For a parabolic dispersion relation in three-dimensions, the resulting density of states is proportional to this nonlinear function of the energy.
For a parabolic dispersion relation in three-dimensions, the resulting density of states is proportional to this nonlinear function of the energy. For sodium chloride, the molar solubility is equal to this function of the solubility product constant. Graham's law gives the rate of (*) effusion as proportional to the reciprocal of this function of the molar mass. The length of a vector is this function of the sum of the squares of each coordinate point, and Pythagoras discovered that this function applied to two is irrational. This function is equivalent to the one-half power. For 10 points, name this function that is the inverse of the square.
For a parabolic dispersion relation in three-dimensions, the resulting density of states is proportional to this nonlinear function of the energy.
square root function (accept one-half power before read)