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method of undetermined coefficients相关的网络例句

查询词典 method of undetermined coefficients

与 method of undetermined coefficients 相关的网络例句 [注:此内容来源于网络,仅供参考]

To solve the dynamic general equilibrium model, we linearize the model with first order Taylor expand near the steady state, then we use the method of undetermined coefficient to get the numerical solution.

针对本文设立的一般动态均衡模型,我们采用泰勒展开将其线性化,然后利用待定系数法得到数值解。

The kinematic equations of the flow of Newtonian fluid in annulus with the inner cylinder executing a planetary motion were transformed using undetermined coefficient method, and the calculation formula of pressure gradient of the flow was obtained with the given flow rate.

利用待定系数法对牛顿流体在内管做行星运动的环空中流动的运动方程进行了变换,得到了给定流量条件下牛顿流体在内管做行星运动的环空中流动的压力梯度计算公式。

Newtonian fluid; helical flow; eccentric annulus; pressure gradient; undetermined coefficient method

Newton 流体;螺旋流动;偏心环空;压力梯度;待定系数法

The "divide and conquer" strategy is used to improve the key steps of the undetermined coefficient algorithm for constructing polynomial conservation laws of nonlinear DDEs, so the calculation complexity problem caused by the dramatic increase of redundancy is solved. Furthermore, Wu\'s elimination method is applied to solve the obtained nonlinear algebraic equations thus to get a more efficient algebraic algorithm.

本文从微分方程的标度变换出发,利用"分治"策略改进了构造非线性DDE守恒律待定系数算法中的关键步骤,有效解决了因冗余项急剧增加引起的中间计算过程膨胀问题,并将吴消元法应用到非线性代数方程组的求解上,从而给出了一个更高效的代数算法。

By means of the undetermined coefficient method ,which is submitted in reference for solving nonlinear wave equations for their peaked soliton solutions ,three kinds of peaked soliton solutions are obtained for two important nonlinear wave equations— Korteweg-de Vries equation and Benjamin-Bona-Mahonyequation,respectively. One kind of peaked compacton solution ,which has the characteristics of both peaked soliton solution and compacton solution ,is obtained for above two equations with the aid of transformation relation between triangle function and hyperbolic function,. By use of above solutions, two kinds of periodic peaked traveling wave solutions are constructed.

摘 要:利用文献中提出的求非线性波方程尖峰孤子解的方法,分别求解了两个重要的非线性波方程—Korteweg-de Vries 方程和Benjamin-Bona-Mahony BBM)方程,得到了3类尖峰孤子解;借助双曲函数与三角函数间的变换关系得到了1类尖峰紧孤子解,该型解兼有尖峰孤子解和紧孤子解的特点;在上述结果的基础上构造了2个周期性的尖峰行波解。

The method described here converts a CSV file with an undetermined number of rows and fields to a well formatted XML file.

这里介绍的方法转换与行数和人数不详的领域良好的XML文件格式的CSV文件。

According to this method, all the undetermined parameters can be determined without fitting them to experimental data.

用这种模型计算旋流器的迁移率不需用实验数据拟合待定参数,避免了实验误差的影响。

Uses the biggest strength training method (80%~100% biggest strength) adding 30% biggest strength load training method; the load combination method to make the acclivity to lie pushes the barbell training, good in uses; the biggest strength training method to the upper limb shot fast strength training effect (80%~100% biggest strength) adding the unarmed quickest speed training method and the biggest strength training method (80%~100% biggest strength) adding 60% biggest strength shoulders the training method the load combination method.

用"最大力量训练(80%~100%最大力量)+30%最大力量负荷最快速度训练法"负荷组合方法做上斜卧推杠铃训练,对推铅球上肢快速力量的训练效果好于用"最大力量(训练80%~100%最大力量)+徒手最快速度训练法"与"最大力量训练(80%~1 00%最大力量)+60%最大力量负荷最快速度训练法"负荷组合方法。

The details as follow: 1.Based on rules about form error in GB, mathematical models of form error are established including straightness error on the base of minimizing zone method、least-squares method and two dots linked method ; flatness error based on minimizing zone method、lease-squares method、diagonal line and three dots method; circularity and cylindricity error based on minimizing zone method、lease-squares method、minimum circumscribed circle and maximum inscribed circle.

具体内容如下:根据国标中形状误差的相关规定建立了各种要素评定方法的数学模型包括:直线度的最小区域法、最小二乘法、两端点连线法;平面度的最小二乘法、最小区域法、对角线法、三远点法;圆度和圆柱度的最小区域法、最小二乘法、最小外接圆法、最大内切圆法。

In this paper, mathematical analysis, linear algebra is more material as the foundation, on the basis of previous studies, will solve a number of the function extreme value methods, such as distribution method, elimination method, the discriminant method, mean inequality method, the geometric method, vector method and derivative method, and so to summarize, and on this basis is given for each method the corresponding examples to illustrate for readers to reference and understanding.

本文以数学分析、线性代数更教材为基础,在前人研究的基础上,将求解函数极值的若干方法,如配方法、消元法、判别式法、均值不等式法、几何法、向量法和导数法等等进行归纳总结,并在此基础上针对每一种方法给出相应的例子加以说明,以便读者参考和理解。

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