2014Applied Mechanics and MaterialsRequires access

Research of Transformation Models between Urban Independent Coordinates and CGCS2000 Coordinates

Qing Wu Meng, Lu Meng

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Abstract

In case of no errors of known coincidence points coordinates the plane coordinate transformation model equation with four parameters and the plane coordinate transformation model equation with six parameters are derived, this algorithm needs not composed normal equation from error equation, which is verified by examples about transformation between the urban plane coordinate and CGCS2000 plane coordinate. Finally the some beneficial conclusions have been got.

About this research paper

What this paper is about

In case of no errors of known coincidence points coordinates the plane coordinate transformation model equation with four parameters and the plane coordinate transformation model equation with six parameters are derived, this algorithm needs not composed normal equation from error equation, which is verified by examples about transformation between the urban plane coordinate and CGCS2000 plane coordinate. Finally the some beneficial conclusions have been got.

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Available abstract

In case of no errors of known coincidence points coordinates the plane coordinate transformation model equation with four parameters and the plane coordinate transformation model equation with six parameters are derived, this algorithm needs not composed normal equation from error equation, which is verified by examples about transformation between the urban plane coordinate and CGCS2000 plane coordinate. Finally the some beneficial conclusions have been got.

Key concepts: Coordinate system, Transformation (genetics), Bipolar coordinates, Log-polar coordinates, Orthogonal coordinates, Plane (geometry), Spherical coordinate system, Elliptic coordinate system

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