I require frequency response from transfer function = 1/(s^2+(b/m)*s+k/m) where b= 0.0011, k= 87.88 , m = 0.99 in matlab and i need freq in khz
10 visualizzazioni (ultimi 30 giorni)
Sam Chak il 13 Lug 2023
Modificato: Sam Chak il 13 Lug 2023
If you simply want to obtain the plot for the "transfer function 1/(s^2 + (0.0011/0.99)*s + 87.88/0.99)," WolframAlpha can generate it for you without the technical details, saving your time and everyone else's. However, to be honest, generating the Bode plot requires fewer characters in MATLAB code compared to WolframAlpha. In other words, MATLAB is faster.
David Goodmanson il 17 Lug 2023
Modificato: David Goodmanson il 17 Lug 2023
Hi sia, there is not much need to do any detailed calculation when your starting point is what it is. This system has a small amount of damping so its resonant frequency is very close to
omega = sqrt(k/m)
omega = 9.4217
f = omega/(2*pi)
f = 1.4995
which is what the plot shows. To get a resonant frequency around 1.5 kHz, either k has to increase by 10^6 or m has to decrease by 10^6, or some combination of those has to come up with a factor of 1e6 in the ratio (k/m). [the damping constant b will need a change as well]. So you should go back to the original physical situation. Maybe m is in milligrams instead of kilograms. Lots of possibilities.