Question

A filter has H(s) = s/s^2+10s+100 Sketch the filter's Bode magnitude and phase plots.

A filter has

H(s) = s/s^2+10s+100

Sketch the filter's Bode magnitude and phase plots.

Homework Answers

Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
It is known that G(s) = 10(s+1)/ ((s+10)(s^2 +10s +100)), sketch the bode asymptotic magnitude and...
It is known that G(s) = 10(s+1)/ ((s+10)(s^2 +10s +100)), sketch the bode asymptotic magnitude and phase plots (straight line approximation) of G(s).
sketch the Bode plots of H(s) = 100*(s*(1+s/100)) / ((1+s/1000)*(1+s/10))
sketch the Bode plots of H(s) = 100*(s*(1+s/100)) / ((1+s/1000)*(1+s/10))
H(s)= s(s+100)^2 /(s+1) scetch the bode plot for mag and phase
H(s)= s(s+100)^2 /(s+1) scetch the bode plot for mag and phase
Sketch the Nyquist plot based on the Bode plots for following system using MATLAB. Make sure...
Sketch the Nyquist plot based on the Bode plots for following system using MATLAB. Make sure it crosses the real axis at the right spot(correct number of -1 encirclements and goes off to infinity in the correct direction). Using the plot estimate the range of K for which system is stable, and qualitatively verify result by using sketch of a root locus plot. GH(s)=K*(0.5s+1)*(s+1)/(10s+1)/(s-1)
Draw the Bode plot of magnitude and phase for the following system. Find the magnitude at...
Draw the Bode plot of magnitude and phase for the following system. Find the magnitude at corner frequencies. G(s)=10^2(s+30)(s/10+30)^2/(s+3)2 In moodle write down the corner frequencies and the exact magnitude at corner frequencies
Construct Bode Plots for T(w) = 10jw(1+jw) / (10+jw)(100+10jw-w^2)
Construct Bode Plots for T(w) = 10jw(1+jw) / (10+jw)(100+10jw-w^2)
A system has the transfer function H (s)=3(s^2 +7 s)/(s^2 +8s+4). Draw a Bode plot of...
A system has the transfer function H (s)=3(s^2 +7 s)/(s^2 +8s+4). Draw a Bode plot of the transfer function and classify it as lowpass, highpass, bandpass, or bandstop. Draw the Direct Form II for this system
10.4 - The first order analog low pass filter H(s) = 1500/(s + 1500) must be...
10.4 - The first order analog low pass filter H(s) = 1500/(s + 1500) must be transformed into a digital filter operating with an 8 kHz sampling rate. a. Prewarp the cut-off frequency for the filter and modify the analog transfer function accordingly. b. Find the transfer function for the digital filter. c. Find the difference equation for the filter. d. Find the frequency response and draw the filter shape. e. Find the digital filter shape directly from the magnitude...
Problem 2. Frequency Mixers. Sketch the block diagram of a diode ring mixer with low-pass filter...
Problem 2. Frequency Mixers. Sketch the block diagram of a diode ring mixer with low-pass filter on the IF port. The low pass filter has a 3 dB cutoff frequency of 10 kHz. The Local Oscillator input is +7 dBm at 8.000 MHz. There are two input signals, one at 8.008 MHz and the other at 7.996 MHz. Use the trig identity cosacosb to calculate the frequencies of the outputs from the two input signals. Sketch the inputs and outputs...
Consider speech signal x(t), which has the magnitude spectrum X(f)= rect(f/100). Sketch the magnitude spectrum of...
Consider speech signal x(t), which has the magnitude spectrum X(f)= rect(f/100). Sketch the magnitude spectrum of the sampled x(t) resulted by conducting natural sampling with the sampling freq 180Hz. Comment on your result. Discuss how to perform digital to analog conversion to recover x(t). Is it possible to fully recover x(t) without distortion? Justify your answer.
ADVERTISEMENT
Need Online Homework Help?

Get Answers For Free
Most questions answered within 1 hours.

Ask a Question
ADVERTISEMENT