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Consider the two-port network shown with n = 7, R 7k and C 7μF. a. Determine the hybrid [h] and impedance [z] parameters (as functions of s; hint: each hybrid parameter is a first order transfer function). MI Ib [h]: [2] = S2 Ω S2 1:n R mva S2

Consider the two-port network shown with n = 7, R 7k and C 7μF. a. Determine the hybrid [h] and impedance [z] parameters (as functions of s; hint: each hybrid parameter is a first order transfer function). MI Ib [h]: [2] = S2 Ω S2 1:n R mva S2

Introductory Circuit Analysis (13th Edition)
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
Section: Chapter Questions
Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...
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Consider the two-port network shown with n = 7, R = 7kN and C= 7μF. a. Determine the hybrid [h] and impedance [2] parameters (as functions of s; hint: each hybrid parameter is a first order transfer function). Ib [h] = [z] MI 볼 수 is Ω Ω Ω V1 1:n b. For sources i, (t) = 9cos (800t)mA and v, (t) = 5u(t)V, compute v₁ (t) and 2 (t) (Hint: use superposition on the result from part (a), using phasor domain analysis for one part and Laplace domain analysis for the other). R MV₂ 1:n с 40 [Note: For the sinusoidal portion of the answer, enter angle in radians instead of degrees. Also, for the Heaviside function, use "u(t)".] v₁ (t) = V i₂ (t) = mA R V₂ +
Transcribed Image Text:Consider the two-port network shown with n = 7, R = 7kN and C= 7μF. a. Determine the hybrid [h] and impedance [2] parameters (as functions of s; hint: each hybrid parameter is a first order transfer function). Ib [h] = [z] MI 볼 수 is Ω Ω Ω V1 1:n b. For sources i, (t) = 9cos (800t)mA and v, (t) = 5u(t)V, compute v₁ (t) and 2 (t) (Hint: use superposition on the result from part (a), using phasor domain analysis for one part and Laplace domain analysis for the other). R MV₂ 1:n с 40 [Note: For the sinusoidal portion of the answer, enter angle in radians instead of degrees. Also, for the Heaviside function, use "u(t)".] v₁ (t) = V i₂ (t) = mA R V₂ +
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