4.1 Using the MATLAB/Simulink environment, implement G(s) for the under-damped system. Connect a sine-wave generator to
Posted: Tue Apr 26, 2022 2:56 pm
Use a dampening factor of 0.282
4.1 Using the MATLAB/Simulink environment, implement G(s) for the under-damped system. Connect a sine-wave generator to the input of the system. Connect the V3 output voltage to a source (or sources) that would enable the measurement of the magnitude and phase of V3: set the value of the input voltage to 5V. Vary the frequency of the input sinewave source in steps, from 0.1Hz and 200Hz. Tabulate the frequencies used in radians/sec (w), the values of V3 (V) and phase-angle (@(degree). [15]
K G(S) = $2+2Ěwns+wn 2
In the laboratory, you will be provided with a breadboard version of the above electronic system with Wn= 482 Hz (R = 33 k12 and C = 0.01 uF) R1 = 22k12 =
R1 HE R 1 C H R R FR2 in 3
4.1 Using the MATLAB/Simulink environment, implement G(s) for the under-damped system. Connect a sine-wave generator to the input of the system. Connect the V3 output voltage to a source (or sources) that would enable the measurement of the magnitude and phase of V3: set the value of the input voltage to 5V. Vary the frequency of the input sinewave source in steps, from 0.1Hz and 200Hz. Tabulate the frequencies used in radians/sec (w), the values of V3 (V) and phase-angle (@(degree). [15]
K G(S) = $2+2Ěwns+wn 2
In the laboratory, you will be provided with a breadboard version of the above electronic system with Wn= 482 Hz (R = 33 k12 and C = 0.01 uF) R1 = 22k12 =
R1 HE R 1 C H R R FR2 in 3