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Optimization of observation plan based on the stochastic characteristics of the geodetic network

机译:基于大地测量网络随机特征的观测计划优化

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Optimal design of geodetic network is a basic subject of many engineering projects. An observation plan is a concluding part of the process. Any particular observation within the network has through adjustment a different contribution and impact on values and accuracy characteristics of unknowns. The problem of optimal design can be solved by means of computer simulation. This paper presents a new method of simulation based on sequential estimation of individual observations in a step-by-step manner, by means of the so-called filtering equations. The algorithm aims at satisfying different criteria of accuracy according to various interpretations of the covariance matrix. Apart of them, the optimization criterion is also amount of effort, defined as the minimum number of observations required.A numerical example of a 2-D network is illustrated to view the effectiveness of presented method. The results show decrease of the number of observations by 66% with respect to the not optimized observation plan, which still satisfy the assumed accuracy.
机译:大地测量网络的优化设计是许多工程项目的基本主题。观察计划是该过程的最后部分。网络中的任何特定观测值都可以通过调整对未知值和准确度特征做出不同的贡献和影响。最佳设计的问题可以通过计算机仿真来解决。本文提出了一种新的仿真方法,该方法基于所谓的滤波方程,以逐步的方式逐步估计单个观测值。该算法旨在根据协方差矩阵的各种解释满足不同的精度标准。其中,优化标准也是工作量,定义为所需的最少观察次数。举例说明了二维网络的数值示例,以查看所提出方法的有效性。结果表明,相对于未优化的观察计划,观察次数减少了66%,仍然可以满足假定的准确性。

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