Optimal topology design using linear programming
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Cited by (253)
A multi-region active learning Kriging method for response distribution construction of highly nonlinear problems
2024, Computer Methods in Applied Mechanics and EngineeringMass minimization with conflicting dynamic constraints by topology optimization using sequential integer programming
2022, Finite Elements in Analysis and DesignCitation Excerpt :This method models each iteration of the optimization as an integer linear program and combines the sensitivity analysis of the BESO method with the sequential integer programming approach used in Ref. [11,12], details regarding TOBS can be found in Ref. [13]. Static problems have been treated extensively, some examples are minimization of the static compliance [5,10,14], local displacements [10,14] and minimization of the first principal stress [15]. Dynamic problems arising in e.g. vehicle applications such as automotive and railway design have also been researched.
A sensitivity analysis method to evaluate the impacts of random and interval variables on the probability box
2021, Applied Mathematical ModellingNumerical investigation in optimization design for 1/16 vacuum vessel sector multiple bottom supports
2020, Procedia ManufacturingTopology optimization of stress-constrained structural elements using risk-factor approach
2019, Computers and Structures
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