour l&rsquo;achat d&rsquo;un utilitaire</h2>



<p class="wp-block-paragraph">Un examen méthodique réduit le risque d&rsquo;erreur à l&rsquo;achat. Voici les éléments à contrôler avant de signer.</p>



<ul class="wp-block-list">
<li>Historique d&rsquo;entretien complet, avec factures et rapports de réparations.</li>



<li>Contrôle visuel du compartiment moteur pour déceler fuites d&rsquo;huile ou de liquide de refroidissement.</li>



<li>Test d&#8217;embrayage et passage des vitesses sur routes variées.</li>



<li>Scan électronique pour identifier codes défauts liés au moteur et à l&rsquo;injection.</li>



<li>Vérification des éléments d&rsquo;usure (freins, suspension, pneus) et de la présence de rouille structurelle.</li>
</ul>



<p class="wp-block-paragraph">Pendant l&rsquo;essai routier, observez la réponse du turbo, l&rsquo;absence de bruits anormaux, et la régularité de la montée en température. <strong>Un essai long, incluant autoroute et parcours urbain</strong>, révèle souvent ce que ne montre pas une inspection statique.</p>



<p class="wp-block-paragraph">Si vous achetez via un contrat de leasing ou LOA, consultez notre guide pour savoir <a href="https://www.adglocation.fr/comment-comptabiliser-achat-vehicule-leasing">comment comptabiliser l&rsquo;achat d&rsquo;un véhicule en leasing</a> et ses implications financières.</p>



<p class="wp-block-paragraph">Enfin, consultez des avis d&rsquo;utilisateurs et des synthèses de fiabilité pour comparer les retours terrain. Les sites de comparaison et les forums spécialisés regroupent des retours d&rsquo;expérience concrets, utiles pour confirmer un choix.</p>



<h2 class="wp-block-heading">FAQ sur les utilitaires à éviter</h2>



<p class="wp-block-paragraph">Nous répondons ici aux questions les plus fréquentes pour vous aider à détecter les signes de problèmes avant l&rsquo;achat.</p>



<h3 class="wp-block-heading">Quels signes indiquent un turbo sur le point de lâcher ?</h3>



<p class="wp-block-paragraph">Perte de puissance progressive, fumée noire ou bleue à l&rsquo;échappement, et sifflements inhabituels sont des signaux d&rsquo;alerte. Ces symptômes apparaissent souvent avant une casse complète.</p>



<p class="wp-block-paragraph">Vérifier les niveaux d&rsquo;huile et rechercher des traces de fuite autour du turbo permet d&rsquo;anticiper la panne. Un historique d&rsquo;entretien montrant des problèmes récurrents sur le turbo est un signal négatif.</p>



<h3 class="wp-block-heading">Comment repérer une boîte de vitesses usée lors d&rsquo;un essai ?</h3>



<p class="wp-block-paragraph">Des difficultés à passer les rapports, des bruits de claquement lors des changements et des fuites d&rsquo;huile sous la boîte sont des indices d&rsquo;usure. Les boîtes automatiques peuvent grimacer des retards de passage ou des à-coups.</p>



<p class="wp-block-paragraph">Demandez un essai avec variations de charge, chargement compris si possible, pour reproduire les conditions de votre usage et détecter les comportements anormaux.</p>



<h3 class="wp-block-heading">Quelle documentation demander au vendeur ?</h3>



<p class="wp-block-paragraph">Exigez le carnet d&rsquo;entretien, les factures de réparation, et les comptes-rendus de visites chez le concessionnaire. Les rappels effectués par le constructeur, et leur preuve, sont particulièrement importants.</p>



<p class="wp-block-paragraph">Sans documents probants, le véhicule présente un risque supérieur. Un historique clair réduit l&rsquo;incertitude et facilite une estimation réaliste du futur coût d&rsquo;exploitation.</p>



<figure class="wp-block-embed is-type-rich is-provider-prise-en-charge-des-contenus-embarqu-s wp-block-embed-prise-en-charge-des-contenus-embarqu-s wp-embed-aspect-16-9 wp-has-aspect-ratio"><div class="wp-block-embed__wrapper">
<iframe title="Ford Ecoblue 2.0 Diesel : Ce désastre..." width="720" height="405" src="https://www.youtube.com/embed/NTNg2PbkmK8?feature=oembed" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture; web-share" referrerpolicy="strict-origin-when-cross-origin" allowfullscreen></iframe>
</div></figure>



<p class="wp-block-paragraph"><style><br>        .video-wrapper {&lt;br /><br>          position: relative;&lt;br /><br>          width: 100%;&lt;br /><br>          padding-bottom: 56.25%; /* ratio 16:9 */&lt;br /><br>          height: 0;&lt;br /><br>          margin-bottom: 20px;&lt;br /><br>        }&lt;br /><br>        .video-wrapper iframe {&lt;br /><br>          position: absolute;&lt;br /><br>          top: 0;&lt;br /><br>          left: 0;&lt;br /><br>          width: 100%;&lt;br /><br>          height: 100%;&lt;br /><br>        }&lt;br /><br>      </style>En résumé, éviter ces modèles listés ou bien les choisir très soigneusement après vérification permet de limiter les risques financiers et opérationnels. Un examen rigoureux, un essai adapté et un historique complet sont vos meilleurs outils pour prendre une décision sûre.</p>



<p class="wp-block-paragraph">Crédits image : <a href="https://fr.freepik.com/photos-gratuite/porte-du-conducteur-camion-blanc_21631641.htm#fromView=search&amp;page=1&amp;position=0&amp;uuid=4b308feb-5d43-4944-9df4-8b275b548ee3&amp;query=v%C3%A9hicule+utilitaire">La porte du conducteur d&rsquo;un camion blanc | Photo Gratuite</a></p>
<p>L’article <a href="https://www.adglocation.fr/utilitaire-modeles-eviter-problemes-pannes/">Utilitaire à éviter : modèles connus pour leurs problèmes et pannes</a> est apparu en premier sur <a href="https://www.adglocation.fr">ADG Location</a>.</p>
]]></content:encoded>
					
					<wfw:commentRss>https://www.adglocation.fr/utilitaire-modeles-eviter-problemes-pannes/feed/</wfw:commentRss>
			<slash:comments>0</slash:comments>
		
		
			</item>
	</channel>
</rss>
