Difference between revisions of "Frequency Domain Analysis"
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−  {{chheaderChapter 7  Transfer FunctionsChapter 8  Loop AnalysisChapter  +  {{chheaderChapter 7  Transfer FunctionsChapter 8  Loop AnalysisChapter 9  PID Control}} 
In this chapter we study how how stability and robustness of closed loop systems can be determined by investigating how signals propagate around the feedback loop. The Nyquist stability theorem is a key result that provides a way to analyze stability and introduce measures of degrees of stability.  In this chapter we study how how stability and robustness of closed loop systems can be determined by investigating how signals propagate around the feedback loop. The Nyquist stability theorem is a key result that provides a way to analyze stability and introduce measures of degrees of stability.  
Revision as of 15:10, 6 November 2005
Prev: Chapter 7  Transfer Functions  Template:Ch:Chapter 8  Loop Analysis  Next: Chapter 9  PID Control 
In this chapter we study how how stability and robustness of closed loop systems can be determined by investigating how signals propagate around the feedback loop. The Nyquist stability theorem is a key result that provides a way to analyze stability and introduce measures of degrees of stability.
Textbook ContentsChapter 8  Loop Analysis (6 Nov 05) (pdf, 6nov05)

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