System Analysis - Simplifying with Transfer Functions

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SUMMARY

The discussion focuses on simplifying system analysis using transfer functions, specifically addressing a homework problem involving Laplace transforms and block diagram simplification. The participant confirmed that their derived transfer function is correct, despite an error in the diagram where two values were incorrectly positioned. The key takeaway is the importance of verifying transfer functions through peer review to ensure accuracy in system analysis.

PREREQUISITES
  • Knowledge of Laplace transforms
  • Understanding of block diagram simplification
  • Familiarity with transfer functions
  • Basic principles of system dynamics
NEXT STEPS
  • Study advanced techniques in Laplace transform applications
  • Explore methods for verifying transfer functions in control systems
  • Learn about block diagram reduction techniques
  • Investigate the use of simulation tools for system analysis
USEFUL FOR

Students in engineering disciplines, particularly those studying control systems, system dynamics, or anyone involved in analyzing and simplifying transfer functions in system analysis.

ConnorM
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Homework Statement


Sorry for the pictures, I'd normally write out the problem but it is mostly diagrams.
Question and work attached. I am looking for help with part (a) right now, the transfer function I obtain is shown at the end of my work.

Homework Equations


Knowledge of Laplace transforms
Knowledge to simplify a block diagram

For Connor2.JPG the second diagram I drew there is an error. The 5 and 3 should switch spots like they were in the diagram above it.
 

Attachments

  • Connor2.JPG
    Connor2.JPG
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  • Connor.PNG
    Connor.PNG
    14.9 KB · Views: 457
  • Connor3.JPG
    Connor3.JPG
    15.4 KB · Views: 436
Last edited:
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What is your question?
You have solved the task (including part a) - and the result is correct.
 
  • Like
Likes   Reactions: donpacino
I just wasn't sure if what I had done was correct. So I wanted to get someone else to look at it.
Thanks!
 

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