A topology optimization method for arbitrary Poisson's ratio metamaterials
A topology optimization, metamaterial technology, applied in design optimization/simulation, special data processing applications, instruments, etc., can solve problems such as undetermined Poisson's ratio, complex internal structure, and improved mechanical properties of metamaterials
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[0089]Step 1: In metamaterials, the division of functional primitive design areas
[0090] Such as figure 2 As shown, the size of the metamaterial design range is 210mm×150mm, which is divided into 5×5 functional primitive design areas, and the shape selected for this design area can be other shapes such as rectangle, triangle or circle.
[0091] Step 2: Finite element discretization of the design area and initialization of the optimization problem
[0092] select as image 3 The rectangle shown is used as the design area of the functional primitive, and the size is 42mm×30mm. Further, as Figure 4 As shown, the rectangular design area is discretized into 84×60 finite element grids, and displacement constraints and loads are applied according to the actual working conditions (a concentrated force F is applied at the center of the upper and lower ends 1 =F 2 =1N), initialize the density of the functional primitive design area and the material properties of the unit (the ...
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