Semiclassical corrections to a regularized Schwarzschild metric

A regular form of the Schwarzschild geometry is proposed. It is more suitable for application in microphysics because the source mass comes out both as a Schwarzschild radius and the Compton wavelength of the mass $m$. The Komar energy equals $m{c}^2$ in the classical situation ($\mathrm{\hslash }=0$).