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24篇 您的检索式：作者名="Meleshko V"

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	题名	作者	年代	出处	被引量
1	Generation of topologicalchaos in the stokes flow in a rectangular cavity 显示文摘	Meleshko V V Kurylko O B Gourjii A A	2012	Journal ofMathematical Sciences2012，185，6：	1
2	Stokes flow in a rectangular with cylinder显示文摘	Galaktionov O S Meleshko V Peters G W M Meijer H E H	1999	Fluid Dynam- ics Research1999，24，：	1
3	Three-dimensional Mixing in Stokes Flow:the Parti- tioned Pipe Mixer Problem Revisited 显示文摘	Meleshko V V Galaktionov O S Peters G W M	1999	European Journal of Mechanics-B/fluids1999，18，5：	1
4	Mixing in Stokes Flow in an Annular Wedge Cavity 显示文摘	Krasnopolskaya T S Meleshko V V Peters G W M	1999	European Journal of Mechanics-B/flu- ids1999，18，5：	1
5	Stokes Flow in a Rectangular Cavity with a Cylinder 显示文摘	Galaktionov O S Meleshko V V Peters G W M	2005	Fluid Dynamics Research2005，24，2：	1
6	Steady Stokes flow in an annular cavity显示文摘	KRASNOPOLSKAYA T S MELESHKO V V PETERS G W M	1996	Quarterly Journal of Mechanics and Applied Mathematics1996，49，：	1
7	Mixing in Stokes flow in an annular wedge cavity显示文摘	KRASNOPOLSKAYA T S MELESHKO V V PETERS G W M	1999	European Journal of Mechanics - B/Fluids1999，18，：	1
8	Bacillus subtilis influence on rumen microbial consor- tium and and host digestion显示文摘	Ushakova N A Nekrasov R V Meleshko N A	2013	Mikrobiologiia2013，82，4：	1
9	Rearrangements of IgH, TCRD and TCRG genes as clonality marker of childhood acute lymphoblastic leukemia 显示文摘	MELESHKO A N LIPAY N V STASEVICH I V	2005	Exp Oncol2005，27，4：	1
10	Steady Stokes flow in a rectangular cavity显示文摘	Meleshko V D	1996	Proc R Soc Lond A1996，452，：	1
11	Biharmnic problem in a rectangle显示文摘	Meleshko V V	1998	Applied Scientific Reaearch1998，58，：	1
12	The effect of space flight factors on the pigment system of one-celled Algae 显示文摘	MELESHKO G I ANTONYAN A A SYCHEV V N	1991	USSR Space Life Sci Digest1991，31，：	1
13	Stokes flow in a rectangular with cylinder显示文摘	Galaktionov O S Meleshko V V Peters G W M Meijer H E H	1999	Fluid Dynamics Research1999，24，：	1
14	On the complete group classification of the reaction- diffusion equation with a delay 显示文摘	MELESHKO S V MOYO S	2008	J Math Anal Appl2008，338，：	1
15	On definition of an admitted Lie group for functional differential equations显示文摘	TANTHANUCH J MELESHKO S V	2004	Commun Nonlinear Sci Numer Simul2004，9，1：	1
16	Mixing in Stokes flow in an annular wedge cavity 显示文摘	Krasnopolskaya T S Meleshko V V Peters G W M	1999	European Journal of Mechanics-B/Fluids1999，18，5：	1
17	On the complete group classification of the reaction-diffusion equation with a delay显示文摘	MELESHKO S V MOYO S	2008	J Math Anal Appl2008，338，1：	1
18	Steady Stokes flow in an annular cavity显示文摘	KRASNOPOLSKAYA T S MELESHKO V V PETERS G W M	1995	The Quarterly Journal of Mechanics and Applied Mathematics1995，49，4：	1
19	Investigation of the kinetics of chemical imidization显示文摘	Koton M M Meleshko T K Kudryavtsev V V	1982	Polym Sci USSR1982，24，4：	1
20	Two-Dimensional Stokes flow in a semicircle显示文摘	MELESHKO V V GOMILKO A M	2000	International Journal of Fluid Mechanics Research2000，27，1：	1

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