DEM Generation with Contour Line Using Morphology Theory
碩士 === 國立交通大學 === 土木工程系 === 89 === It is more and more important to generate DEM data quickly and accurately, because application of using DEM is more and more popular. The subject of this research is to generate DEM data by reiteration of dilating contour line using morphological theory....
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ndltd-TW-089NCTU00150882015-10-13T12:46:48Z http://ndltd.ncl.edu.tw/handle/36568192373002778688 DEM Generation with Contour Line Using Morphology Theory 由等高線利用數位型態法生成網格狀數值高程模型 Wen-Liann Chiuen 闕文鏈 碩士 國立交通大學 土木工程系 89 It is more and more important to generate DEM data quickly and accurately, because application of using DEM is more and more popular. The subject of this research is to generate DEM data by reiteration of dilating contour line using morphological theory. In this research, apply three difference ways to obtain DEM, these ways are using interpolation scatter points (IDW) , constrained Delaunay triangulation (TIN) and dilation contour line. Comparing the results with the 40X40 meter grid-DEM data of Council of Agriculture, and using five numerical indices. These indices are maximum error, ninetieth-five percentile error, root mean squares error, mean absolute error, and mean error. Getting a conclusion from macroscopic scale and microscopic scale, three theory all have it’s shortcomings, but using morphological theory obtain DEM data is fast and don’t have very much memory to run the program. So dilation contour line is one good way to obtain DEM data. Tian-Yuan Shih 史天元 2001 學位論文 ; thesis 50 zh-TW |
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碩士 === 國立交通大學 === 土木工程系 === 89 === It is more and more important to generate DEM data quickly and accurately, because application of using DEM is more and more popular. The subject of this research is to generate DEM data by reiteration of dilating contour line using morphological theory.
In this research, apply three difference ways to obtain DEM, these ways are using interpolation scatter points (IDW) , constrained Delaunay triangulation (TIN) and dilation contour line. Comparing the results with the 40X40 meter grid-DEM data of Council of Agriculture, and using five numerical indices. These indices are maximum error, ninetieth-five percentile error, root mean squares error, mean absolute error, and mean error.
Getting a conclusion from macroscopic scale and microscopic scale, three theory all have it’s shortcomings, but using morphological theory obtain DEM data is fast and don’t have very much memory to run the program. So dilation contour line is one good way to obtain DEM data.
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Tian-Yuan Shih |
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Tian-Yuan Shih Wen-Liann Chiuen 闕文鏈 |
author |
Wen-Liann Chiuen 闕文鏈 |
spellingShingle |
Wen-Liann Chiuen 闕文鏈 DEM Generation with Contour Line Using Morphology Theory |
author_sort |
Wen-Liann Chiuen |
title |
DEM Generation with Contour Line Using Morphology Theory |
title_short |
DEM Generation with Contour Line Using Morphology Theory |
title_full |
DEM Generation with Contour Line Using Morphology Theory |
title_fullStr |
DEM Generation with Contour Line Using Morphology Theory |
title_full_unstemmed |
DEM Generation with Contour Line Using Morphology Theory |
title_sort |
dem generation with contour line using morphology theory |
publishDate |
2001 |
url |
http://ndltd.ncl.edu.tw/handle/36568192373002778688 |
work_keys_str_mv |
AT wenliannchiuen demgenerationwithcontourlineusingmorphologytheory AT quèwénliàn demgenerationwithcontourlineusingmorphologytheory AT wenliannchiuen yóuděnggāoxiànlìyòngshùwèixíngtàifǎshēngchéngwǎnggézhuàngshùzhígāochéngmóxíng AT quèwénliàn yóuděnggāoxiànlìyòngshùwèixíngtàifǎshēngchéngwǎnggézhuàngshùzhígāochéngmóxíng |
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