인력선 프레임의 병렬화 위상 최적설계
Parallelized Topology Design Optimization of the Frame of Human Powered Vessel
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초록
Topology design optimization is a method to determine the optimal distribution of material that yields the minimal compliance of structures, satisfying the constraint of allowable material volume. The method is easy to implement and widely used so that it becomes a powerful design tool in various disciplines. In this paper, a large-scale topology design optimization method is developed using the efficient adjoint sensitivity and optimality criteria methods. Parallel computing technique is required for the efficient topology optimization as well as the precise analysis of large-scale problems. Parallelized finite element analysis consists of the domain decomposition and the boundary communication. The preconditioned conjugate gradient method is employed for the analysis of decomposed sub-domains. The developed parallel computing method in topology optimization is utilized to determine the optimal structural layout of human powered vessel.
Abstract
Topology design optimization is a method to determine the optimal distribution of material that yields the minimal compliance of structures, satisfying the constraint of allowable material volume. The method is easy to implement and widely used so that it becomes a powerful design tool in various disciplines. In this paper, a large-scale topology design optimization method is developed using the efficient adjoint sensitivity and optimality criteria methods. Parallel computing technique is required for the efficient topology optimization as well as the precise analysis of large-scale problems. Parallelized finite element analysis consists of the domain decomposition and the boundary communication. The preconditioned conjugate gradient method is employed for the analysis of decomposed sub-domains. The developed parallel computing method in topology optimization is utilized to determine the optimal structural layout of human powered vessel.
참고문헌 (13)
- Lee, K.M, "Topology Design Optimization of Structures using Solid Elements", Proceedings of COSEIK Symposium-Spring, 통권 : 18, pp.309~316 (2005)
- Lee, K.M, "Parallel Topology Optimization on Distributed Memory System", Proceedings of COSEIK Symposium-Spring, 통권 : 19, pp.291~298 (2006)
- Bendsøe, M.P, "Topology Optimization: Theory, Methods and Applications" (2003), Springer-Verlag
- Ha, Y.D, "Topology Design Optimization of Ship Structures", Proceedings of the Annual Autumn Meeting (SNAK), pp.550~555 (2003)
- Kim, T.S, "Parallelized Structural Topology Optimization for Eigenvalue Problems", International Journal of Solids and Structures, 41, pp.2623~2641 (2004)
- Shewchuk, J.R, "An Introduction to the Conjugate Gradient Method without Agonizing Pain" (1994), Carnegie Mellon Univ.
- Tallec, P, "Domain Decomposition Methods in Computational Mechanics", Computational mechanics advances, 1, pp.121~220 (1994)
- Rozvany, G.I.N, "The COC Algorithm, Part I: Cross-section Optimization of Sizing", Computer Methods in Applied Mechanics and Engineering, 89, pp.281~308 (1991)
- Vemaganti, K, "Parallel Methods for Optimality Criteria-based Topology Optimization", Computer Methods in Applied Mechanics and Engineering, 194, pp.3637~3667 (2005)
- Barrett, R, "Templates for the Solutions of Linear Systems: Building Blocks for Iterative Methods" (1994), PA
- Papadrakakis, M, "Parallel Solution methods in computational mechanics" (1997), John Wiley & Sons
- 6000 SP: Practical MPI Programming, "RS", pp.1999, Aoyama,Y
- Pacheco, P.S, "Parallel Programming with MPI" (1997), Morgan Kaufmann Publisher
