expansion coefficient

In addition, the difference of their thermal expansion coefficient is also small.

You will have to figure out your most useful way to think about this variable expansion coefficient.

The above example assumes that the expansion coefficient did not change as the temperature changed.

I have suggested that the Commission include an expansion coefficient in their calculations.

Steel has an expansion coefficient nearly equal to that of modern concrete.

For example, the thermal expansion coefficient increases by several hundred percent upon melting.

At exactly 3.98 degrees C, the thermal expansion coefficient of water is actually zero.

It will have a table containing thermal expansion coefficients for various metals.

Strong bonds result in higher melting temperatures and lower thermal expansion coefficients.

(see Relations between heat capacities) Where is the thermal expansion coefficient.

Subsequent measurements by other groups were however not able to reproduce their results, but rather found expansion coefficients similar to copper.

Alpha also stands for thermal expansion coefficient of a compound in physical chemistry.

Probably the expansion coefficient differs in this rain forest enough to make even properly set felt slip.

The following simple expressions are obtained for thermal expansion coefficient :

This leads to a recursive relationship for the expansion coefficients:

This is because the expansion coefficient of materials is generally temperature- dependent.

When this is diagonalized, the eigenvectors are chosen as the expansion coefficients.

Tungsten has the lowest expansion coefficient of metals and the highest melting point.

For a real-valued function f(t), and so one can cut the number of independent expansion coefficients in half.

It has a higher expansion coefficient than other materials, causing higher thermal stresses.

Yet another concern is the thermal expansion coefficient match of adjancent parts.

The expansion coefficient for the glassy state is roughly equivalent to that of the crystalline solid.

The expansion coefficients can then, in principle, be computed using the orthogonality relationships:

The expansion coefficient of his investment matched that of gold exactly, for example; anything else would solidify into the wrong size.

So the thermal expansion coefficient of all materials must go to zero at zero kelvin.