2014
DOI: 10.1016/j.engstruct.2014.05.043
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Performance-based topology optimization for wind-excited tall buildings: A framework

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Cited by 48 publications
(17 citation statements)
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“…Bobby et al . () present a performance‐based topology optimization framework developed for wind sensitive tall buildings. The framework is based on decoupling the performance‐based assessment from the topology optimization problem through the definition of a number of approximate sub‐problems.…”
Section: Introductionmentioning
confidence: 99%
“…Bobby et al . () present a performance‐based topology optimization framework developed for wind sensitive tall buildings. The framework is based on decoupling the performance‐based assessment from the topology optimization problem through the definition of a number of approximate sub‐problems.…”
Section: Introductionmentioning
confidence: 99%
“…Among the RESs, wind power has become more attractive due to its short gestation period, mature level of technology, and negligible environmental pollution [4][5][6][7]. Consequently, many countries have set strategic plans to develop technologies for supporting sustainable wind power development, especially in areas with rich wind energy sources [8]. However, off-grid wind power systems have greater advantages in remote places such as mountainous areas, islands, coastal areas, and other places where wind energy is abundant and where it is temporarily unable to achieve grid-connected power supply [9][10][11].…”
Section: Introductionmentioning
confidence: 99%
“….Flager らは トラス構造の重量最小化(大規模問題)を目的とした FCD(Fully Constrained Design)法を提案している ) .この他にも多くの寸法最適化を取り扱った研究が報告されているが,そのほとんどは重量最小化を 目的としたものである ( , , , ) , , ) .また,寸法最適化をベースに形 状最適化も同時に行う研究( (Fuerle and Sienz, 2013) , )も報告されている.位相最適化(グラン ドストラクチャ)を取り扱った研究として,Bobby らが風荷重を受ける高層ビルの重量最小化を目的として Performance-based トポロジー最適化を提案している (Bobby, et al, 2014) .Albanesi らは医療機器への応用を目的 とした IFEM(inverse finite element method)を用いたコンプライアントメカニズム設計手法を提案している (Albanesi, et al, 2013) .Ohsaki らは建築でのアーチ,屋根,壁などに用いることを目的とし,柔な変形機構を持 つメカニズムが指定変形特性を有するように,Tabu search 法を用いた節点位置,部材断面積の最適化を提案して いる )や Cea ,Zolesio らのフランスの数学者らに よって提案された古典的な手法である…”
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