2、

This paper, according to the original equations, puts forward the relationship between the functions, one of which is about the coefficient dispensing reinforcement on a section.

本文根据原有的理论公式导出了截面配筋系数α函数与其他各函数之间的关系,并将α函数制成了图表,通过查表,简化了原计算方法,并且还能进行强度复核。

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3、

Gridless Method for Euler Equations and Distributing Point Technique

Euler方程无网格算法及布点技术

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5、

The coupling characteristics of the channelized nonradiative dielectric guide ( NRD-guide) are analyzed and the precise coupling equations are given.

对通道化无辐射介质波导(NRD)的耦合特性进行了分析,给出了精确耦合方程。

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6、

Starting from the exact differential equations of the circular cylindrical thin shells set by W · Flugge, this paper makes a study of the characteristic equation of the open circular cylindrical thin shells deduced by F · Dischinger.

本文直接从弗留盖(W.Flügge)建立的圆柱形薄壳的位移的精确微分方程出发,分析研究了由迪辛盖尔(F.Dischinger)导出的开口圆柱形薄壳的特征方程。

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7、

Exact Multiplicity of Semi-linear Differential Equations' Solutions Involving Concave-convex Functions

含凹凸函数的半线性微分方程解的确切个数

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8、

In order to avoid finding the exact solution of linear differential equations with variable coefficients, the standard Newton method is modified.

为避免寻找变系数线性微分方程的精确解,文中对原标准牛顿法作了修改。

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9、

This model, based on a perfect group of partial differential equations, taking phase vectors as variables, is educed as a discrete one and, at last, is changed into real physics-space.

该模型从一组相空间中理想的偏微分控制方程出发,用相矢量为变量,导出其离散形式,再通过变换到实际的物理空间,得到最后要的电离层TEC参数的相空间解析预测模型。

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10、

Based on GTD, this paper presents accurate tracing equations for the diffraction ray on the cone and cylinder which are suitable for both the far field and the near field and more accurate than those in the literature published in recent years.

基于几何绕射理论研究了圆锥体以及圆柱体上精确的绕射线寻迹方程,所得公式在射线寻迹上适用于远场与近场,比目前文献提及的方法更精确。

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11、

Geometric nonlinearity adopt total lagrangian formulation, deduce double nonlinearity stability control equations of initial geometrical imperfections catenary arch, with corresponding programs complied in Matlab.

几何非线性采用总体拉格朗日列式法,在此基础上引入材料非线性的影响推导了初始几何缺陷悬链线拱的双重非线性稳定承载力控制方程。用Matlab编程进行了计算分析。

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12、

According to high-order Jerk equations, multi-scroll high-order general Jerk circuits are designed by constructing a sequence of step functions with parameter control.

根据高阶Jerk方程,构造了一组具有参数控制的阶跃函数序列,在此基础上设计了产生多涡卷混沌吸引子的高阶广义Jerk电路。

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13、

On the solution of c-k equations in function class exponential growth

指数增长(衰减)函数类中C-K方程的求解

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14、

In the last chapter, oscillations of a system of hyperbolic equations are deduced from the corresponding properties of an ordinary differential inequalities by using eigen function and Green formula, etc.

第五章研究了一类脉冲时滞双曲方程组,利用符号函数,特征函数,Green公式等有力工具将其解振动与否转化到讨论一类脉冲微分不等式是否有最终正负解来研究。

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15、

The correction methods and equations can be used for dynamic and quasi-static calibrations of pres-sure, force and other transducers in transient excited methods of step or ramp function inputs.

这一修正方法及修正公式可广泛应用于凡是用瞬态激励法(阶跃函数输入和斜坡函数输入)对压力传感器、力传感器以及其它各种传感器的动态和准静态标定中。

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16、

Their general solutions are solved for expressing of vibration mode function and frequency equations on usual supports is derived with W operator.

应用W算子,给出了振型函数的表达式及几种常见支承条件下的频率方程。

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17、

A projection-iteration method for solving the Cauchy problem of the flux function equations

求解流函数方程Cauchy问题的一种迭代投影方法

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18、

Flow function and stress expressions constitute the inverse problem of partial differential equations.

考虑流量函数和压力的表达式构成的偏微分方程反问题。

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19、

The ANN Method for Solving Algebraic Riccati Equations Based on the Matrix Sign Function

基于矩阵符号函数求解代数Riccati方程的ANN方法

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20、

Solving Dual Riccati Equations by Matrix Sign Function Iteration

求解对偶Riccati方程的矩阵符号函数法

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