《level set》.pdf

An Adaptive Level Set Approach For Incompressible Two-Phase Flows 1 Mark Sussman Department of Mathematics University of California Davis Davis, CA 95616 Ann S. Almgren John B. Bell Phillip Colella Louis H. Howell Michael L. Welcome Center for Computational Sciences and Engineering Lawrence Berkeley National Lab oratory, Berkeley, CA 94720 Key words and phrases: Incompressible, Two Phase Flow, Level Sets, Adaptive Mesh Renement. 1991 Mathematics Subject Classication: 65M06, 76D05, 76T05. 1 Supp ort for this work was provided by the Applied Mathematical Sciences Program and the HPCC Grand Challenge Program of the DOE Oce of Mathematics, Information, and Computational Sciences under contract DE-AC03-76SF00098. The rst author was also supp orted in part by contract DE-FG03- 95ER25271 from the U.S. DOE Oce of Energy Research Mathematical, Information and Computational Sciences (MICS) program and an Advanced Scientic Computing Initiative (ASCI) grant from the Los Alamos National Lab oratory. 1 Prop osed Running Head: Adaptive Level Set Approach in Two Phase Flow Please send pro ofs to: Mark Sussman Department of Mathematics University of California, Davis Davis, CA 95616 Fax: 916-752-6635 Email: sussman@math.ucdavis.edu