Calculation of the reduced stiffness of a simple suspension

In summary, the problem is how to reduce the stiffness of a front suspension on the right side in the given picture, with the equation k_f=k/cos^2E. The solution involves adjusting the vertical stroke to be proportionally smaller than the inclined stroke by a factor of cos (ε), in order to have a smaller force on the vertical spring.
  • #1
Semat10
11
0
Hello,

I have a problem with reducing a stiffness of a front suspension. Unfortunately I don't understand how to get the reduced stiffness on the right side in the picture. (k_f=k/cos^2E)

front_suspension.jpg


Thanks in advance for your help.

Many greetings,
Semat10
 
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  • #2
The vertical stroke equals the inclined stroke times the cosine of angle ε.
 
  • #3
Hello,

I was thinking the same thing but I don't know where the square came from?

Many greetings
 
  • #4
The force of the vertical spring must be less than ##N_f*cos (ε)## ; therefore, the vertical stroke must be proportionally smaller ##(cos (ε))## than the inclined one (accounted for twice).

##k_{vertical} = N_f / {Vertical~stroke} = N_f / {Inclined~stroke}*cos (ε)##

##k_{vertical}/k_{inclined}=?##
 
Last edited:

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