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연속인 곡률을 갖는 삼차 베지에 곡선에 관한 연구

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Author(s)
임세묵
Issued Date
2014
Abstract
Bezier curves have been applied in many fields such as the field of CAD/CAM to help in designing desired objects with curve or curved surface in recent 30 years. Especially, the various fonts can be created by using the cubic Bezier curve. For example, alphabet "R" is constructed by connecting 28 Bezier curves in this paper. The research of this paper is the study to approximate 'R' which is composed of curves to become the curvature continuous. It showed the study that makes the tangent continuous approximated to become the curvature continuous in the connection points of Bezier curves.
Alternative Title
Curvature continuity of cubic Bezier curve
Alternative Author(s)
Lim, Se Mook
Department
교육대학원 교육학과
Advisor
안영준
Awarded Date
2014-08
Table Of Contents
목 차

ABSTRACT



제1장 소개
--------------------------------------- 1


제2장 예비 지식 (기초 지식)
------------------------- 3
제1절 n차 베지에 곡선
--------------------- 3
제2절 기본적인 미분기하 개념
--------------------- 4


제3장 연구 결과
------------------------------------- 11
제1절 삼차 베지에 곡선에서의 곡률연속
----------------- 11


제4장 연구결과의 활용
------------------ 13


참고문헌
----------------------------------------------- 26
Degree
Master
Publisher
조선대학교 대학원
Citation
임세묵. (2014). 연속인 곡률을 갖는 삼차 베지에 곡선에 관한 연구.
Type
Dissertation
URI
https://oak.chosun.ac.kr/handle/2020.oak/15783
http://chosun.dcollection.net/common/orgView/200000276313
Appears in Collections:
Education > 3. Theses(Master)
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