Given a 2nd order system response, how to get equation ?

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SUMMARY

This discussion focuses on deriving the equation for a second-order system response represented in the time domain and converting it into the s-domain. The user seeks guidance on modeling this system mathematically based on a provided graph. Key considerations include understanding the specific system context and the stimulus that generated the time-domain response. Engaging with the community for insights on graph interpretation and mathematical modeling is essential for accurate equation development.

PREREQUISITES
  • Understanding of second-order system dynamics
  • Familiarity with Laplace transforms and s-domain analysis
  • Ability to interpret time-domain response graphs
  • Knowledge of system stimuli and their effects on response
NEXT STEPS
  • Study Laplace Transform techniques for converting time-domain functions to s-domain
  • Research methods for identifying system parameters from time-domain graphs
  • Explore second-order system response characteristics, such as damping ratio and natural frequency
  • Learn about system identification techniques for modeling dynamic systems
USEFUL FOR

Control engineers, system dynamicists, and students in engineering fields who are involved in modeling and analyzing second-order systems.

integralx2
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I have a 2nd order system response on a graph. How would I go about this to develop the equation that models this system in s- domain when its graphed in time domain like I have ?
 
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integralx2 said:
I have a 2nd order system response on a graph. How would I go about this to develop the equation that models this system in s- domain when its graphed in time domain like I have ?

Welcome to the PF.

What is the context of the question? What is the system? Can you post the graph? What was the stimulus to create this time domain response graph?
 

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