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Coordinate Transformation Using Matlab

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Coordinate Transformation Using Matlab
CHAPTER 1

INTRODUCTION

1.1 Background of Study

Coordinate systems form a common frame of reference for description of positions and on the other hand, coordinates are simply an ordered set of numbers that are used to describe the positions or features in coordinate system. Transformation parameters are required to move from one system to another. Also, new technologies like global positioning system have provide new methods of coordinates determination the map production, update and revision are based on geographical coordinates, map-grid coordinates or coordinates in an arbitrary system. Some other based on old (local) system. With so many geodetic datums in current use, it is becoming almost common practice to transform coordinates from one datum to another. For an example, a surveyor, using GPS, will obtain the WGS 84 geocentric, geodetic or Cartesian coordinates of the survey point. In order to plot the position on the corresponding local map, these WGS 84 coordinates must be first transformed into the local datum on which the map is based, which in Malaysia would most probably be Malayan Revised Triangulation 1948 (MRT 48) for Peninsular Malaysia and Borneo Triangulation 1968 (BT68) for East Malaysia. Therefore, coordinates transformation play many important roles in land survey development for coordinates transformation, datum conversion and map projection. Thus, development and manipulation in coordinate transformation system software currently become more exclusive together with the growing technology in Malaysia.

1.2 Problem Statement

As already known, there is few coordinates system in Malaysia and most off situation for a surveyor required doing a coordinate transformation from one datum to another datum. However, datum conversion and transformation can be accomplished by many methods.
Hence, a computer programming becomes a useful tool to solve our problems using manual computation for a coordinate



References: 1. Bowring, B.R (1985), The Accuracy of Geodetic Latitude and Height Equations, Survey Review 28(218): 202-206. 2. Burford, B.J (1985), A Further Examination of Datum Transformation Parameters in Australia, The Australia Surveyor, Vol 32 No. 7, pp. 536-556. 4. Department of Survey and Mapping Malaysia (2002), Malaysia Reference Frame System 1984: Current Study and GDM2000 Revision (Sistem Kerangka Rujukan: Kajian Semasa dan Semakan GDM2000). 5. Department of Survey and Mapping Malaysia (2007), Malaysia Reference Frame System 1984: Current Study and GDM2000 Revision (Sistem Kerangka Rujukan: Kajian Semasa dan Semakan GDM2000). 6. Heiskanen and Moritz (1966), Physical Geodesy, W. H Freeman and Company, San Francisco, USA. 7. Krakiwsky, E.J and Thomson, D.B. (1974), Mathematical Models for the Combination of Terrestrial and Satellite Networks, The Canadian Surveyor, Vol. 28, No. 5, pp. 606-615. 8. Richardus, Peter, and Adler, R.K (1974), Map Projections for Geodesists, Cartographers, and Geographers: Amsterdam, North-Holland Pub. Co. 9. Synder, J.P (1984), Map Projection Used by the U.S Geological Survey. Geological Survey Bulletin 1532, U.S Geological Survey. 10. Wolf. H. (1963), Geometric Connection and Re-Orientation of Three-Dimensional Triangulation Nets. Bulletin Geodesique. No. 68, pp 165-169. 11. B.g. Reit (1998), The 7-Parameter Transformation to a Horizontal Geodetic Datum, Survey Review 34, 268. 12. Matthew N. ONO (2009), On Problems of Coordinates, Coordinate Systems and Transformation Parameters in Local Map Production, Updates and Revisions In Nigeria, FIG Working Week 2009. 13. R.E. Deakin (1998), 3D Coordinates Transformations, RMIT University, Australia. 14. Peter H. Dana (1998), The Shape of the Earth, Dept. of Geography, Universty of Texas. 15. Altimimi, P. Sillard, C. Boucher (2002), ITRF2000: New Release of the International Terrestrial Reference Frame for Earth Science Apllications, J. Geophys. Res., 107. 16. Gomaa M. Dawod, Meraj N. Mirza (2010), Simple Precise Coordinates Transformation for Geomatics Applications in Makkah Metropolitan Area, Saudi Arabia, FIG Working Week 2010, Marrakech, Morocco, 18-22 May. 17. Barrington, T.R., W.E Featherstone (1996), A Microsoft Windows-based Package to Transform to the Geocentric Datum of Australia, Cartography, 25(1): 81-87. 18. Featherstone, W.E (1996), An Updated Explanation of the Geocentric Datum of Australia and its Effect Upon Future Mapping, The Australia Surveyor 41(2) : 121-130. 19. Featherstone, W.E (1997), A Comparison of Existing Coordinate Transformation Models and Parameters in Australia, Cartography 26(1) : 13-26 20

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