Est-ce toujours intéressant d'opter pour l'achat d'une voiture diesel ?
Dans un monde en perpétuelle mutation technologique et écologique, l'industrie automobile se trouve à une place de haute importance. Parmi les multiples options disponibles, les voitures diesel ont longtemps été considérées comme des choix populaires en raison de leur efficacité énergétique.
Cependant, ces dernières années ont été marquées par une prise de conscience croissante des préoccupations environnementales liées aux émissions de gaz nocifs des moteurs diesel. Ainsi, il convient de se demander si acheter une voiture diesel demeure toujours une option pertinente et durable pour les automobilistes.
Histoire et évolution du moteur diesel
L'invention du moteur diesel est à attribuer à l'éminent ingénieur allemand Rudolf Diesel, à l'aube du XIXe siècle. En 1892, Diesel a déposé son brevet pour un moteur à combustion interne qui fonctionnait à l'aide de la compression de l'air. Cette conception était plus efficace que les moteurs à essence de l'époque, car elle permettait d'utiliser des carburants moins raffinés et moins chers.
Au cours des décennies suivant son invention, le moteur diesel a connu une adoption progressive en Europe et dans le reste du monde. En effet, certains pays ont adopté une politique fiscale favorable aux véhicules diesel, ce qui a encouragé leur vente et leur utilisation à grande échelle. De plus, le diesel étant moins volatile que l'essence, les moteurs diesel étaient considérés comme plus sûrs dans certains contextes industriels.
Cependant, ces dernières années, l'intérêt pour les voitures diesel a commencé à diminuer en raison de préoccupations environnementales. En effet, les moteurs diesel génèrent une émission plus substantielle de particules fines et d'oxydes d'azote par rapport aux moteurs à essence. En réponse à ces préoccupations, des progrès significatifs ont été réalisés dans la technologie des moteurs diesel pour les rendre plus propres. Des dispositifs de post-traitement tels que les filtres à particules diesel (DPF) ont été instaurés dans le but de diminuer ces émissions. Malgré ces améliorations, les voitures diesel sont quand même devenues moins populaires par rapport aux autres voitures.
Avantages de la voiture diesel
La voiture d'occasion diesel chez Jean Lain présente certains avantages indéniables. Tout d'abord, les moteurs diesel ont un rendement énergétique leur permettant de parcourir plus de kilomètres avec une quantité moindre de carburant. Cela pourrait aboutir à des économies sur les dépenses de carburant sur de longs termes.Ensuite, les moteurs diesel sont réputés pour leur robustesse et leur durabilité. Ils sont conçus pour supporter des pressions plus élevées, ce qui peut les rendre plus résistants à l'usure et aux températures élevées. Avec un entretien approprié, un moteur diesel peut généralement durer plus longtemps qu'un moteur à essence équivalent.Enfin, les moteurs diesel se montrent particulièrement adaptés aux voyages de longue distance ainsi qu'aux véhicules de plus grande envergure. En effet, le couple élevé offert par ces moteurs permet une conduite en douceur et une accélération plus aisée, surtout lorsque le véhicule est chargé.Inconvénients de la voiture diesel
Outre les avantages d'une voiture diesel, prendre en compte ses inconvénients est également important avant de procéder à son achat. Comme inconvénient, les automobiles diesel ont tendance à émettre davantage de particules fines par rapport aux véhicules fonctionnant à l'essence. En conséquence, de nombreuses villes ont instauré des limitations de circulation pour les véhicules diesel, dans le but de diminuer les émissions polluantes. Certains pays envisagent même d'interdire progressivement la vente et l'utilisation de voitures diesel dans un avenir proche. Par ailleurs, l'entretien d'un véhicule diesel peut s'avérer plus coûteux que celui d'un véhicule à essence ou électrique. En effet, les moteurs diesel ont tendance à présenter une complexité supérieure et requièrent une maintenance plus rigoureuse. De plus, les pièces de rechange pour les véhicules diesel peuvent être plus chères, ce qui augmente le coût global de l'entretien du véhicule.Comparaison avec d'autres types de moteurs
Cette comparaison est nécessaire.Voitures à essence
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)
Les voitures à essence jouissent traditionnellement d'une prédominance sur les voies routières. Comparées aux véhicules diesel, elles affichent généralement un coût d'achat initial moins élevé. Cependant, contrairement aux voitures diesel, elles ont tendance à consommer plus de carburant, engendrant ainsi des dépenses en matière de carburant élevé. Par ailleurs, en termes l'efficience énergétique, les moteurs diesel présentent un rendement bien meilleur. En ce qui concerne l'impact environnemental, les moteurs diesel ont historiquement été critiqués pour leurs émissions de particules fines et de NOx. Néanmoins, les normes d'émissions ont été de plus en plus strictes ces dernières années, rendant les nouvelles voitures diesel beaucoup plus propres qu'auparavant.Voitures hybrides et électriques
Face aux préoccupations grandissantes relatives à l'environnement et à la pollution, les voitures hybrides et électriques ont gagné en popularité. En ce qui concerne les hybrides, ils allient ingénieusement moteur à essence ou à diesel et moteur électrique. Ils offrent ainsi une meilleure économie de carburant que les véhicules diesel tout en réduisant les émissions de CO2. En revanche, les voitures électriques fonctionnent entièrement à l'électricité, éliminant ainsi complètement les émissions d'échappement. Cependant, leur coût d'achat initial peut être plus élevé, bien que les économies de carburant à long terme puissent compenser cette différence.Conclusion
En somme, les voitures diesel offrent une meilleure économie de carburant et un couple élevé, ce qui les rend attrayantes pour certains conducteurs. Cependant, elles présentent également des problèmes de pollution de l'air et des frais d'entretien plus élevés. Ainsi, avec l'accent croissant sur les problèmes environnementaux et la transition vers des véhicules plus propres, les voitures diesel pourraient perdre de leur attrait. Au vu des informations exposées, la pertinence de l'acquisition d'une voiture diesel demeure tributaire des besoins et des préférences spécifiques du conducteur. Si l'économie de carburant et le couple élevé sont des facteurs essentiels pour un conducteur, une voiture diesel pourrait être une option à considérer. Cependant, pour plusieurs personnes, une transition vers des véhicules plus respectueux de l'environnement, peut-être une meilleure solution à long terme.Date de publication : 08/08/2023 14:23:00- (29/08/24) Chauffeur privé de luxe : Pourquoi et comment choisir cette expérience de transport exclusive ?
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