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다항곡면을 이용한 반구근사

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Author(s)
서혜미
Issued Date
2012
Abstract
It was described in a recent paper [7] by Floater, how one can approximate a conic section in the form of a rational quadratic Bézier curve, by polynomial parametric curves. Using this method, we obtain the approximation for circular arc of angular of more than by polynomial parametric curve of odd degree in this thesis. The approximation method can be extended to approximate the half sphere by polynomial surfaces, and the Hausdorff distance between these surfaces is analyzed. Our approximation surfaces are visualized using mathematical software.
Alternative Title
Approximation of half sphere by polynomial surfaces
Alternative Author(s)
Seo, Hye Mi
Affiliation
조선대학교 교육대학원
Department
교육대학원 수학교육
Advisor
안영준
Awarded Date
2013-02
Table Of Contents
ABSTRACT
1장. 소개 1
2장. 예비지식 및 기존연구결과 2
2.1절 베지에 곡선 및 곡면 2
1. 베지에 곡선 2
2. 베지에 곡면 3
2.2절 원뿔곡선과 이차 유리베지에 곡면 4
2.3절 플로터의 근사방법 8
3장. 원호근사 12
3.1절 pi이상의 각에 대한 원호근사 12
3.2절 오차분석 24
4장. 반구근사 26
4.1절 다항곡면을 이용한 반구근사 26
4.2절 오차분석 31
5장. 결론 37
참고문헌 38
Degree
Master
Publisher
조선대학교 교육대학원
Citation
서혜미. (2012). 다항곡면을 이용한 반구근사.
Type
Dissertation
URI
https://oak.chosun.ac.kr/handle/2020.oak/15563
http://chosun.dcollection.net/common/orgView/200000263628
Appears in Collections:
Education > 3. Theses(Master)
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  • Embargo2012-12-21
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