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least squares collocation中文是什么意思
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- 中文翻译
- 造句
- 最小二乘配置法(又称“最小二乘拟合推估法”)
- 最小二乘配置法，*最小二乘拟合推估法
- least adj. (little 的最高级，比较级为 less ...
- square n. 1.正方形，四方块，四角；方形物。 2.(方形)广 ...
- collocation n. 1.并列，并置；排列，配置，安排，布置。 2.【语 ...
- collocation least squares 配置法平差
- least squares 线性最小二乘法; 最小平方
- approximation by least squares 用最小二乘方的近似法; 最小二乘方近似法
- classical least-squares theory 经典最小平方理论
- criteria of least squares 最小二乘准则
- damped least squares 阻尼最小平方
- double least squares method 二重最小平方法
- generalized least squares 一般化最小平方法
- generalized least squares estimation 广义最小二乘估计
- generalized least squares estimator 一般化最小二乘推定量; 一般化最玄乘推定量
- generalized least squares method 广义最玄乘法
- indirect least squares 间接最小平方法
- inverse least squares estimate 反向最玄乘估计
- inverse least squares method 反向最玄乘方法
- iterative least squares 迭代最小平方
- iterative least squares inversion 迭代最小平方反演
- iterative least squares method 迭代最小平方法
- iterative reweighted least squares 迭代再加权最小平方
- law of least squares 最小平方律
- least squares adjustment 最小二乘法平差; 最玄乘法平差
- least squares algothm 最小二乘方程序
- least squares approximation 最小二乘逼近; 最玄乘逼近
- The adjustment model of gps network with least squares collocation
网平差模型及其应用 - Compensation of least square collocation in gps elevation fitting model errors
高程拟合模型误差的最小二乘配置补偿 - The application of mobile least square collocation in height anomaly fitting
移动最小二乘配置法在高程异常拟合中的应用 - In this paper , the approaches of load incremental and discrete least square collocation have been employed successfully in the geometrically nonlinear analysis for both stiffened and nonstiffened cylindrical shells
摘要本文采用载荷增量最小二乘配点法分析圆柱壳体和纵、横向加筋圆柱壳的几何非线性问题。 - The elastic foundation model is considered as two - parameter elastic foundation model and its effect to moderate - thick plates are taken into account by a set of governing differential equations . united with hu hai - chang ’ s function , least squares collocation weighted residual method which uses b - spline function as trial function is put forward for solving the bending problems . compare with the results of finite element method of lines , spline finite strip method , accurate solution of series etc . it is proved that the method in this article has adequate accuracy and practical feasibility
本文采用瑞斯纳中厚板理论求解弹性地基板,建立双参数地基与中厚板相互作用的控制微分方程,结合胡海昌的解耦函数,运用双五次b样条函数作为试函数的离散型最小二乘加权残值法分析了双参数地基上的中厚板的弯曲问题,并将结果与有限元线法、有限条法、级数精确解等进行比较,证明本文方法具有足够的精确性与实际的可行性。
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Last modified time:Mon, 18 Aug 2025 00:29:56 GMT
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