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   双曲型偏微分方程 的翻译结果: 查询用时:2.115秒
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      双曲型偏微分方程     
相关语句
  hyperbolic partial differential equation
     ON UNIQUENESS THEOREM FOR HYPERBOLIC PARTIAL DIFFERENTIAL EQUATION u_(xy)=f(x,y,u)
     关于双曲型偏微分方程u_xy=f(X,y,u)的唯一性
短句来源
     Oscillation of certain a nonlinear delay hyperbolic partial differential equation
     一类非线性时滞双曲型偏微分方程的振动性
短句来源
     The paper rewrites the traffic flow macro models in the form of system of quasilinear hyperbolic partial differential equation of first order, and classifies the models in terms of the coefficient in the equation.
     将交通流模型表示成拟线性一阶双曲型偏微分方程组; 按照方程组中的系数值,对交通流的各种宏观模型进行了分类;
短句来源
     Oscillation of the Solutions of Hyperbolic Partial Differential Equation with Continuous Delay
     具有连续时滞的双曲型偏微分方程解的振动性
短句来源
     In this paper we constructed two splitting-up schemes by using Hermite method in space directions and replacing derivative by difference quotiests in time direction for hyperbolic partial differential equation ~2u/ t~2=A(x,t)( ~2u/ x~2)+C(y,t)( ~2u/ y~2)+2D(x,t)( u/ u+2E(y,t)( u/ y)+2F(t)u+r(x,y,t), and discussed its stabity and analyzed its accuracy, Finally, a numerical example was given. Namerical results showed that the two differene schemes constructed by the author are better than Lee's schemes.
     本文对双曲型偏微分方程 ~2u/ t~2=A(x,t)( ~2u/?x~2)+C(y,t)( ~2u/ y~2)+2D(x,t)( u/ x+2E(y,t)( u/ y)+2F(t)u+γ(x,y,t)在空间方向用Hermit方法,在时间方向用差商代替微商构造了两种分裂差分格、并讨论了它们的稳定性和精度分析。最后给出了一个数值例子结果表明这二种格式都比Lees格式好。
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  hyperbolic partial differential equations
     Oscillation criteria of nonlinear neutral hyperbolic partial differential equations
     非线性中立双曲型偏微分方程的振动准则
短句来源
     Oscillatory Properties of Solutions for Nonlinear Delay Hyperbolic Partial Differential Equations
     非线性时滞双曲型偏微分方程解的振动性质
短句来源
     Research on Numerical Methods for Nonlinear Hyperbolic Partial Differential Equations
     关于非线性双曲型偏微分方程数值解的研究
短句来源
     Compared with conventional simulation,the boundary conditions for solving the second order hyperbolic partial differential equations change greatly,which is the most difficult and crucial point in fuel system research.
     与常规的数值仿真相比,求解管内流动的二阶双曲型偏微分方程的边界条件发生了很大变化,这是燃油系统研究的难点和关键。
短句来源
     The initial boundary value problem of the second order hyperbolic partial differential equations can be solved by using finite difference method.
     对于二阶双曲型偏微分方程初边值问题,可以用有限差分法进行求解。
短句来源
更多       
  hyperbolic differential equations
     An Application of Flow-Graph Method to Hyperbolic Differential Equations
     流图方法在双曲型偏微分方程中的应用举例
短句来源
     On the basis of physical considerations and computational experience, it is poin-ted out that the initial value problem of the Maxwell equations as a set of first order hyperbolic differential equations could become an effective numerical method for the solution of antenna radiation fields.
     根据计算实践和物理考虑,指出电磁场基本方程作为一阶双曲型偏微分方程组的初值问题,可以成为有效的天线振子数值计算方法。
短句来源
     In this paper the author considers a class of delay hyperbolic differential equations, Oscillation criteria are obtained for the solutions of the equation.
     本文考虑一类时滞双曲型偏微分方程得到方程解振动的判据.
短句来源
  hyperbolic system of equations
     The pseudo-compressibility term is introduced to the continuity equation of incompressible governing equations, which results in a closed hyperbolic system of equations.
     通过在不可压连续性方程中引入拟压缩项,使控制方程成为一个封闭且可以沿时间方向推进求解的双曲型偏微分方程组。
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      hyperbolic partial differential equation
    Boundary difference-integral equation method and its error estimates for second order hyperbolic partial differential equation
    例句来源      
    The cauchy problem and the mixed boundary value problem for a non-linear hyperbolic partial differential equation in two indepen
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    We study the nonlinear hyperbolic partial differential equation, (ut+uux)x=1/2ux2.
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    We consider viscosity and dispersion regularizations of the nonlinear hyperbolic partial differential equation (ut+uux)x=1/2ux2 with the simplest initial data such that ux blows up in finite time.
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    Using the invariant measures of homeomorphisms, we study in this paper the asymptotic behavior of the energy E(t) of an hyperbolic partial differential equation in amoving domain.
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      hyperbolic partial differential equations
    This paper studies the finite element method for some nonlinear hyperbolic partial differential equations with memory and dampling terms.
    例句来源      
    The time domain analysis leads to hyperbolic partial differential equations and an inverse method based on solving implicit equations.
    例句来源      
    Finite part integrals introduced by Hadamard in connection with hyperbolic partial differential equations, have been useful in a number of engineering applications.
    例句来源      
    Coupling the continuity and momentum equations yields a group of quasilinear hyperbolic partial differential equations which can be solved numerically by using the method of characteristics.
    例句来源      
    For the formal presentation about the definite problems of ultra-hyperbolic equations, the famous Asgeirsson mean value theorem has answered that Cauchy problems are ill-posed to ultra-hyperbolic partial differential equations of the second-order.
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    更多          
      partial differential equation of hyperbolic type
    It is found that the three-dimensional boundary-layer equations in the vicinity of the zero skin-friction point are reduced to a single nonlinear partial differential equation of hyperbolic type which governs the longitudinal skin-friction component.
    例句来源      
      hyperbolic differential equations
    With the use of the concepts of Galerkin's method, the hyperbolic differential equations of heat and mass transfer were obtained.
    例句来源      
    Forced oscillations of hyperbolic differential equations with deviating arguments
    例句来源      
    The Cauchy problem for complete second-order hyperbolic differential equations with variable domains of operator coefficients
    例句来源      
    Boundary Value Problems for Complete Quasi-Hyperbolic Differential Equations with Variable Domains of Smooth Operator Coefficien
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    Boundary Value Problems for Complete Quasi-Hyperbolic Differential Equations with Variable Domains of Smooth Operator Coefficien
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