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Measuring tire rolling resistance accurately is essential for evaluating vehicle fuel efficiency and performance. SAE J2452-2017, a recommended practice, provides a standardized stepwise coastdown methodology for determining rolling resistance of passenger car and light truck tires over velocities from 115 km/h down to 15 km/h. The procedure details data collection and analysis with respect to vertical load, inflation pressure, and speed, offering two distinct measurement approaches: the Force Method and the Torque Method.
The choice of measurement method directly affects accuracy and complexity. The following table summarizes key differences between the two approaches:
| Aspect | Force Method | Torque Method |
|---|---|---|
| Measurement Principle | Measures reaction forces at the tire spindle, then converts to rolling resistance using loaded radius. | Measures torque input to the test machine, then divides by test surface radius. |
| Main Advantage | Only parasitic losses are tire spindle bearing losses and aerodynamic drag of the rotating assembly. These are relatively small. | Direct measurement of torque; no need to measure loaded radius. |
| Main Disadvantage | Susceptible to errors from load misalignment and crosstalk between load and spindle force transducers. Requires careful compensation. | Parasitic losses include rotational test wheel losses, which can be as large as the rolling resistance itself. Speed hunting oscillation in the drive motor can also cause errors. |
| Parasitic Losses | Relatively small: tire spindle bearing and tire/wheel aerodynamic losses. | Larger: includes test wheel losses and must be measured and compensated. |
| Key Compensation | Crosstalk elimination/compensation, accurate loaded radius measurement. | Accurate measurement and subtraction of parasitic losses, mitigation of speed hunting. |
Both methods are applicable under standard conditions: ambient temperatures between 20°C and 28°C, test surface diameters of at least 1.2 m, and zero slip and camber angles. The choice depends on equipment capabilities and the required level of accuracy.
To ensure consistent results, SAE J2452-2017 defines several critical parameters. The loaded radius (distance from wheel axis to test surface) must be measured accurately to convert spindle forces or torques. The base inflation pressure differs by tire type, as shown in the table below:
| Tire Type | Sidewall Marking | Base Inflation Pressure (kPa) |
|---|---|---|
| Passenger Car “P” Type | 240 or 250 Standard Load | 250 |
| 300 Standard Load | 250 | |
| 350 Standard Load | 250 | |
| Passenger Car “P” Type Extra Load | 280 Extra Load | 290 |
| 340 Extra Load | 290 | |
| Light Truck (Metric and High Flotation) | Maximum load inflation pressure | Value corresponding to max load at single tire operation |
Testing is performed at regulated inflation pressure controlled via a rotating union. The standard reference condition for comparing results is typically 80 km/h, with tire load at 70% of the T&RA load and specific inflation pressures (e.g., 260 kPa for P-type tires). All results are referenced to an ambient temperature of 24°C.
Additional engineering insights from the standard help avoid measurement errors:
By following the SAE J2452-2017 recommended practice, engineers can obtain reliable, repeatable tire rolling resistance data that is essential for optimizing vehicle fuel economy and performance. Whether using the Force or Torque Method, rigorous attention to test conditions, compensation techniques, and data reduction ensures meaningful results.