- #1
saxymon
- 4
- 0
(NOTE, this is not a homework problem, but it sure seems like one)
Hello,
I am mounting a component onto structure and I need to determine the maximum force input into the component.
My system can be represented by a base driven two degree of freedom oscillator:
http://www.freeimagehosting.net/newuploads/xowmr.png
I need to determine the force applied to m2:
F = k2*(x2-x1) + c2*(x2-x1)
This force needs to be a function of (m1,m2,c1,c2,k1,k2,y) and not of (x1,x2).
Basically, for a given input y, what will the be force response on m2.
Every time I solve the system of equations, my result is a function of x1 and/or x2.
Thank you in advance for your help!
p.s. If it is easier, feel free to remove the dampers from the system. An un-damped system will work for my purposes.
Hello,
I am mounting a component onto structure and I need to determine the maximum force input into the component.
My system can be represented by a base driven two degree of freedom oscillator:
http://www.freeimagehosting.net/newuploads/xowmr.png
I need to determine the force applied to m2:
F = k2*(x2-x1) + c2*(x2-x1)
This force needs to be a function of (m1,m2,c1,c2,k1,k2,y) and not of (x1,x2).
Basically, for a given input y, what will the be force response on m2.
Every time I solve the system of equations, my result is a function of x1 and/or x2.
Thank you in advance for your help!
p.s. If it is easier, feel free to remove the dampers from the system. An un-damped system will work for my purposes.