Engineering Block Diagram Reduction - Control System

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SUMMARY

The discussion focuses on the process of block diagram reduction in control systems, specifically addressing the reduction of three feedback loops. Participants emphasize the importance of starting the reduction from the rightmost summing point. The conversation highlights the necessity of following established procedures rather than shortcuts, reinforcing the integrity of the control system analysis process.

PREREQUISITES
  • Understanding of control system feedback loops
  • Familiarity with block diagram representation
  • Knowledge of summing point operations
  • Basic principles of system stability analysis
NEXT STEPS
  • Research techniques for block diagram reduction in control systems
  • Learn about feedback loop stability and its impact on system performance
  • Explore software tools for simulating control systems, such as MATLAB/Simulink
  • Study advanced control theory concepts, including PID control and root locus methods
USEFUL FOR

Control system engineers, students in engineering disciplines, and professionals involved in system design and analysis will benefit from this discussion.

ldlchds
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Homework Statement
Reduce the block diagram to the canonical form:
Relevant Equations
Am I moving right? I am not sure. Do you have any idea how should I do?
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You are on the right track.
You are now left with three feedback loops in the diagram. Reduce them one by one, starting from the rightmost summing point.
 
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Okay, delete please this post.I solved.Thanks
 
ldlchds said:
Okay, delete please this post.I solved.Thanks
LOL, no. That's not how the PF works. This is not "cheating.com"

Thread locked.
 
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