| New Reply |
Finding the damping ratio (zeta) of an nth order system from a transfer function |
Share Thread |
| Sep7-11, 11:42 PM | #1 |
|
|
Finding the damping ratio (zeta) of an nth order system from a transfer function
I am having trouble with some of my homework. I am not quite sure how to find the damping ratio from a third order system when the transfer function (of s) is the only information supplied. Could anyone help me with this? I would like a method that would work with any nth order system, although my current problem is third order.
Also, I must find the damping ratio WITHOUT using differential equations to convert the transfer function to a function of time. Here is a transfer function that may be used as an example: s/2 + 1 ------------------------- (s/40+1)[(s/4)^2+s/4+1] Thanks to anyone who is willing to contribute! |
| New Reply |
Similar discussions for: Finding the damping ratio (zeta) of an nth order system from a transfer function
|
||||
| Thread | Forum | Replies | ||
| Damping ratio from a transfer function | Introductory Physics Homework | 6 | ||
| Derivation of second order system transfer function | General Engineering | 4 | ||
| Damping ratio from transfer function | Classical Physics | 2 | ||
| Help with deriving transfer function of a second order control system | Engineering, Comp Sci, & Technology Homework | 1 | ||
| 2nd order filter transfer function normalization | Electrical Engineering | 2 | ||