In control theory as well as in stability theory, root locus analysis (RLA) is a graphical method for checking how roots of a system change when there is variation of a certain system parameter, usually ‘gain’ in a feed-back system.

The root locus method is generally known as a graphical method and is used to analyse the position of closed loop poles. It offers the possibility and ability to combine in the complex plane, the required dominant pair of poles with root locus of the fixed part of the loop; and to de-form the root locus by adding zeros and poles in such a way that 2 of the branches traverse through the desired dominant pair of poles, at gain K0. You can take a look at Root Locus Problem page to know more about this topic.

Besides Root Locus Design Assignment Help, we also offer MATLAB project help on a host of other topics. Some of them which are related to Root Locus Design are mentioned below:

  • Root Locus Editor
  • Choosing a Value of K from the Root Locus
  • Compensator Gain
  • Closed-Loop Poles
  • Root Locus Graphical Tuning
  • Edit Compensator Dynamics
  • Transfer Function: Plotting Root Locus
  • Edit Selected Dynamics
  • Bode Diagram Design
  • Add Poles to Compensator
  • Nichols Plot Design
  • Using SISOTOOL for Root Locus Design
  • Control System Designer Tuning Methods
  • Open Control System Designer
  • Input output (I/O) Step Response
  • Closed Loop Response

Students who would like to contact us for Root locus design homework help should know these aforementioned important concepts to gain more clarity on what is required.

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