Rolling Resistance Equation:
From: | To: |
Rolling resistance is the force that resists the motion when a body (like a wheel) rolls on a surface. It's caused primarily by deformation of the wheel, deformation of the surface, or friction between the wheel and surface.
The calculator uses the rolling resistance equation:
Where:
Explanation: The equation accounts for the normal force (through mass and gravity) and the surface interaction (through the coefficient), adjusted for any incline angle.
Details: Calculating rolling resistance is crucial for vehicle design, energy efficiency calculations, and understanding motion dynamics in various engineering applications.
Tips: Enter the coefficient of rolling resistance (typically 0.001-0.03 for car tires on concrete), mass in kg, and angle of incline in degrees. For flat surfaces, use 0 degrees.
Q1: What are typical values for Crr?
A: Car tires on concrete: 0.01-0.015, bicycle tires: 0.002-0.005, train wheels: 0.001-0.002.
Q2: How does surface affect rolling resistance?
A: Softer surfaces (sand, grass) increase rolling resistance significantly compared to hard surfaces.
Q3: Why include the angle in the calculation?
A: On inclines, the normal force (and thus rolling resistance) decreases as the cosine of the angle.
Q4: How does tire pressure affect rolling resistance?
A: Lower pressure increases deformation and thus rolling resistance, while higher pressure reduces it.
Q5: Is rolling resistance the same as friction?
A: No, rolling resistance is primarily due to deformation, while friction is due to surface interactions.