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general equation相关的网络例句

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Area coordinates and general Duffycoordinates are employed to transform the singular integrals of the Time-Domain Electric Field Integral Equation into non-singular integrals, which can be accurately and efficiently evaluated by dividing the transformed domain of integration into sub-domains.

摘要该文首先利用参数坐标和广义Duffy坐标变换将时域电场积分方程的奇异性积分转换成非奇异性积分,然后根据时间基函数的特点将该积分转换成可以快速精确计算的分区域积分。

The nonlinearity of Einstein′s field equation brings a lot of difficulties to solving of general relativity theory in case of weak field.

爱因斯坦场方程的非线性性给广义相对论的求解带来许多困难,在弱场情况下,可用近似处理的方法,把高度非线性的场方程变为线性场方程,简化了方程的求解。

Then we discuss the shield effect, temperature effect and speed dependency of gravitation. These new quantum gravitational effects are in fact couch inside the Einstein's equation in general relativity.

接着讨论引力的屏蔽效应、温度效应以及引力对速度的依赖,这些新的量子引力效应实际上已隐含在广义相对论的爱因斯坦方程之中。

By using some elementary matrix transformations,an analytical general solution of the second-order Sylvester matrix equation is obtained in an iterative form.

通过矩阵初等变换,给出了该矩阵方程的迭代形式的解析通解。

In the paper , we gives a condition and an expression of general solution of a matrix equation AXB=C by using some matrix techniques and elementary operations on matrices.

文章应用矩阵的初等变换等技巧,给出了任意域上矩阵方程AXB =C的有解条件、实用解法及通解。

In this paper, a practical solving method and an expression of general solution of a matrix equation AXB=CYD are given by using matrix techniques and elementary operation s on matrix.

应用矩阵的初等变换技巧,给出了任意域上矩阵方程AXB =CYD的通用表达式及解法。

In this part, the distribution of stable states of a system is worked out under the condition of unbalanced attention parameters on basis of analyzing elementary dynamic equation and synergetic potential function, which improved the discussion of relevant properties of basic synergetic equations. Then, with the analysis of effects of attention parameters in synergetic dynamics, a set of elementary properties are presented to give light how the attention parameters work on pattern recognition process. In the end, in view of geometric sense in synergetic order parameters, some elementary properties are studied, by which a new construction method of order parameters is established so as to provide a general way to constitute new relations of prototype patterns according to practical requirements.

首先在分析了协同模式识别的基本动力学方程及协同势函数的基础上给出了注意参数不平衡情形下系统稳定状态的分布,完善了对协同模式识别基本方程相关性质的讨论;其次,分析了注意参数在协同动力学过程的作用,并给出了注意参数的一些基本性质,指出了注意参数对模式识别过程产生的影响;然后,从协同序参量的几何意义出发,研究了协同序参量的基本性质,并在指出其局限性的同时建立了新序参量的构造方法,从而能够更一般地根据要求建立模式间的新关系,促进识别过程的进行。

In order to solve the thermal effect problem of laser rod by diode laser end-pumped,based on the heat conduct theory,a novel eigenfunction group of heat conduction equation was established and the general solutions of temperature field and thermal distortion field within laser rod were obtained.

为了解决激光二极管端面泵浦激光棒引起的热效应问题,基于热传导理论,建构了热传导方程新的本征函数解,得出了激光棒内温度场与热形变场的一般解析表达式。

Using a kind of new solution to sovle the heat conduction equation of the anisotropic medium,general solution expressions of the temperature field and the thermal distortion field of Nd∶YVO4 crystal with rectangular section were obtained.

利用各向异性介质热传导方程的半解析求解方法,得出了矩形截面Nd∶YVO4晶体的温度场、端面热形变场的通解表达式。

In order to solve the thermal effect problem of laser rod by diode laser end—pumped,based on the heat conduct theory,a novel eigenfunction group of heat conduction equation was es—tablished and the general solutions of temperature field and thermal distortion field within laserrod were obtained.

为了解决激光二极管端面泵浦激光棒引起的热效应问题,基于热传导理论,建构了热传导方程新的本征函数解,得出了激光棒内温度场与热形变场的一般解析表达式。

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