Abstract
The authors discuss two expressions for the density of kinetic energy, which differ by an integration by parts. the Wigner transform they show that the arithmetic mean of these two terms is closely analogous to the classical value. Harmonic oscillator wavefunctions are used to illustrate the radial dependence of these expressions. They study the differences they induce through effective mass terms when performing self-consistent calculations.
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More From: Journal of Physics G: Nuclear and Particle Physics
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