How to use
Linear thermal expansion estimates a material’s length change when its coefficient α can be treated as constant over the temperature range.
- Enter initial length.
- Enter α in ×10⁻⁶/K.
- Enter signed ΔT.
- Review ΔL and final length.
How it is calculated
ΔL=αL₀ΔT; L=L₀+ΔL
Example
Example: 1 m with α=12×10⁻⁶/K heated by 50 K expands by 0.0006 m, or 0.6 mm.
Important notes
α can vary with temperature, direction and material; this linear model does not include mechanical restraint.
Frequently asked questions
K or °C for ΔT?
A temperature difference has the same numeric size in K and °C.
Can ΔL be negative?
Yes for contraction.
Is this volumetric expansion?
No, linear only.