Linear Thermal Expansion of a Meter Stick

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SUMMARY

The discussion focuses on the linear thermal expansion of a meter stick, specifically a 50-meter steel meter stick. It confirms that the formula for calculating the new length due to thermal expansion, given by L = L0(1 + αΔT), applies uniformly across any segment of the meter stick. Therefore, for a segment from 0 to 10 meters, the new length can be calculated using 10(1 + αΔT), where α represents the coefficient of linear expansion and ΔT is the change in temperature.

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Ibraheem
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Hello,

If a thermal linear expansion happens to a meter stick, for instance a 50 m steel meter stick, the new length would be 50(1+(coefficient of expansion )(ΔT)). My question is would this also work if we choose different segment of the meter stick?For example, Can the new length for the part from 0 to 10m of the meter stick be shown by 10(1+(coefficient of expansion )(ΔT))?
 
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(I assume you meant 0-10cm)

Yes, thermal expansion is a fraction of initial length, regardless of what segment you are looking at.
 
russ_watters said:
(I assume you meant 0-10cm)
He has a 50 meters long "meter stick". :wink:
 

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