The thesis introduces Biot, the French famous Physicist in the 19~ th century and his science achievements.
文章介绍的是法国19世纪著名的物理学家毕奥(JeanBaptist Biot, 1774—1862)及他的科学成就.
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The proportionality constant M is provided and its variation with geometry and Biot number ( ? ? ) is discussed.
文中提供了比例常数M的值,讨论了M随几何形状和Biot数 ( β ) 的变化.
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Biot ( 1956 ) established a fundamental theory of acoustic wave propagation through a fluid saturated porous elastic medium.
1956年Biot提出流体饱和多孔介质声传播理论,奠定了该声学分支的理论基础.
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Biot - Savart Law: the magnetostatic field produced by a steady current.
毕奥.萨伐尔定律: 匀速移动的电荷产生静态磁场.
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The expressions in simultaneous form of the generalized Coulomb and Biot - Savart laws are presented.
把广义库仑定律和毕 - 萨定律表示成了同时形式,以期有助于拓展它们的应用.
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Moreovere , static Biot's equation can be obtained as a special case of the dynamic consolidation equations.
此外, 比奥静力固结方程可作为动力固结方程的特例而得到.
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Firstly , two - dimensional u ~ U and u ~ p finite element programs were developed in Compaq Visual Fortran 6.6 environment.
基于CompaqVisualFortran6.6环境, 开发了二维广义Biot理论 u~U与u~p形式有限元数值求解程序.
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