Figure 2.1 shows a wheels vehicle mode. The mass of the vehicle is 1820 kg and the distance between centre of mass to the front and rear axles are 1.463 m and 1.585 m respectively. If the rolling resistance coefficient between road and tire is fo = 0.0165 when the vehicle travel at a speed of v = 40 km/h with steering angle of = 20°, front and rear slip angles at 4° radius of turning R is 8.603m; then : i. Calculate the cornering forces of the front and rear wheels.
Figure 2.1 shows a wheels vehicle mode. The mass of the vehicle is 1820 kg and the distance between centre of mass to the front and rear axles are 1.463 m and 1.585 m respectively. If the rolling resistance coefficient between road and tire is fo = 0.0165 when the vehicle travel at a speed of v = 40 km/h with steering angle of = 20°, front and rear slip angles at 4° radius of turning R is 8.603m; then : i. Calculate the cornering forces of the front and rear wheels.
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
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
Transcribed Image Text:Figure 2.1 shows a wheels vehicle mode. The mass of the vehicle is 1820 kg
and the distance between centre of mass to the front and rear axles are 1.463 m
and 1.585 m respectively. If the rolling resistance coefficient between road and
tire is fo = 0.0165 when the vehicle travel at a speed of v = 40 km/h with
steering angle of å = 20°, front and rear slip angles at 4° radius of turning R is
8.603m; then :
i.
Calculate the cornering forces of the front and rear wheels.
ii.
Calculate the rolling resistance of the tire.
ii.
What happens if the speed is increased to 60 km/h?
F
SAFF
AFf la
ar
V
Fyf
af
R
Figure 2.1 Rolling resistance of turning wheel
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