Structural topology optimization design method under random acceleration excitation based on large mass method
A technology of topology optimization and design method, applied in the direction of design optimization/simulation, calculation, instrument, etc., can solve the problems of poor practicability and achieve the effect of strong practicability
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[0040] refer to figure 1 . The specific steps of the structural topology optimization design method based on the large mass method under random acceleration excitation in the present invention are as follows:
[0041] (a) Establish the finite element model of the design space: divide the rectangular planar structure with length, width, and thickness of 0.8m, 0.4m, and 0.005m into a square grid of 80×40, and impose a mass of 3×10 on the node where the large mass point is located. 7 The large mass point of kg constrains all degrees of freedom except the vertical direction at the large mass point. Set the topology design variable η h The initial value is 0.5. The total number of structural units N h =3200. Given material density ρ=7800kg / m 3 , Young's modulus E=200GPa, the upper limit of mass constraints
[0042] (b) Set the excitation load as a random load f(t) acting vertically upward on the node at the point where the large mass is applied, and the structure has only...
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