摘 要随着测绘事业的迅速进展，全球一体化的形成，要求测绘资料形成统一规，坐标系统的统一就是其中的一方面。现在国家采纳的坐标系统有 54 坐标系、80坐标系、WGS84 坐标系，国家 2000 坐标系以与各地方坐标系，它们选择的椭球参考系不同，通过不同坐标系之间的转换来满足不同工程测量的需求。在同一坐标系下又有不同的坐标表示方式，例如坐标、空间直角坐标、平面坐标。不同坐标系之间的相互转换，一样坐标系下不同坐标之间的转换，都会运用各自对应的转换模型进行转换。 不同坐标系之间的相互转换，本文中主要采纳了三种模型，即三参数模型、四参数模型和七参数模型。一样坐标系下的坐标转换，通过选择相应的参考椭球运用相应的转换模型进行转换。坐标转换数据处理过程复杂，模型参数计算涉与最小二乘原理和矩阵运算，所以利用计算机进行坐标转换，既节约了时间，又能提高计算结果的准确性。本文就基于 MATLAB 平台编写坐标转换程序以与设计坐标转换系统用户界面，利用 MATLAB 强大的矩阵运算能力以与丰富的函数，能够方便快捷的实现坐标转换。关键词：坐标系，坐标转换，参数模型，MATLABAbstractWith the rapid development of the cause of the surveying and mapping, the formation of global integration, of surveying and mapping material form a unified and standard requirement, coordinate system of unified is one of the hand. Now countries adopt of coordinate system has Beijing 54 coordinate system, xian 80 coordinate system, WGS84 coordinate system, the national 2000 coordinate system, and the local coordinate system, they choose different frame of reference ellipsoid, through the different coordinate conversion between to meet different demand of engineering measurement. In the same coordinate system and the coordinates of different means, such as the earth coordinate, space rectangular, plane coordinates. The transformation between different coordinate system, the same coordinate conversion between different coordinates, will use their corresponding transformation model for conversion.The interaction between...
