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Problem seven Using Routh- Hurwitz array, determine the range of K for a stable system for characteristic equations shown below. 2 S²₁+ KS²³² + 105 + 25 +10=0 S²³² + KS²³² +2KS +6=0

Problem seven Using Routh- Hurwitz array, determine the range of K for a stable system for characteristic equations shown below. 2 S²₁+ KS²³² + 105 + 25 +10=0 S²³² + KS²³² +2KS +6=0

Introductory Circuit Analysis (13th Edition)
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN:9780133923605
Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
Chapter1: Introduction
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Problem 7
Setermine the stability of the following characteristic equations using Routh- Hurwitz array. 867= 354 +65 +55+S+10=0 819 = 5²³4453² +65+12=0 10 10 Problem seven Using Routh- Hurwitz array, determine the range of K for a stable system for characteristic equations shown below. S²4 +KS²³² + 105³² 105²+25+10=0 5³³+ KS²³² +2KS +6=0 Problem eight. Determine and sketch the root locus for the followin characteristic equation. K (S+3)
Transcribed Image Text:Setermine the stability of the following characteristic equations using Routh- Hurwitz array. 867= 354 +65 +55+S+10=0 819 = 5²³4453² +65+12=0 10 10 Problem seven Using Routh- Hurwitz array, determine the range of K for a stable system for characteristic equations shown below. S²4 +KS²³² + 105³² 105²+25+10=0 5³³+ KS²³² +2KS +6=0 Problem eight. Determine and sketch the root locus for the followin characteristic equation. K (S+3)
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