Branch ID: 140
Request Number: 50000140
Description: Side View Swing Arm Length and Angle
Component |
Unit |
Comment |
---|---|---|
1 (X): Left Wheel Side View Swing Arm Length |
mm |
The distance between the left wheel center and the left wheel center side view instant center. It is calculated using the following equations: Orientation A: dx = C(1,3)+C(1,9) dz = C(3,3)+C(3,9) dtheta = C(5,3)+C(5,9) length = sqrt(dx^2+dz^2)/abs(dtheta) Orientation B: dx = -C(1,3)-C(1,9) dz = C(3,3)+C(3,9) dtheta = -C(5,3)-C(5,9) length = sqrt(dx^2+dz^2)/abs(dtheta) |
2 (Y): Right Wheel Side View Swing Arm Length |
mm |
The distance between the right wheel center and the right wheel center side view instant center. It is calculated using the following equations: Orientation A: dx = C(7,3)+C(7,9) dz = C(9,3)+C(9,9) dtheta = C(11,3)+C(11,9) length = sqrt(dx^2+dz^2)/abs(dtheta) Orientation B: dx = -C(7,3)-C(7,9) dz = C(9,3)+C(9,9) dtheta = -C(11,3)-C(11,9) length = sqrt(dx^2+dz^2)/abs(dtheta) |
3 (Z): Average Side View Swing Arm Length |
mm |
The mean of components 1 and 2. |
4 (RX): Left Wheel Side View Swing Arm Angle |
deg |
The side view angle between horizontal and the line connecting the left wheel center and the left wheel center side view instant center. It is calculated using the following equations: Orientation A: dx = C(1,3)+C(1,9) dz = C(3,3) + C(3,9) angle = atan(-dx/dz)*rtod Orientation B: dx = -C(1,3)-C(1,9) dz = C(3,3) + C(3,9) angle = atan(-dx/dz)*rtod |
5 (RY): Right Wheel Side View Swing Arm Angle |
deg |
The side view angle between horizontal and the line connecting the right wheel center and the right wheel center side view instant center. It is calculated using the following equations: Orientation A: dx = C(7,3)+C(7,9) dz = C(9,3) + C(9,9) angle = atan(-dx/dz)*rtod Orientation B: dx = -C(7,3)-C(7,9) dz = C(9,3) + C(9,9) angle = atan(-dx/dz)*rtod |
6 (RZ): Average Side View Swing Arm Angle |
deg |
The mean of components 4 and 5. |
See Also: