Transforming Cartesian Coordinates X, Y, Z to Geographical Coordinates φ, λ, h

George P. Gerdan, R. Deakin
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引用次数: 37

Abstract

In November 1994, the Intergovernmental Committee on Surveying and Mapping (ICSM) adopted a new geodetic datum for Australia and recommended its progressive implementation nationally. This datum, designated Geocentric Datum of Australia (GDA) - compatible with the Global Positioning System (GPS), a US Department of Defense satellite positioning system - will eventually replace the existing Australian Geodetic Datum (AGD). Consequently, “old” AGD coordinates need to be converted to “new” GDA coordinates, which may require the transformation of Cartesian coordinates X,Y,Z to geographical coordinates φ, λ, h (latitude, longitude, height) related to an ellipsoid of revolution. Given X,Y,Z, longitude is easily derived, but not so latitude, which requires more sophisticated evaluation - usually by iterative techniques, or complicated direct methods - the height following readily once latitude is obtained. Thus Cartesian-to-geographic transformations revolve around the determination of latitude; this paper revie...
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将笛卡尔坐标X, Y, Z转换为地理坐标φ, λ, h
1994年11月,政府间测绘委员会(测绘委员会)为澳大利亚通过了一个新的大地测量基准,并建议在全国逐步实施。该基准被命名为澳大利亚地心基准(GDA),与美国国防部卫星定位系统全球定位系统(GPS)兼容,最终将取代现有的澳大利亚大地基准(AGD)。因此,“旧”AGD坐标需要转换为“新”GDA坐标,这可能需要将笛卡尔坐标X,Y,Z转换为与旋转椭球体相关的地理坐标φ, λ, h(纬度,经度,高度)。给定X,Y,Z,经度很容易得到,但纬度不容易,这需要更复杂的计算-通常是通过迭代技术或复杂的直接方法-一旦获得纬度,高度就很容易得到。因此,笛卡尔到地理的转换围绕着纬度的确定;这篇论文回顾了……
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