Road–tire interaction: The torque effectively available at the contact patch between the driving wheels and the road surface (used to propel the vehicle) is commonly termed what?

Difficulty: Easy

Correct Answer: tractive effort

Explanation:


Introduction / Context:

Vehicle performance analyses translate engine torque into a usable pushing (or pulling) capability at the tire–road interface. After accounting for transmission ratios, driveline losses, and wheel radius, the resulting torque at the wheel generates a longitudinal force at the contact patch. The name of this propulsive capability is a core term in vehicle dynamics and traction studies.


Given Data / Assumptions:

  • Driven axle transmitting torque through tires to a level surface.
  • No wheel slip beyond the traction limit; static friction applies.
  • Losses (driveline, aerodynamic, gradient, rolling resistance) are considered separately.


Concept / Approach:

The tractive effort is the longitudinal force available at the road contact patch to accelerate the vehicle or overcome resistances. It is related to wheel torque T by F = T/Rwheel (neglecting tire deformation effects). ‘‘Brake effort’’ refers to retarding force under braking. ‘‘Clutch effort’’ is not a vehicle-dynamics term; it refers to pedal or clamping force in the clutch assembly.


Step-by-Step Solution:

1) Start with engine torque multiplied by gear and final-drive ratios.2) Subtract driveline losses to get wheel torque.3) Convert wheel torque to longitudinal force at the road: F = T/R → the tractive effort.


Verification / Alternative check:

Performance charts plotting ‘‘tractive effort vs. speed’’ show how gear ratios and power limit the available force, validating the definition.


Why Other Options Are Wrong:

  • Brake effort: decelerating force, opposite of propulsion.
  • Clutch effort: unrelated to road force.
  • None of these / tractive resistance: the correct standard term is tractive effort; tractive resistance is the opposing sum of road loads.


Common Pitfalls:

  • Confusing wheel torque with tractive effort; wheel radius must be considered.
  • Ignoring traction limits; available friction caps the usable tractive effort.


Final Answer:

tractive effort

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