تبدیل تصویر (پروجکشن) نقشه: اصول و کاربردها ۲۰۲۰
Map Projection Transformation: Principles and Applications 2020

1. Cover

2. Half Title

3. Title Page

4. Copyright Page

5. Contents

6. Symbols

7. Preface

8. Introduction

1 Fifty Years' Advancement of Map Projection Study in China

1.2 General theory of map projection

1.3 Exploration of new types of map projection

1.4 Selection of map projection and its application

1.5 Theory and application of map projection transformation

1.6 Continuous development of new research and applications to the field of map projection

2 Map Projection Equations

2.1 Earth ellipsoid and sphere

2.2 Azimuthal projections

2.3 Cylindrical projections

2.4 Conic projections

2.5 Pseudoazimuthal projections

2.6 Pseudocylindrical projections

2.7 Pseudoconical projections

2.8 Polyconical projections

2.9 Other types of projections

2.10 Projection from the ellipsoid to the sphere

2.11 Space map projection

2.12 Chinese topographic maps

3 General Theory of Map Projection Transformation

3.1 Research objectives and basic methods

3.2 Equations for map projection transformation

3.3 Plane feature transformation

3.4 Coordinate systems on the surfaces of the ellipsoid and sphere

3.5 Three kinds of latitude functions q, S, F on the surface of the ellipsoid

3.6 Inverse transformation of q, S, F- iteration method

3.7 Inverse transformation of q, S, F- trigonometric series method with constant coefficients

3.8 Inverse transformation of q, S, F- Taylor series method with varied coefficients

3.9 Inverse transformation of q, S, F- numerical methods

3.10 Transformation formulae among six kinds of latitudes

3.11 Commonly used power series in map projection transformation

4 Analytical Transformation

4.1 Azimuthal projection

4.2 Cylindrical projection

4.3 Conic projection

4.4 Transformation among azimuthal, cylindrical and conic projections

4.5 Pseudoazimuthal, pseudocylindrical and pseudoconic projections

4.6 Polyconic projection

4.7 Double projection

5 Analytical Transformation for Conformal Projection

5.1 General model for conformal projection transformation

5.2 Direct transformation between two conformal projections

5.3 Direct transformation of conformal projections

5.4 Inverse transformation of conformal projections

5.5 Conformal oblique cylindrical and oblique conic projections

6 Numerical Transformation

6.1 General polynomial approximations

6.2 Refining parallels and meridians

6.3 Orthogonal polynomial approximation

6.4 Accuracy considerations in numerical transformation

7 Numerical Transformation for Conformal Projection

7.1 Conformal polynomial approximation

7.2 Interpolation

7.3 Difference method

7.4 Finite element method

8 The Third Type of Coordinate Transformation

8.1 Principle and applications

8.2 Transverse Mercator (or Gauss-Krüger) projection

8.3 Conformal projections

8.4 Linear interpolation

8.5 Spherical coordinates

9 Zone Transformation for the Transverse Mercator(Gauss-Krüger) Projection

9.2 Indirect transformation

9.3 Direct transformation

9.4 Plane coordinate network transformation between adjacent zones

9.5 Application of double projection

10 New Map Projections

10.1 Affine transformation of equal-area projections and seeking of modified equal-area projections (Yang 1992)

10.2 Linear transformation of the gnomonic projection and seeking the double-azimuthal projection (Yang 1990b)

11 Variable-scale Map Projections

11.1 Variable-scale projections

11.2 Composite projections

12 Position Lines

12.1 Types of position lines and their projection

12.2 Determining the position of a target

13 Spatial Information Positioning Systems

13.2 Mapping and image positioning system

13.3 Registration model (map projection system)

13.4 Data processing of a digital map

13.5 Automatically setting up map mathematical foundation

89. Appendices

90. Appendix 1 Inverse Transformation of Algebraic Series

91. Appendix 2 Constant Coefficient Tables of Zone Transformation for the Gauss-Krüger Projection

92. Appendix 3 Examples of Numerical Transformation

93. Appendix 4 Transformation for the Mathematical Elements of Topographic Maps

94. Appendix 5 The Position Line and Position Navigation Software System

95. Appendix 6 Bibliography of Chinese Literature on Map Projections and Other References

96. Index