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Determine the values of s for a resistance of 800 N. Create a vector of values for Rranging from 100 to 1000 N and evaluate s. Refine your values of Runtil you find the approximate size of resistor that yields a pure real value of s. Describe the effect on sas Rincreases in

Determine the values of s for a resistance of 800 N. Create a vector of values for Rranging from 100 to 1000 N and evaluate s. Refine your values of Runtil you find the approximate size of resistor that yields a pure real value of s. Describe the effect on sas Rincreases in

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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The response of circuits containing resistors, inductors and capacitors depends upon the relative values of the resistors and the way they are con- nected. An important intermediate quantity used in describing the response of such circuits is s. Depending on the values of R, L, and C, the values of s will be either both real values, a pair of complex values, or a duplicated value. R C=1 µF L=100 mH Figure P2.9 Series circuit. The equation that identifies the response of a particular series circuit (Figure P2.9) is R 2L 2L LC (a) Determine the values of s for a resistance of 800 0. (b) Create a vector of values for Rranging from 100 to 1000 0 and evaluate s. Refine your values of Runtil you find the approximate size of resistor that yields a pure real value of s. Describe the effect on s as Rincreases in value. Hint: 1 µF = le-6F 1 mH = le-3H
Transcribed Image Text:The response of circuits containing resistors, inductors and capacitors depends upon the relative values of the resistors and the way they are con- nected. An important intermediate quantity used in describing the response of such circuits is s. Depending on the values of R, L, and C, the values of s will be either both real values, a pair of complex values, or a duplicated value. R C=1 µF L=100 mH Figure P2.9 Series circuit. The equation that identifies the response of a particular series circuit (Figure P2.9) is R 2L 2L LC (a) Determine the values of s for a resistance of 800 0. (b) Create a vector of values for Rranging from 100 to 1000 0 and evaluate s. Refine your values of Runtil you find the approximate size of resistor that yields a pure real value of s. Describe the effect on s as Rincreases in value. Hint: 1 µF = le-6F 1 mH = le-3H
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