English expression - not stacionary heat flux

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SUMMARY

The discussion centers on the concept of "steady state" in the context of heat flux experiments involving periodic temperature changes. When a sample is heated with a temperature that varies as a sine function over time, the heat response stabilizes after several cycles, indicating that the system has reached a steady state. This term is crucial in physics, particularly in the study of harmonic oscillators and electric circuits, where the response becomes complex but remains periodic.

PREREQUISITES
  • Understanding of heat flux measurement techniques
  • Familiarity with sine wave functions and periodic signals
  • Knowledge of steady state and transient response concepts in physics
  • Basic principles of harmonic oscillators and electric circuits
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  • Study the mathematical modeling of harmonic oscillators
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Researchers, physicists, and engineers involved in thermal analysis, heat transfer studies, and those working with oscillatory systems will benefit from this discussion.

lesy1
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Hi,
I am doing an experiment. I am heating a sample and changing a temperature on one surface of the sample as a sine function of time. Measuring heat flux I am trying to predict heat response of the sample. After some sine cycles heat response is in every next sine cycle the same. How do you call such response? (If it had constant values it would be stationary, but in this case values repeat with periode 2*pi).
Regards
 
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You would say that the system has reached a steady state, in which it has a response periodic in time.

In physics, saying that a system has reached its steady state, means that you've given it enough time to settle down and for any transient responses to die out. If you drive the system with some input signal, it will eventually conform to follow that signal somewhat.

You'll see the term used extensively in the study of harmonic oscillators and electric circuits, though the steady state responses there become much more complicated then simply following the input signal. :)
 

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