Abstract
The equations of motion for a nuclear fluid are transformed into an effective single-particle Schrödinger equation with self-interactions. This transformation is particularly useful for numerical applications, because the Weizsäcker corrections, which cause numerical instabilities in computationswithin the fluid-dynamical picture, are absorbed in the kinetic energy term of the effective Schrödinger equation. In applications to the motion and collision of nuclear slabs the numerical treatment of the nuclear fluid by the effective Schrödinger equation is proven to be stable and accurate.
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