Earticle

초록

영어

Membrane structures, a kind of lightweight soft structural system, are used for spatial structures. The material property of the membrane has strong axial stiffness, but little bending stiffness. The design procedure of membrane structures are needed to do shape finding, stress-deformation analysis and cutting pattern generation. In shape finding, membrane structures are unstable
structures initially. These soft structures need to be introduced initial stresses because of its initial unstable state, and happen large deformation phenomenon. Also there are highly varied in their size, curvature and material stiffness. So, the approximation inherent in cutting pattern generation methods is quite different.
Therefore, in this study, to find the structural shape after large deformation caused by initial stress, we need the shape analysis considering geometric nonlinear term. And the geodesic line on surface of initial equilibrium shape and the cutting pattern generation using the geodesic line is introduced.

목차

Abstract
 1. 서론
 2. 막 요소와 증분방정식
 3. 곡면의 스트립과 측지선
 4. 수치해석 예
  4.1 카테나리 곡면
  4.2 HP형 케이블 보강 막 구조물
 5. 결론
 참고문헌

키워드

막 구조물 형상해석 평형해석 이중 곡면 측지선 재단도Membrane Structures Shape Analysis Equilibrium Analysis Double Curved Surface Geodesic Line Cutting Pattern

저자

• 안상길 [ An, Sang Gil | 세명대학교 건축공학과 일반대학원, 석사과정 ]
• 정을석 [ Jeong, Eul Seok | 세명대학교 건축공학과, 공학석사 ]
• 손수덕 [ Sohn, Su Deok | 경북대학교 건축공학과, 공학박사 ]
• 김승덕 [ Kim, Seung Deog | 세명대학교 건축공학과 부교수, 공학박사 ]

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