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Utilizing wave function expansion method, all of the potential functions of scattered waves are transformed into one coordinate system with the aid of Graff's addition theorem.

使用波函数展开法,利用一组圆柱坐标系统和Graff加法转换定理,将散射波势函数的表达式变换到同一个坐标系。

The potential functions of incident and scattered waves were expanded into Fourier-Bessel series, and the coefficients of scattering waves field were determined by imposing continuity conditions of stress and displacement at the soil-pile interfaces with the help of a set of cylindrical coordinate systems and in accordance with the Graff's addition theorem.

将倾斜入射波和散射坡的势函数展开成Fourier-Bessel函数的无穷级数的形式,利用一组圆柱坐标系统和Graff加法转换定理,通过施加桩土界面处的应力和位移连续的边界条件,求解出散射波势函数的待定系数,进而得到饱和土体中任意点的位移和应力。

Thus at any point there should be one special coordinate system,"at rest relative to the aether".

因此,在任何时候,应当有一个特殊坐标系统",在休息时间相对的乙醚"。

A function that changes the position or direction of the axes of a coordinate system.

改变一个坐标系统的轴的方向或位置的函数。

Full curving axis coordinate system, one of the bases of quantitative graphs, is a category of curving axis coordinate system.

全曲轴坐标系是曲轴坐标系统中的一类,是量化图形的数学基础之一。

If shape handles are given, the individual arc is proved to be monotone in barycentric coordinates system, and it can be convex-preserving through adjusting four handles.

若给定满足条件的形状参数,可以证明其在重心坐标系统中是保单调的,同时还可以调整这些形状参数使它保凸。

One of three axes in a three-dimensional Cartesian coordinate system.

改变一个坐标系统的轴的方向或位置的函数。

This is a three-dimensional, right-handed, Cartesian coordinate system.

这是一个三维右手卡氏坐标系统

Specifies the global Cartesian coordinate system reference orientation.

指定全局笛卡尔坐标系统的参考方向。

At the same time, other research on the followings: how to choose a proper replace project plane, discussing replace region, making out reference ellipsoid parameters, transferring the geodetic coordinate system to the regional coordinate system, seeking for the proper way to choose coordinate system.According to the research on the second degree GPS control nets of WeiHai, a fully and systemic account is generated from layout、 choosing a coordinate system and checking the original datum to the objection and adjustment computation.

本文通过对威海市城市二等GPS控制网的研究,从设计、选择坐标系统、起始数据检验、到观测、平差计算等工序作了系统的论述;通过威海城市二等GPS控制网高程拟合问题的讨论,研究高程拟合的适用范围,选择合适的高程异常已知点,尤其对于高程异常变化剧烈的山区,高程拟合的精度问题进行了研究。

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