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Optimal design of compliant thermal-structural microactuators with geometrical nonlinearities
The element-free Galerkin(EFG) method is integrated into topology optimization for designing compliant thermal-structural microactuators, with geometrical nonlinearities considered. Taking into account its more capable of capturing the natural behavior of nonlinear compliant mechanisms than the standard finite element method (FEM), the meshfree method is employed to discretize the governing equations and the bulk density field. Furthermore, the design sensitivity analysis is performed by incorporating the adjoint approach into the meshfree method. The availability of the proposed method is demonstrated by designing compliant actuators in which both linear and nonlinear modelings are considered.
Optimal design of compliant thermal-structural microactuators with geometrical nonlinearities
The element-free Galerkin(EFG) method is integrated into topology optimization for designing compliant thermal-structural microactuators, with geometrical nonlinearities considered. Taking into account its more capable of capturing the natural behavior of nonlinear compliant mechanisms than the standard finite element method (FEM), the meshfree method is employed to discretize the governing equations and the bulk density field. Furthermore, the design sensitivity analysis is performed by incorporating the adjoint approach into the meshfree method. The availability of the proposed method is demonstrated by designing compliant actuators in which both linear and nonlinear modelings are considered.
Optimal design of compliant thermal-structural microactuators with geometrical nonlinearities
Yixian Du, (author) / Qihua Tian, (author) / Zhengjia Wu, (author)
2009-11-01
115816 byte
Conference paper
Electronic Resource
English
Springer Verlag | 2004
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