La durée de vie d'un pneu est de 20 000 à 50 000 km en fonction de la gamme de prix de vos pneus ainsi que de vos habitudes de conduite et de la route que vous avez l'habitude de prendre.
Lors du contrôle technique, si la profondeur des sculptures est inférieure à 1,6 mm sur au moins un des témoins, ou si vous n'avez pas de témoins d'usure et que votre pneu est lisse, la loi vous interdit de rouler dans ces conditions, vous serez donc en infraction et votre véhicule sera soumis à contre-visite.
Un état d'usure avancé de vos pneus ne garantit plus votre sécurité au volant.
De nombreux facteurs peuvent vous alerter sur une déformation de vos pneus :
- Le sous-gonflage : il réduit la durée de vie des pneus et augmente votre consommation de carburant.
- Le sur-gonflage : il réduit la durée de vie des pneus. Il peut être causé par un mauvais alignement des roues ou un problème lors du montage du pneu.
- Le parallélisme : il est souvent le résultat d'une usure au niveau du flanc causé par un frottement irrégulier.
- Le freinage d'urgence : les arrêts et les freinages lorsqu'ils sont trop brusques peuvent user vos pneus.
- Mauvaises conditions de stockage : une mauvaise conservation de vos pneus lors de leur stockage peuvent les abîmer voire les rendre inutilisables.
Pour ce faire, nous vous proposons de contrôler régulièrement :
- L'usure et la conformité des pneumatiques auto
- La pression de gonflage
- La géométrie du train roulant
Quand et comment changer vos pneus ?
- Les pneus doivent toujours être changés par 2 ou par 4. Les pneus d'un même essieu doivent être identiques (même marque, même sculpture, mêmes dimensions, mêmes notices).
- Les pneus les plus neufs doivent être placés à l'arrière pour une meilleure adhérence.
Quelle est la différence d'usure entre deux pneus d'un même essieu ?
La différence entre la profondeur des rainures principales de deux pneus montés sur un même essieu ne doit pas excéder 5 mm.
Cette situation peut par exemple se produire lors d’un remplacement de pneu suite à une crevaison.
Vos pneus sont soumis en permanence à de fortes contraintes, pensez à les faire contrôler régulièrement par nos spécialistes afin de vérifier leur bon état général.
Conseil pour entretenir vos pneus
- Vérifier l'état des pneus une fois par semaine
- Vérifier la pression des pneus une fois par mois
- Vérifier le parallélisme des pneus, le faire régler par un professionnel si nécessaire.
- Stocker et conserver ses pneus (pneus été/pneus hiver) correctement pour une durée de vie plus longue.
Les pneumatiques sont parties prenantes du bon entretien de votre véhicule. Il convient de les surveiller régulièrement. Si vous avez un doute sur l'état de vos pneus ; il est préférable de les faire vérifier par un expert automobile.
L'étiquetage européenne des pneumatiques
L’étiquetage des pneumatiques évolue : tous les pneus neufs et rechapés fabriqués à partir du 1er mai 2021 et distribués en Europe pour les véhicules de tourisme, 4x4/SUV, utilitaires légers et poids lourds devront comporter les critères de performance suivants :
QR Code
Lu avec un smartphone ou un autre lecteur approprié, il est destiné à fournir des informations supplémentaires sur le pneumatique.
Vous retrouverez en dessous de ce QR Code, le nom commercial du pneumatique, sa référence, sa dimension, sa classe, à savoir C1 (voiture), C2 (camionnette) ou C3 (poids lourd)
![](data:image/png;base64,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)
Economie de carburant
Aussi étonnant que cela puisse paraître, 20% de la consommation de carburant de votre véhicule dépendent du choix de vos pneumatiques. Un pneu mieux noté vous permettra également de réduire vos émissions de CO².
Adhérence sur sol mouillé
L'adhérence sur sol mouillé est le facteur clé de votre sécurité. À 80 km/h, pour s'arrêter en ligne droite, la distance de freinage d'un pneu noté A est jusqu'à 18 mètres plus courte qu'un pneu noté E, soit l'équivalent de 4 voitures*.
*Performances de freinage de 80 km/h à 20 km/h mesurées en accord avec les méthodes de tests fixées par le Règlement CE 1222/2009. Source : European Commission’s Impact Assessment SEC (2008) 2860.
Bruit de roulement externe
Le bruit de la circulation automobile est une nuisance sonore. L'étiquetage correspond ainsi au bruit de roulement de vos pneus sur la route, tel qu’il est perçu à l’extérieur du véhicule sur une notation allant de A (moins bruyant) à C (plus bruyant).
Adhérence sur la neige
Ce pictogramme permettra de reconnaître les pneumatiques 3PMSF (3-Peak Mountain SnowFlake) qui assurent un certain niveau de performance sur neige. D’ailleurs, ces pneumatiques seront obligatoires dans certains départements français (sur décision préfectorale) à compter du 1er novembre 2021.
Adhérence sur le verglas
Ce nouveau pictogramme assure un certain niveau de performance sur la glace (pour les pneus cloutés).