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      다국어 초록 (Multilingual Abstract)

      Isogeometric concept is introduced to find out the optimum layout of plane structure under free vibration. Eigenvalue problem is formulated and numerically solved in order to obtain natural frequencies and mode shapes of plane structures. For the exac...

      Isogeometric concept is introduced to find out the optimum layout of plane structure under free vibration. Eigenvalue problem is formulated and numerically solved in order to obtain natural frequencies and mode shapes of plane structures. For the exact geometric expression of the structure, the Non-Uniform Rational B-spline Surface (NURBS) basis functions is employed and it is also used to define the material density functions. A node-wise design variables is adopted to deal with the updating of material density in topology optimization (TO). The definition of modal strain energy is employed to achieve the maximization of fundamental frequency through its minimization. The verification of the proposed TO technique is performed by a series of benchmark test for plane structures.

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      목차 (Table of Contents)

      • Abstract
      • 1. 서론
      • 2. 기하학적 정의
      • 3. 등기하해석 개념
      • 4. 평면응력요소
      • Abstract
      • 1. 서론
      • 2. 기하학적 정의
      • 3. 등기하해석 개념
      • 4. 평면응력요소
      • 5. 위상최적화 문제정의
      • 6. 수치예제
      • 7. 결론
      • REFERENCES
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      참고문헌 (Reference)

      1 Kumar, A.V., "Topology optimization using B-spline finite elements" 44 : 471-481, 2011

      2 Qian, X., "Topology optimization in B-spline space" 265 : 15-35, 2013

      3 Bae, J.E., "Topology optimization for plane problem" 13 (13): 216-227, 1997

      4 이상진, "Topology Optimization of Plane Structures using Modal Strain Energy for Fundamental Frequency Maximization" 대한건축학회 12 (12): 39-47, 2010

      5 Kane, C., "Topological Optimum Design using Genetic Algorithms" 25 (25): 1-25, 1996

      6 Hughes, T.J.R., "The Finite Element MethodLine-ar Static and Dynamic Finite Element Analysis" Pren-tice-Hall 1987

      7 Tenek, L.H., "Static and vibrational shape and topology optimization using homogenization and mathematical programming" 109 : 143-154, 1993

      8 Diaz, A.R., "Solutions to shape and topology eigenvalue optimization problems using a homogenization method, Int J Num Meth Engng" 35 : 1487-1502, 1992

      9 Krog, L.A., "Optimum topology and reinforcement design of disk and plate structures with multiple stiffness and eigenfrequency objectives" 72 : 535-563, 1999

      10 Yang, R.J., "Optimal topology design using linear programming" 52 : 265-275, 1994

      1 Kumar, A.V., "Topology optimization using B-spline finite elements" 44 : 471-481, 2011

      2 Qian, X., "Topology optimization in B-spline space" 265 : 15-35, 2013

      3 Bae, J.E., "Topology optimization for plane problem" 13 (13): 216-227, 1997

      4 이상진, "Topology Optimization of Plane Structures using Modal Strain Energy for Fundamental Frequency Maximization" 대한건축학회 12 (12): 39-47, 2010

      5 Kane, C., "Topological Optimum Design using Genetic Algorithms" 25 (25): 1-25, 1996

      6 Hughes, T.J.R., "The Finite Element MethodLine-ar Static and Dynamic Finite Element Analysis" Pren-tice-Hall 1987

      7 Tenek, L.H., "Static and vibrational shape and topology optimization using homogenization and mathematical programming" 109 : 143-154, 1993

      8 Diaz, A.R., "Solutions to shape and topology eigenvalue optimization problems using a homogenization method, Int J Num Meth Engng" 35 : 1487-1502, 1992

      9 Krog, L.A., "Optimum topology and reinforcement design of disk and plate structures with multiple stiffness and eigenfrequency objectives" 72 : 535-563, 1999

      10 Yang, R.J., "Optimal topology design using linear programming" 52 : 265-275, 1994

      11 Pedersen, N.L., "Maximization of eigenvalues using topology optimization" 20 : 2-11, 2000

      12 Rozvany, G., "Layout optimization of structures" 48 : 41-118, 1995

      13 Nguyen, V.P., "Isogeometric analysis: An overview and computer implementation aspects" 117 : 89-116, 2015

      14 Hughes, T.J.R., "Isogeometric Analysis: CAD, Finite Elements, NURBS, Exact Geometry and Mesh Refinement" 194 : 4135-4195, 2005

      15 Bendsoe, M.P., "Generating optimal topologies in structural design using homogenization method" 71 : 197-224, 1988

      16 이상진, "Free Vibrations of Thin Shells with Isogeometric Approach" 대한건축학회 16 (16): 67-74, 2014

      17 Hassani, B., "An isogeometric approach to structural topology optimization by optimality criteria" 45 : 223-233, 2012

      18 Cheng, G., "An investigation con-cerning optimal design of solid elastic plates" 17 : 305-323, 1981

      19 Gomes F.A.M., "An SLP algorithm and its application to topology optimization" 30 : 53-89, 2011

      20 Xie, Y.M., "A simple evolutionary procedure for structural optimization" 49 : 885-896, 1993

      21 Wang, M.Y., "A level set method for structural topology optimization" 192 : 227-246, 2003

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      2022 평가예정 계속평가 신청대상 (등재유지)
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      외국어명 : Journal of the Architectural Institute of Korea(Structure & Construction) -> Journal of the Architectural Institute of Korea Structure & Construction
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