CALCULATIONS
The
reaction forces acting on one front wheel of the vehicle are calculated using
the following parameters:
m
|
Mass
|
2840 Kg
|
G
|
Load of vehicle
|
27860.4 N
|
B
|
Track
|
1.496 m
|
H
|
Height of CG
|
0.8 m
|
L
|
Wheelbase
|
2.425 m
|
Lf
|
Distance from Front Axle to CG
|
0.97 m
|
Lr
|
Distance from Rear Axle to CG
|
1.455 m
|
v
|
Velocity of vehicle
|
11.11 m/s
|
R
|
Radius of road curvature
|
25 m
|
β
|
Banking angle of road
|
4 0
|
α
|
Slope of road
|
10 0
|
µ
|
Co-efficient of friction
|
0.6
|
a
|
Deceleration due to braking
|
6.17 m/s2
|
δ
|
Angle of upper control arm
|
15 0
|
LOADS
For static loading
static loading on one wheel on the front axle will be = 8358.12N
For braking
The load on one wheel at the front axle = 11249.79 N
For cornering
during cornering the loading on one wheel on the front axle is around = 20814.619 N ( inner wheel)
For down hill travel
The loading on one wheel during down hill travel will be = 9029.1
N
Force On Control Arms
The
reactions obtained for the control arms are:
Bx
|
By
|
Ax
|
Ay
|
-2691.1079
|
-7637.04
|
-2691.107989
|
-721.08
|
Calculations
for dynamics:
modulus of resilience= 491504.8544 J/m3
Strain
Energy Limit for (Lower/upper) Wishbone = Modulus of resilience × Volume of part
For lower=268.58 J/m3
For upper=134.67 J/m3
............values are lower
**if u need the exact equations for force analysis and calculations,leave me a comment and i will help you out.
hi
ReplyDeleteCan you please share the exact equation for the calculation for reaction forces.
Rakesh Satheesan
Concordia university
Dear Craig
ReplyDeleteWould you mind sharing the equations you used for calculating the forces.
Regards
Shashi