one degree Kelvin.
It was restated by R.P. Bauman to include a term for the logarithm of the mass, while Saul Dushman demonstrated that it implied a universal thermionic emission constant which was later calculated by Bridgemann using this equation. It is only valid if the volume divided by the number of particles in the gas times the thermal wavelength cubed is greater than one because it obeys Maxwell-Boltzmann statistics. This equation's namesake constant is equal to this equation's value at ? one degree Kelvin. Deriving it requires the resolution of the Gibbs paradox and it allows for the expression of energy solely in terms of entropy and volume. For ten points, name this doubly eponymous equation used to calculate the entropy of a monatomic ideal gas.
It was restated by R.P. Bauman to include a term for the logarithm of the mass, while Saul Dushman demonstrated that it implied a universal thermionic emission constant which was later calculated by Bridgemann using this equation.
{Sackur}-{Tetrode} equation