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논문검색

정육면체를 바탕으로 한 건물형태에 관한 연구 - 앙리 시리아니의 선적인 피규어를 기준으로 -

원문정보

A study on the shape of a building based on a cube - Focusing on Henri Cirani's linear figure -

전인목

피인용수 : 0(자료제공 : 네이버학술정보)

초록

영어

The various forms of architecture result in the cube of its circular, triangular, and square, in particular cube, which has been most widely used for the reason of its utility of rational space utilization. However, research on the diversity of forms based on this is very rare. Therefore, this paper is a study on the diversity of building form based on cube, and the purpose of this paper is to provide data that will be a reference to the design of the building shape considering the urban context. As the review of the study was feared to be limited to diversity only in its form, it was based on the five linear figures presented by Henri Ciriani in the city's fragmentary theory to emphasize the consistency of the original figure's purpose and to seek more detailed forms to respond to the context around the site. The method of study sought diversity by dividing the cube into the x, y, z axis and cross-applying the horizontal and vertical three-dimensional changes of the figure and the changes of fill and emptiness. As a result, various spatial expansion features were found by the upper and lower bifurcation while maintaining the characteristics of the types and figures that could emphasize the original characteristics of the figures. Also found three-way figures missing from Henri Ciriani's five figures, and explored shapes in which a single figure could have two properties. Based on cubes, this study of about 150 forms may be meaningful in that it can be applied to more diverse forms of design suitable for the situation around the site, with variations in the ratio of the mass's bowel, rotation, connection, and opening and closing.

목차

Abstract
1. 서론
1.1 연구배경 및 목적
1.2 연구범위 및 방법
2. 형태분석의 방법
2.1 선적인 건물 구성방법
2.2 형태의 변형 방법
3. Figure의 종류 및 특성
4. 형태의 다양성 검토
4.1 수직적 다양성 검토(y축 방향)
4.2 수평적 다양성 검토(x축 방향)
4.3 입체적 다양성 검토(z축 방향)
4.4 소결
5. 결론
REFERENCES

저자정보

  • 전인목 Jun, In-Mok. 서원대학교 건축학과 교수, 정회원, 프랑스 건축사(D.P.L.G)

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자료제공 : 네이버학술정보

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