yunzhen he, kun cai, zi-long zhao, yi min ‘mike’ xie rmit

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Yunzhen He, Kun Cai, Zi-Long Zhao, Yi Min ‘Mike’ Xie RMIT University, Melbourne, Australia

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Page 1: Yunzhen He, Kun Cai, Zi-Long Zhao, Yi Min ‘Mike’ Xie RMIT

Yunzhen He, Kun Cai, Zi-Long Zhao, Yi Min ‘Mike’ Xie

RMIT University, Melbourne, Australia

Page 2: Yunzhen He, Kun Cai, Zi-Long Zhao, Yi Min ‘Mike’ Xie RMIT

Generative Architectural Design and Realization based on Topology Optimization

Page 3: Yunzhen He, Kun Cai, Zi-Long Zhao, Yi Min ‘Mike’ Xie RMIT

Generative Architectural Design and Realization based on Topology Optimization

Page 4: Yunzhen He, Kun Cai, Zi-Long Zhao, Yi Min ‘Mike’ Xie RMIT
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¾ This study was based on the Bi-directional Evolutionary Structural Optimization (BESO) method, but most of the tactics can be applied to other optimization methods, such as SIMP, Level Set

¾ ESO method (Xie and Steven, 1993)

¾ BESO method (Querin, Steven, Xie 1998; Huang and Xie, 2007)

Page 7: Yunzhen He, Kun Cai, Zi-Long Zhao, Yi Min ‘Mike’ Xie RMIT
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R=4.5

R=2.0

R=3.5 R=3.0

R=1.0

The overall stiffness differs by less than 1.4%

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Extended ESO method was used for form-finding

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BESO process

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The overall stiffness differs by 9.1%

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The overall stiffness differs by 3%

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The overall stiffness of the bottom design is 12% lower

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The overall stiffness differs by 7%

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The overall stiffness differs by 4%

Page 31: Yunzhen He, Kun Cai, Zi-Long Zhao, Yi Min ‘Mike’ Xie RMIT
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These holes are allowed to be filled, if necessary

Page 34: Yunzhen He, Kun Cai, Zi-Long Zhao, Yi Min ‘Mike’ Xie RMIT

The overall stiffness differs by 2%

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BESO

BESO +

Genetic Algorithm

Page 38: Yunzhen He, Kun Cai, Zi-Long Zhao, Yi Min ‘Mike’ Xie RMIT

BESO

BESO +

Genetic Algorithm

The overall stiffness differs by 1.5%

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Background: BESO bridge design by Yi Min ‘Mike’ Xie and Dingwen ‘Nic’ Bao