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Design and realization of map projection extension component in GIS

Xinying Zhang

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Abstract

Map projection is the core of the mathematics foundation in GIS. The problem how to draw three-dimensional entities in spherical surface to two-dimensional plane is solved. Firstly, the concepts and transformation ways of map projection are presented. Fur- thermore, for mutual transformations between map projections, a map projection extension model is realized, which improves the ex- tendibility of projection component and satisfies the need that users extend map projection.

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What this paper is about

Map projection is the core of the mathematics foundation in GIS. The problem how to draw three-dimensional entities in spherical surface to two-dimensional plane is solved. Firstly, the concepts and transformation ways of map projection are presented. Fur- thermore, for mutual transformations between map projections, a map projection extension model is realized, which improves the ex- tendibility of projection component and satisfies the need that users extend map projection.

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Available abstract

Map projection is the core of the mathematics foundation in GIS. The problem how to draw three-dimensional entities in spherical surface to two-dimensional plane is solved. Firstly, the concepts and transformation ways of map projection are presented. Fur- thermore, for mutual transformations between map projections, a map projection extension model is realized, which improves the ex- tendibility of projection component and satisfies the need that users extend map projection.

Key concepts: Projection (relational algebra), Map projection, Computer science, Extension (predicate logic), Graphical projection, Projection plane, Transformation (genetics), Component (thermodynamics)

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