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한국실내디자인학회 / v.38, no., 2003년, pp.75-75 
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포인트그룹 이론을 이용한 대칭적 건물 평면형태의 최적대안 결정방안
( The Optimization Method of Symmetrical Building Plan Using Point Group Theory ) |
| 진경일; 연세대학교 건축과학기술연구소;
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| 초 록 |
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| The symmetry is general geometric design principal in contemporary architecture shape. But, Symmetry sometimes easily causes unreasonable design. In some reason, two of symmetric units in the apartment, one side of unit have very reasonable plan and arrangement but opposite side unit nay not. For example, if the kitchen on right unit had right-handed arrangement, the symmetrical other would have left-handed kitchen arrangement. In addition to this, if each house unit has the same plan but different direction, each unit has different usage or affects the residents' life pattern. Nevertheless, Architects use only one unit plan to design public housing development by using symmetric operator (mirror, proper rotation, inversion center) at their option. This study suggests that using group theory and mathematical matrix rather than designer's discretion can solve this symmetry problem clearly. And, this study analysis the merits and demerits between each symmetrical pair of unit plan shapes by using mathematical point group theory and matrix. |
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| 키워드 |
| 대칭;포인트 그룹이론;행렬;Symmetry;Point Group Theory;matrix; |
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한국실내디자인학회논문집 / v.38, no., 2003년, pp.75-75
한국실내디자인학회
ISSN : 1229-7992
UCI : G100:I100-KOI(KISTI1.1003/JNL.JAKO200310103458992)
언어 : 한국어 |
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| 논문 제공 : KISTI 한국과학기술정보연구원 |
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