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I NEED ONLY THE SECOND PART (II)
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answerhappygod
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I NEED ONLY THE SECOND PART (II)
I NEED ONLY THE SECOND PART (II)
I. I. Given the voltage gain G(s) of the following systems: Make the Bode plot using Matlab or Octave • Approximate the approximate Bode plot with line segments on the curve provided by Matlab or Octave Make the approximate Bode plot on semilogarithmic paper A. Second order passive low pass filter: G(S) = (s+2)(s+5) 10 100 B. Second order active low pass filter: G(S) = (s+2)(s+5) 952 C. Second order passive high pass filter: G(S) = (s+3)2 4552 D. Second order passive high pass filter: G(s) = (s+3)2 10s E. Passive Band Pass Filter: G(S) = (s+1)(+10) 500s F. Active band pass filter: G(S) = (s+10)(s+100) II. Given the Bode plot, determine the transfer on. Bode Diagram 26 og G1 Magnitude [dB] -20 -40 -60 -80 -100 101 10° 10 102 - 900 סטד G1 Phase (deg] - 135 - 150 -18 -200 2252 -250 - 2909 101 2 10,2 0.3 0.5 0.7100 3 4 5 20 30 50 70 10 102 Frequency (rad/s] The green lines are for guidance. Approximate Bode is red. The Bode delivered by Octave is blue in the regions where the approximation is not precise.
I. I. Given the voltage gain G(s) of the following systems: Make the Bode plot using Matlab or Octave • Approximate the approximate Bode plot with line segments on the curve provided by Matlab or Octave Make the approximate Bode plot on semilogarithmic paper A. Second order passive low pass filter: G(S) = (s+2)(s+5) 10 100 B. Second order active low pass filter: G(S) = (s+2)(s+5) 952 C. Second order passive high pass filter: G(S) = (s+3)2 4552 D. Second order passive high pass filter: G(s) = (s+3)2 10s E. Passive Band Pass Filter: G(S) = (s+1)(+10) 500s F. Active band pass filter: G(S) = (s+10)(s+100) II. Given the Bode plot, determine the transfer on. Bode Diagram 26 og G1 Magnitude [dB] -20 -40 -60 -80 -100 101 10° 10 102 - 900 סטד G1 Phase (deg] - 135 - 150 -18 -200 2252 -250 - 2909 101 2 10,2 0.3 0.5 0.7100 3 4 5 20 30 50 70 10 102 Frequency (rad/s] The green lines are for guidance. Approximate Bode is red. The Bode delivered by Octave is blue in the regions where the approximation is not precise.
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