Thermal expansion
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- Expansivity redirects to here. See also expansivity (dynamical systems).
For solid materials with a significant length, like rods or cables, the an estimation of amount of thermal expansion can be described by the [\frac\epsilon_] ratio of strain:
- [\epsilon_ = \frac - L_)} }]
Most solids have an inverse thermal expansion relationship with temperature:
- [\epsilon_ \propto \frac]
- [\frac \epsilon_ = \alpha \Delta T]
- [\frac\Delta T = (T_ - T_)]
- [\frac\alpha ] is the coefficient of thermal expansion in inverse kelvins.
- [\frac\Delta T ] is the difference of the temperature between the two recored strains, measured in celsius or kelvin.
In materials engineering, the three primary types of materials have well defined rates of expansion. Polymers expand as much as 10 times more than metals, which expand more than ceramics. Thermal expansion generally increases with bond energy. See PVT relation.
In general, liquids expand more than solids, and gases expand more than liquids. This is due to the relative amount of energy contained in the molecules in each state. When things expand, they take up more space as they are moving around more vigorously, not because the molecules themselves are growing in size.
Heat-induced expansion has to be taken into account for many structures such railways and bridges, without the use of expansion joints the structures may buckle. Similar techniques are applied in buildings, water pipes, and road construction.
This phenomenon can be beneficial as well, and is used in techniques like shrink-fitting.
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