Help: The thermal expansion coefficient of spring.

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Discussion Overview

The discussion revolves around the thermal expansion coefficient of springs compared to slabs made of the same material. Participants explore whether the coefficient is the same for both geometries and discuss the implications of temperature changes on their lengths.

Discussion Character

  • Exploratory, Conceptual clarification

Main Points Raised

  • One participant questions whether the thermal expansion coefficient of a spring is the same as that of a slab made from the same material.
  • Another participant asserts that the thermal expansion coefficient is a material property, independent of sample size and geometry.
  • A further inquiry is made about the lengths of a spring and a slab being equal at one temperature and whether they remain equal at a different temperature.
  • A response indicates that if both are unconstrained, they would remain equal in length when the temperature changes.

Areas of Agreement / Disagreement

Participants generally agree on the independence of the thermal expansion coefficient from geometry, but the discussion about the lengths remaining equal under temperature changes is contingent on the condition of being unconstrained.

Contextual Notes

The discussion does not clarify the specific conditions under which the lengths are considered equal or the assumptions regarding constraints on the spring and slab.

leo.yl.zhang
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Hi, everyone.
I am just curious about the following question:
Does the thermal expansion coefficient of a spring be the same as a slab with the same material?
Thanks very much.
 
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Hi leo.yl.zhang, welcome to PF. The thermal expansion coefficient is a material property, so it's independent of sample size and geometry. Does this answer your question?
 
Yeah, thank you Mapes.
Here is another question:
If the lengths of a spring and a slab with the same material are equal at teperature T1, when the temperature changes to T2, the lengths still are equal. Is that correct?
 
As long as they're unconstrained, yes.
 
Got it.
Thanks a billion.
 

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