- #1
galaxion1
- 12
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I know that Young's modulus for a spring is Y= K*L/A
where K: is the stiffness of the spring
L: the original length of the spring
A: the cross sectional area
How does this formula change in the case of continuously distributed springs over a ring chain of radius R and a linear density ρ=m/a, where m is the mass of the spring and a is the distance between the neighboring springs? Thanks in advance.
where K: is the stiffness of the spring
L: the original length of the spring
A: the cross sectional area
How does this formula change in the case of continuously distributed springs over a ring chain of radius R and a linear density ρ=m/a, where m is the mass of the spring and a is the distance between the neighboring springs? Thanks in advance.