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seidel相关的网络例句

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与 seidel 相关的网络例句 [注:此内容来源于网络,仅供参考]

MGM is introduced to solve field distributions in 3-D electron optical systems. The difference equation, the discrete form of Laplace's equation, is deduced in 3-D Cartesian coordinates. In view of the smooth effect, MGM combines Gauss-Seidel iteration with a technique known as coarse grid correction. Formulae for restriction and prolongation are deduced and expressed in terms of tensors.

将多重网格法引入电子光学系统中三维静电场的计算,对三维笛卡尔坐标系中的差分方程,采用高斯-赛德尔迭代法求解差分方程组,并结合迭代过程讨论了粗网格的误差校正技术;在不同网格层之间进行场值的限制和延拓,推导了三维静电场中的限制、延拓公式并以张量的形式表示。

Seidel aberration sums of such a system were derived based on the addition theorem.

由初级像差加和定理推导了适合于这种系统的赛德尔和数公式,并指出了寻找消赛德尔像差的平板透镜系统的方法。

Analyzing the relations between the Zernike polynomials coefficient and the wavefront difference and obtaining the Seidel wavefront error expressed by Zernike coefficient using autocollimation interforerence methods.

数学模型中各个参数的数据获取。确定的光学系统将唯一地确定一个灵敏度矩阵,它反映了补偿器单位位移或者单位转动其对光学系统的像差贡献。

The elliptic electric potential equation is solved by Gauss-seidel iteration using a successive overrelaxation technique.

椭圆型电场方程采用控制容积积分方法离散,用Gauss-seidel迭代加超松弛方法求解。

Gauss- Seidel iterative and Jacobi iteration is different-first to be calculated first, used again in the second for the right side of the ceremony, followed by analogy.

Gauss-Seidel迭代和Jacobi迭代不同的是先计算第一式得到,用此数再参与第二式的右端的计算,依次类推。

In chapter one, firstly, we introduced several kinds of diagonally dominant matrices definition and their connection. Secondly, the relationship between those kinds of matrices and the convergence of some basic iteration methods (such as Jacobi, Seidel and SOR iteration methods) are also mentioned.

第一章,我们先简介了几类对角占优阵的定义及它们之间的关系,并介绍了一些基本迭代法(指Jacobi,Seidel及SOR迭代法等)的收敛性与这些矩阵类的关系。

The SEIDEL coefficients solved by wavefront fitting with Zernike annular polynomial and Zernike circular polynomial were compared.

比较对于不同遮拦比的环孔径波面采用Zernike环多项式拟合与采用Zernike圆多项式拟合求取SEIDEL系数的差别。

Based on the aspheric off-axis reflection projection system, the Zernike free form surface was adopted to replace the aspheric surface in order to further optimize the system structure. The relationship between Zernike polynomial and Seidel aberration was utilized to improve the system performance.

基于非球面离轴反射式投影系统,提出了采用Zernike自由曲面取代非球面进一步优化系统结构的设计方法,并利用Zernike多项式与Seidel像差之间的关系,优化系统的成像性能。

When the ratio of central obscuration is small, the circular polynomial with 9 terms could take place of the annular polynomial to solve the SEIDEL coefficients in some special situations.

在某些特殊情况下,对于中心遮拦很小的环孔径波面,可以采用9项Zernike圆多项式来代替环多项式进行拟合求取SEIDEL系数。

Because the free form surface expressed by discret points has difficulties in aberration correction, manufacture and test, the Zernike polynomial was adopted to express the free form surface. The performance of this system was optimized on the basis of the relationship between Zernike polynomial and Seidel aberration.

由于离散点表述的自由曲面在像差校正、加工及检测等方面存在困难,提出了采用Zernike多项式表征自由曲面的面形,并利用Zernike多项式与Seidel像差之间的关系,优化自由曲面成像系统性能。

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呼气,收缩臀部肌肉;拱起身体,尽量抬起头来,右腿伸直朝向天花板(膝微屈,以避免肌肉紧张)。

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