Problem of Determining a Geoid

Olga Pisetskaya, A. Yarmolenko
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Abstract

The issue of the study of the problem of determining the geoid and quasi-geoid models is considered. Development of methods for constructing an exact geoid model using different dimensions. Analysis of the calculation of normal heights using satellite measurements, construction of geoid and quasi-geoid models by different methods is performed. Based on the results of the analytical review of existing methods for determining the geoid, it was proposed to use various data (geodetic heights, mixed gravity anomalies, anomalous potential) to construct this model, which allows building a model of a geoid with millimetre accuracy. The possibility of using the collocation method is considered. The task is to develop a methodology for constructing a geoid model using a network of low density gravity points and using pure and mixed gravity anomalies, which allows us to solve the problem of finding potential by solving the Laplace equation or using wavelets.
确定大地水准面问题
研究了大地水准面和准大地水准面模型的确定问题。发展了用不同尺寸构造精确大地水准面模型的方法。分析了利用卫星测量法向高度的计算、不同方法的大地水准面和准大地水准面模型的构建。在对现有大地水准面确定方法进行分析总结的基础上,提出了利用多种数据(大地高度、混合重力异常、异常势)构建大地水准面模型,从而可以建立毫米级精度的大地水准面模型。考虑了采用搭配法的可能性。本文的任务是开发一种利用低密度重力点网络和纯重力和混合重力异常构建大地水准面模型的方法,使我们能够通过求解拉普拉斯方程或使用小波来解决寻找势的问题。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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