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Questions tagged [damping-factor]

0 votes
1 answer
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How to find the values of parameter \$a\$ such that the system will have a pair of complex poles corresponding to a dampening factor of \$\zeta=\frac{1}{\sqrt{2}}\$? I've done Root Locus analysis of ...
Nate3384's user avatar
  • 417
0 votes
2 answers
154 views

I'm working on a device to dampen high-frequency transients. Here are the specifications: Rated current: 30 A RMS Losses at low frequency (50/60 Hz): <10 W (required steady-state condition) Losses ...
Luiz Oliveira's user avatar
2 votes
0 answers
50 views

I have a 3rd order nonlinear dynamical system, representing a power system. After linearizing the system, it turns out that by increasing the parameter L_g, damping is reduced and thus the overshoot ...
Ali Hosseini's user avatar
1 vote
1 answer
502 views

For this circuit: We get this transfer function (this is the solution of another student, but I did it by hand and I get the same thing): Where the first damping ratio is negative. I read on another ...
c.leblanc's user avatar
  • 349
2 votes
2 answers
2k views

A Butterworth filter has a damping ratio of 0.707 and is critically damped, but in general a damping ratio of 1 is critically damped, what is the theory behind this?
Vish's user avatar
  • 31
1 vote
0 answers
924 views

Apologies for the not so clear title, but I don't know if there is a common phrase that describes the point of concern. I am taking an online course about input filter design interfacing the grid and ...
amidher's user avatar
  • 115
0 votes
0 answers
81 views

I have to determine gain of P-Controller when damping factor = 1. So in the solutions it is mentioned that damping factor and break-away point are related. Please can anyone clarify how damping factor ...
Tejas Kondhalkar's user avatar
0 votes
2 answers
3k views

I have compared my transfer function with standard characteristic equation of a 2nd order system and I found out that my natural frequency is 3 radians and damping ratio (zeta) is 0.5 but how can I ...
DSP_CS's user avatar
  • 1,181
4 votes
2 answers
509 views

We know that Laplace transform has two parts, \$\sigma \$ and \$ j\omega\$. \$\sigma\$ is the real part while \$ j\omega\$ is the imaginary part. Is it okay to say that the term \$\sigma \$ is a ...
s12d's user avatar
  • 41
-1 votes
4 answers
475 views

Context I am re-enforcing my understanding of the frequency response. From 1, I understand that, In an audio system, [the frequency response] may be used to minimize audible distortion by designing ...
Michael Levy's user avatar
0 votes
0 answers
447 views

I thought that by definition: critically damped 2nd order system (ζ=1) does not have overshoot. Is the above assumption wrong? It might be on the verge of oscillation, but, it shouldn't oscillate. ...
John.Apple's user avatar
4 votes
3 answers
8k views

Second, percent overshoot is reduced by increasing the phase margin, and the speed of the response is increased by increasing the bandwidth. "Control Systems Engineering, Norman S. Nise" ...
aviral upadhyay's user avatar
0 votes
1 answer
529 views

I was thinking of a way to avoid voltage spikes in a flyback converter and I decided to redirect voltage spikes back to the battery, hence dampening the voltage spikes. Will this method work ...
BELSmith's user avatar
  • 142
1 vote
1 answer
3k views

I have managed to derive the 2nd order ODE for a simple RLC circuit (this circuit is part of a booster dc-dc converter). I derived an expression for the damping ratio of the circuit and fact checked ...
Sputn1k's user avatar
  • 39
0 votes
0 answers
49 views

I am reading the operation of the ratio detector for FM demodulation. It works on the principle of diode variable damping (please see the figure here). The capacitor C9 restricts the changes in the ...
Userhanu's user avatar
  • 133

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