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82篇 您的检索式：作者名="SMEREKA P"

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	题名	作者	年代	出处	被引量
1	A variational formulation for a level set representation of muhiphase flow and area preserving curvature flow 显示文摘	Esodoglu S Smereka P	2008	Communication Math Science2008，6，1：	1
2	Oscillatory instability of traveling waves for a KDV-Burgers equation显示文摘	PEC O P L SMEREKA P WEINSTEIN M I	1993	Physical D1993，67，13：	1
3	Simulation of Faceted Film Growth in Three Dimensions:Microstructure, Morphology and Texture显示文摘	Smereka P Li X Q Russo G	2005	Acta Materialia2005，53，4：	1
4	A level set approach to computing solutions to incompressible two-phase flow显示文摘	Sussman M Smereka P Osher S	1994	J Comp Phys1994，114，1：	1
5	A le-vel set approach for computing solutions to incompressible two-phase flow显示文摘	Smereka P Osher S	1994	Journal of Computational Physics1994，114，1：	1
6	A level set approach for computing solutions to incompressible two-phase flow显示文摘	Sussman M Smereka p Osher S	1994	Journal of Computational Physics1994，114，：	1
7	A numerical study of transi- ent mixed convection flows in a thermal storage tank显示文摘	A M C Chan P S Smereka D Guisti		0，，：	1
8	A level set approach for computating solutions to incompressible two-phase {low 显示文摘	Sussman M Smereka P Osher S	1994	Journal of Computational Physics1994，114，1：	1
9	Oscillatory instability of traveling waves for a KdV-Burgers eqution显示文摘	PEGO P L SMEREKA P WEINSTEIN M I	1993	Physical D1993，67，123：	1
10	A level set approach for computing solutions to incompressible two-phase flow 显示文摘	Sussman M Smereka P Osher S	1994	Journal of Computation Physics (S0021-9991)1994，114，1：	1
11	A level set approach for computing solutions to incompressible two-phase flow 显示文摘	Sussman M Smereka P Osher S	1994	Journal of Computational Physics1994，114，：	1
12	An improved level set method for incompressible two-phase flows显示文摘	SUSSMAN M FATEMI E SMEREKA P	1998	Computers & Fluids1998，27，56：	1
13	A remark on computing distance functions显示文摘	Russo G Smereka P	2000	Journal of Computational Physics2000，163，：	1
14	A level set approach for computing solution to incompressible two-phase flow显示文摘	SUSSMAN M SMEREKA P OSHER S	1994	J Comput Phys1994，114，：	1
15	A remark on computing distance functions 显示文摘	Russo G Smereka P	2000	Journal of Computational Physics2000，163，1：	1
16	A level set method for computing solutions to incompressible two-phase flow 显示文摘	Sussman M Smereka P Osher S	1994	Journal of Computational Physics1994，119，：	1
17	显示文摘	Giovanni R Smereka P	2000	Society of Industrial and Applied Mathematics2000，6，：	1
18	A level set approach for computing solutions to incompressible two-phase flow显示文摘	Sussman M Smereka P Osher S	1994	Journal of Computational Physics1994，114，：	1
19	A level set method for computing solutions to incompressible two-phase flows 显示文摘	SUSSMAN M SMEREKA P OSHER S	1994	Journal of Computational Physics1994，114，1：	1
20	A level set approach for computing solutions to incompressible two-phase flow显示文摘	Sussman M Smereka P Osher S	1994	Journal of Computational Physics1994，114，：	1

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