نتایج جستجو برای: surface tension

تعداد نتایج: 683760  

Journal: :Physica A: Statistical Mechanics and its Applications 1982

Journal: :Journal of Dispersion Science and Technology 1998

Journal: :Proceedings of the Physical Society of London 1911

زال, فرهاد, احمدی خلجی, احمد , طهماسبی, زهرا ,

Based on field observations, tourmalines in Mashhad leucogranites are divided into nodules and dendritic. Fractal geometry is a tool for measuring of irregular shapes. Based on the square method, that is one of the tools of fractal geometry; between fractal dimension and irregular shapes is a direct relationship. Therefore, objects with further irregularities have larger fractal dimension. Tour...

1981
Charles RADIN

The fundamental mechanisms causing crystalline symmetry in matter at low temperature and pressure are not yet understood’), though there has been some recent progress”‘4. In particular in”,“) we considered two-dimensional models of particles interacting through a two body force consisting of a hard core and short range attraction (modelling a molecular force). One expects the ground state of su...

2013
S. Sarkar R. Mahapatra

Surface tension of a osteoblast cell in a micro chip is analysed. The effects of electrical pulse, electrode configuration ,micro channel dimension and specific property of suspension media on cell surface tension of osteoblast cell, were investigated. The effective surface tension of outer layer is exposed at micro scale pulse but for inner layer it is in peco scale pulse although pulse interv...

2006
JALAL SHATAH CHONGCHUN ZENG

In this paper we derive estimates to the free boundary problem for the Euler equation with surface tension, and without surface tension provided the Rayleigh-Taylor sign condition holds. We prove that as the surface tension tends to zero, when the Rayleigh-Taylor condition is satisfied, solutions converge to the Euler flow with zero surface tension.

پایان نامه :وزارت علوم، تحقیقات و فناوری - دانشگاه گیلان - دانشکده علوم پایه 1386

چکیده ندارد.

2008
MEI MING ZHIFEI ZHANG

In this paper, we prove the local well-posedness of the water wave problem with surface tension in the case of finite depth by working in the Eulerian setting. For the flat bottom, as surface tension tends to zero, the solution of the water wave problem with surface tension converges to the solution of the water wave problem without surface tension.

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