Consider a typical electrical circuit system shown in Figure 2. The circuit consisting of two resisters value R; and R: (ohm), a capacitance of value C (farad) and an inductance of value L (henry). The input is the supplied voltage V, and the output voltage is Vo. Viz R1 R2 Vo Figure 2 (). Apply Kirchhoff's voltage law or other principles to derive the input-output dynamic model equation. (1). Apply Laplace Transform to determine the model transfer function for the electrical system. (H). Estimate the transfer function for the following R; = (ohm) and R: = (ohm), L = (henry), and C = (farad) values. Task 4 R. (ohm) C (farad) (ohm) (henry) Note: Refer the Table for R1, R:, C and L values. 27 13 24

Consider a typical electrical circuit system shown in Figure 2. The circuit consisting of two resisters value R; and R: (ohm), a capacitance of value C (farad) and an inductance of value L (henry). The input is the supplied voltage V, and the output voltage is Vo. Viz R1 R2 Vo Figure 2 (). Apply Kirchhoff's voltage law or other principles to derive the input-output dynamic model equation. (1). Apply Laplace Transform to determine the model transfer function for the electrical system. (H). Estimate the transfer function for the following R; = (ohm) and R: = (ohm), L = (henry), and C = (farad) values. Task 4 R. (ohm) C (farad) (ohm) (henry) Note: Refer the Table for R1, R:, C and L values. 27 13 24

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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Concept explainers

Maximum power transfer theorem

A resistive load will consume maximum power from a network when the load resistance is equal to the resistance of the network as viewed from the open-circuit terminals, with all energy sources removed leaving only the internal resistances. Physicist Moritz von Jacobi introduced the maximum power transfer theorem in 1940. Therefore, this theorem is also known as Jacobi's law.

Question

100%

Consider a typical electrical circuit system shown in Figure 2. The circuit consisting of two
resisters value R, and R2 (ohm), a capacitance of value C (farad) and an inductance of value L
(henry).
The input is the supplied voltage V, and the output voltage is Vo-
viz
R1
Vi
R2
Vo
Figure 2
(1). Apply Kirchhoffs voltage law or other principles to derive the input-output dynamic
model equation.
(i). Apply Laplace Transform to determine the model transfer function for the electrical
system.
(i). Estimate the transfer function for the following R; = (ohm) and R2 = (ohm), L = (henry),
and C = (farad) values.
Task 4
R,
(ohm)
R:
(ohm)
C (farad)
(henry)
Note: Refer the Table for R1, R2, C and L values.
27
13
24
4
lellll

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