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分格式的英文

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  • cellular

例句与用法

  • Convergence rates of subdivsion schemes associated with inhomogeneous refinement equations
    与非其次细分方程相关的细分格式的收敛阶
  • However , the lack of force and the backward development prevent them from playing an impotent role in regulation on standard terms
    在我国,既要完善事前懈u制舢瓢口强郭规制的力度。第四部分格式条款效力删的非怖凋隧羟。
  • When gdb is configured for a particular environment , it understands debugging information in whatever format is the standard generated for that environment ; you may use either a gnu compiler , or other compilers that adhere to the local conventions
    当gdb为一个特别的环境配置好后,它识别这一环境中产生的标准的不分格式的调试信息;你既可以使用一个gnu的编译器,也可以使用遵循本地习惯的编译器。
  • Expressions in three kinds of perfectly matched layer ( pml ) absorbing boundary conditions is also given . second , the numerical theories of the auxiliary fields fdtd method is studied , including the stability of the differential equations and the numerical dispersive relationship . the stability of two kinds of differential formulations and three kinds of pml is compared , using a straight method depending on the pmax - t graph
    更进一步,研究了辅助场fdtd方法的数值理论,对其微分方程、差代方程的稳定性进行了分析,比较了有耗媒质中的两种差分格式和三种理想匹配层中的差分格式的稳定性,提出了一种通过p _ ( max ) - t曲线判定稳定性并求出稳定性条件的直观方法,并导出了该方法的色散关系式。
  • In chapter three , after introduced the method of fdtd in electromagnetic computing , we study the dispersion of several 2 order fdtd methods deducing from the difference for space and time variables by fourier theory . result show that the dispersion deduced by space - difference can be modified by the time - difference
    接着本文用傅立叶分析的方法研究了空间差分和时间差分格式以及二者联合时的数值色散误差特性,通过对几种2阶格式的研究和比较,指出了yee格式fdtd是2阶格式中的最佳fdtd方法。
  • But few papers have numerical research of the problem . the present paper deals with the numerical solution by means of stabilized finite element methods . that g / l - s finite element discrete form is used in this paper has the following reasons : ( 1 ) a g / l - s stabilized finite element method does n ' t request bb condition come into existence ; ( 2 ) paper [ l ] is an successful application of the g / l - s method [ 5 ] to n - s equations and its altrenative [ 6 ] to nonlinear equations ; ( 3 ) compared with n - s equations , the stationary dissymmetry flow equations are more complicated which increases the difficulties of theory and numerical analysis ; ( 4 ) the mix variational form is educed and existence and uniqueness of the solution are proved
    本文之所以采用galerkin /最小平方法有如下原因: ( 1 ) g / l - s稳定化有限元方法,它不要求bb条件成立,该方法应用到流体等线性问题上已经取得了很大成功,而对非线性问题却研究很少; ( 2 )文章[ 1 ]是galerkin /最小平方法[ 6 ]在n - s方程及[ 8 ]在非线性方程上地应用,已经取得了一定成功; ( 3 )与文章[ 1 ]中n - s方程组相比而言,定常非对称流动方程组增多了方程( 1 . 3 ) ,因此理论和数值分析难度进一步增大; ( 4 )本文从有限元角度分析,导出了问题的混合变分格式,证明了定常非对称流动方程变分格式解的存在唯一性。
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