Braking distribution among front and rear brakes
It is observed that in vehicles either the distribution of weight over the two axles is equal, or the front axle carries more weight, the braking effect has to be more at the front wheels for efficient braking. It is seen that in general for achieving maximum efficiency, about 75% of the total braking effect should be on front wheels. However, in such case the trouble would arise while travelling over wet road. where hight braking effect at the front would cause skidding of front wheels, because of decrease of weight transfer. In practice, about 60% of the braking effort is applied on the front wheels.
How to Calculate Friction Coefficient between Wheels and Road Surface using Retardation on Front Wheel?
Friction Coefficient between Wheels and Road Surface using Retardation on Front Wheel calculator uses Friction Coefficient Between Wheels And Ground BFW = Braking Retardation BFW*Vehicle Wheelbase BFW/([g]*Horizontal Distance of C.G. From Rear Axle BFW*cos(Road Inclination Angle BFW)+Braking Retardation BFW*Height of C.G of Vehicle BFW) to calculate the Friction Coefficient Between Wheels And Ground BFW, Friction Coefficient between Wheels and Road Surface using Retardation on Front Wheel formula is used to find the measure of the amount of friction existing between ground and wheel. Friction Coefficient Between Wheels And Ground BFW is denoted by μ symbol.
How to calculate Friction Coefficient between Wheels and Road Surface using Retardation on Front Wheel using this online calculator? To use this online calculator for Friction Coefficient between Wheels and Road Surface using Retardation on Front Wheel, enter Braking Retardation BFW (a), Vehicle Wheelbase BFW (b), Horizontal Distance of C.G. From Rear Axle BFW (x), Road Inclination Angle BFW (θ) & Height of C.G of Vehicle BFW (h) and hit the calculate button. Here is how the Friction Coefficient between Wheels and Road Surface using Retardation on Front Wheel calculation can be explained with given input values -> 0.18853 = 3.019069*2.4/([g]*1.3*cos(0.20943951023928)+3.019069*0.0075).