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Optimization of geodetic quadrilateral using goal programming

机译:使用目标规划优化大地四边形

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The main purpose of survey engineering network optimization is to have an optimal network configuration and optimum-observing plan in the sense that they will satisfy present network quality at a minimum cost. Appropriate quality control measures should be defined and an optimal design should be looked for. The quality of a geodetic network is characterized by precision, reliability, and cost. Optimization of survey network also helps to avoid unnecessary field observations which in turn saves time and effort in the field. Other important achievements are identifying and eliminating gross errors in observations as well as the effects of undetectable errors, if any, in the observation. The purpose of this paper is to formulate a linear goal programming model compatible to software to get the improved optimal positioning network shown with a case study. Though the case study can be of interest into the geodetic community in their own rights, the author aims to gain insight into the general optimization problem of a geodetic network to find out the most probable values of variables against conventional Least Square method which is generally used for adjustment of this type of network.. This is also potentially of interest for educational purposes.
机译:测量工程网络优化的主要目的是要有一个最优的网络配置和最优的观测计划,从某种意义上说,它们将以最低的成本满足当前的网络质量。应定义适当的质量控制措施,并寻求最佳设计。大地测量网络的质量以精度,可靠性和成本为特征。优化调查网络还有助于避免不必要的现场观察,从而节省了现场的时间和精力。其他重要成就是识别并消除观测中的重大错误以及观测中不可检测的错误(如果有)的影响。本文的目的是建立一个与软件兼容的线性目标规划模型,以得到改进的最优定位网络,并进行案例研究。尽管案例研究本身可以引起大地测量界的兴趣,但作者的目的是深入了解大地测量网络的一般优化问题,以找出通常使用的常规最小二乘法的最可能变量值用于调整这种类型的网络。出于教育目的,这也是潜在的兴趣所在。

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