Vehicle Ride 1

ANSWERS :
1. Time cycle of front `t_s(f)`= 1/`f_s(f)`
Time lag dt = wheelbase/speed
For favorable flat ride condition, `t_s(f) = t_s(r) + dT`
`t_s(r) = t_s(f)-dT`
`f_s(r) = 1/(t_s(r)`
2. `f_s(f) = 1.15Hz`
3.&4. `K_w = 245`N/mm, M.R. is given, Find Front and Rear spring rate `K_s`
`K_w = K_s(f) * M.R^2`
5.& 6. Front & Rear sprung mass natural frequencies, `f_s = 1/(2*pi)* sqrt(K_(ride)/M_s)`
where `K_(ride) = (Ks*K_w)/(K_s+K_w)`
7.&8. Front & Rear unsprung mass natural frequency at all three load conditions,
`f_s = 1/(2*pi)*sqrt(K_(eq)/M_(us)` where `K_(eq) = Ks+Kw`
9. Rear/Front frequency ratio for all three condition,
`f_(s_r)/f_(s_f)`
Refer the excel file attached for calcuations and Bump profile Plot