4. We replace the series RLC with a 4th order circuit shown below. This is also...
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4. We replace the series RLC with a 4th order circuit shown below. This is also a bandpass filter with a center frequency of approximately 10MHz. Using Laplace methods, find numerical expressions (4 significant figures) for Vou (1) for the following input signals. Simulate the results using LTspice. Using MATLAB, plot v (1) and on separate axes plot your analytic results and LTSpice simulations on an appropriate time scale. v (t)=[lu(t)-lu(t-lus)] b. v v. (1)=[{1x10° ™]tu (1)-({1x10° ™)(1-1μ5)u(1-1,µ15)] sec a. sec C. c. v. (1)= [(IV) cos(27 (10MHz)t) + (10V) cos (27 (500KHz)t)]u (1) d. Comment on the performance differences you can observe between the circuit in problem 3 vs. problem 4. Rs C₁ L₁ M Im Vg(t) C₂: R₁ Vout R = 5002= R₁ = 50 C₁=45.47 pF L = 5.627 uH C₂ = 2.251nF L₂=113.7nH 4. We replace the series RLC with a 4th order circuit shown below. This is also a bandpass filter with a center frequency of approximately 10MHz. Using Laplace methods, find numerical expressions (4 significant figures) for Vou (1) for the following input signals. Simulate the results using LTspice. Using MATLAB, plot v (1) and on separate axes plot your analytic results and LTSpice simulations on an appropriate time scale. v (t)=[lu(t)-lu(t-lus)] b. v v. (1)=[{1x10° ™]tu (1)-({1x10° ™)(1-1μ5)u(1-1,µ15)] sec a. sec C. c. v. (1)= [(IV) cos(27 (10MHz)t) + (10V) cos (27 (500KHz)t)]u (1) d. Comment on the performance differences you can observe between the circuit in problem 3 vs. problem 4. Rs C₁ L₁ M Im Vg(t) C₂: R₁ Vout R = 5002= R₁ = 50 C₁=45.47 pF L = 5.627 uH C₂ = 2.251nF L₂=113.7nH
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a vit ut uts Step 1 Find the Laplace Transform of the Input Signal The Laplace transform of the inpu... View the full answer
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Signals and Systems using MATLAB
ISBN: 978-0128142042
3rd edition
Authors: Luis Chaparro, Aydin Akan
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