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《Acta Geodaetica Et Cartographic Sinica》 1992-04
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A NEW METHOD OF SOLVING NONLINEARMOLODENSKY'S PROBLEM

Yu Jinhai Dang Songshi(Zhengzhou Institute of Surveying and Mapping)  
: Stokes' problem in physical geodesy needs some practical formulas to compute gra vity on geoid by measured values on the surface of the earth which affects accuracy of Stoke' problem In Molodensky' s problem because tellurold is irregular and (continued on page 266) (Continued from page 258) boundary condition is slope-differential, solving is inconvenient This paper sufficiently makes use of advantages of Stokes' problem and Molodensky' s problem, and proposes a new method determining shape of the earth and outer gravity field which is based on computing terms of high order in Taylor' s expansion This method not only has theoretical precision but also has property to compute conveniently in actual application
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