搜索资源列表
GeoDesy
- 累差法大地测量主题正反算程序(由经纬度计算平面坐标或者由XY计算经纬度),MFC程序,里面内设一个角度计算类-Tired, poor law earth theme pros and cons of operator procedures, MFC program, which equipped with an angle class
Geodesy
- 大地主题正反算(白塞尔方法)经检验没有任何问题,适合入手哦-Geodetic and negative balance (white Sale method) has been tested without any problems, suitable to start oh! ! ! !
cccccc
- 大地主题正反算,C++,修复了小错误 采用白塞尔公式,输入应避免特殊情况-Geodetic and negative balance, C++, fixes minor bugs using Bessel formula, enter the special situation should be avoided
jiesuan
- 白赛尔大地主题解算程序,可供用于解算大地主题参数-White Purcell geodetic solver , available for solving geodetic parameters
bessell
- matlab大地主题正算,适合测绘学生哦-matlab Geodetic positive operator, suitable for mapping student oh
Geodesy
- 这是用VC6.0的MFC编写的【大地主题正反算】程序。-It is written with VC6.0 MFC
Geodetic-Theme-caculation
- 大地主题正反算,有助于解决与大地测量基础的相关内容。-Geodetic considered the pros and cons to help resolve land-based measurement and related content.
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- 白塞尔大地主题算法,用于解决球面进行大地主题算法,有正解和反解。-White Sale geodetic algorithm for solving spherical Geodetic algorithm, a positive solution and inverse solution.
ZhuTiJieSuan
- 大地主题结算,包括地面斜距改化,方向改化等,简单的一款小程序-Geodetic solution
01
- 贝塞尔正解,测量方面用的较多,大地主题结算的一种,主要有三步完成解算过程-Bessel Positive Solutions
dadijiesuan1
- 大地主题结算 白塞尔椭球,克拉索夫斯基椭球参数-The theme, necessary engineering measurement
VB-realize-Bessel-geodetic-solver
- 用vb语言来实现白塞尔大地主题的正算和反算-VB realize Bessel geodetic solver
DaDi
- 大地测量学,大地主题正算、反算,高斯投影正算/反算-Geodesy, geodetic positive operators, inverse, Gauss projection Traverse/Inverse
dadizhutijiesuan
- 大地测量学中大地主题正反算程序的实现,基于Visual Studio平台-Geodesy Geodetic achieve positive and negative calculation program based on Visual Studio platform
DDZTJS
- 利用高斯平均引数法实现了大地主题正反算。根据已知点P1大地坐标(L1,B1),P1至P2的大地线长S及其大地方位角A12,计算P2点的大地坐标(L2,B2)和大地线S在P2点的反方位角A21,完成大地主题正算。并利用已知点P1的大地坐标(L1,B1)和计算出的P2点大地坐标(L2,B2),计算P1至P2的大地线长S及其正反方位角A12和A21,完成大地主题反算,与原数据比对,达到检核的目的。(Using the Gauss average argument method to achieve a
高斯正反算文件
- 大地测量学中的高斯主题正反算在matlab上的实现,即将大地坐标和直角坐标相互转换的文件(Gaussian theme positive and negative code, transform the coordinates in the geodetic coordinate system to the Cartesian coordinate system)