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This equation is derived by using friction force and normal if cos of angle of banking will be greater than sin of angle of bankig this formula will give imaginary speed what do this indicates

This equation is derived by using friction force and normal if cos of angle of banking will be greater than sin of angle of bankig this formula will give imaginary speed what do this indicates

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Grade:11

1 Answers

Vikas TU
14149 Points
7 years ago
The Normal force derived with friction in banking terms is:
N = mg/(costhetha – usinthetha)
with thetha be wedge inclination angle.
and the conditon should satisfy as:
Fnet = Fcentriputal Force.
and if coethetha would be greater than sinthetha.
Then U must know
that it couldn't happen.
because thetha is the inclination angle and is same for both sin and cos.
It would adjust automatically.

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