2007
DOI: 10.2172/923998
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A Finite-Difference Numerical Method for Onsager's Pancake Approximation for Fluid Flow in a Gas Centrifuge

Abstract: Onsager's pancake approximation is used to construct a simulation to model fluid flow in a gas centrifuge. The governing 6th order partial differential equation is broken down into an equivalent coupled system of three equations and then solved numerically. In addition to a discussion on the baseline solution, known problems and future work possibilities are presented.

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“…Gunzburger and Wood [77] solved the nonhomogenous Onsager model using a finite element method. Ribando [78] and more recently DeStadler [79] solved the homogeneous Onsager equations using a finite difference method.…”
Section: Onsager's Modelmentioning
confidence: 99%
“…Gunzburger and Wood [77] solved the nonhomogenous Onsager model using a finite element method. Ribando [78] and more recently DeStadler [79] solved the homogeneous Onsager equations using a finite difference method.…”
Section: Onsager's Modelmentioning
confidence: 99%