DownHillHero
Mechanical
- Jul 19, 2012
- 36
I am trying to come up with a torsion spring, but not knowing much about torsion springs I do not know if my results are very valid. I am trying to figure what diameter of wire is needed as well as how many turns are needed.
Design parameters:
k = 9314 in*lb/turn
D_m = maximum of 3 in.
The spring will turn 1/4 of a turn therefore M = 2328.5 in*lb
so far I have been using two equations to try and design the torsion spring.
1. k = (E*d^4)/(10.8*D_m*N_a)
2. S = (32*M)/(pi*d^3)
where
k = spring rate (in*lb/turn)
E = Modulus of Elasticity (psi)
d = wire diameter (in.)
D_m = mean diameter coils (in.)
N_a = number of active coils
S = stress (psi)
M = Torque (in*lb)
To begin my calculation I selected ASTM A228 as my material.
E = 30500 ksi
Yield strength = 231000 psi
Using equation 2 I solved for the diameter of wire I would need to use which worked out to be 0.4682 inches
Then using equation 1 with the parameters stated above solving for N_a I am getting around 4.9 coils.
Do these value seem valid?
I am wondering if there are any restrictions on the equations that I have used which may give invalid results.
Lastly is there any material that would be more suitable for a torsion spring such as the one I have described?
Design parameters:
k = 9314 in*lb/turn
D_m = maximum of 3 in.
The spring will turn 1/4 of a turn therefore M = 2328.5 in*lb
so far I have been using two equations to try and design the torsion spring.
1. k = (E*d^4)/(10.8*D_m*N_a)
2. S = (32*M)/(pi*d^3)
where
k = spring rate (in*lb/turn)
E = Modulus of Elasticity (psi)
d = wire diameter (in.)
D_m = mean diameter coils (in.)
N_a = number of active coils
S = stress (psi)
M = Torque (in*lb)
To begin my calculation I selected ASTM A228 as my material.
E = 30500 ksi
Yield strength = 231000 psi
Using equation 2 I solved for the diameter of wire I would need to use which worked out to be 0.4682 inches
Then using equation 1 with the parameters stated above solving for N_a I am getting around 4.9 coils.
Do these value seem valid?
I am wondering if there are any restrictions on the equations that I have used which may give invalid results.
Lastly is there any material that would be more suitable for a torsion spring such as the one I have described?