Linear Thermal Expansion of a Meter Stick

AI Thread Summary
Thermal linear expansion applies uniformly across any segment of a meter stick, meaning the formula for expansion can be applied to any portion, such as from 0 to 10 cm. The new length of a segment can be calculated using the same principle: the initial length multiplied by one plus the product of the coefficient of expansion and the change in temperature. This principle holds true regardless of the segment's size. The discussion clarifies that the formula is applicable to both the entire stick and its individual segments. Understanding this concept is essential for accurate measurements in varying temperatures.
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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