The invention relates to the technical field of lattice structure
topological optimization, and discloses a multi-scale
hybrid lattice structure double-variable
topological optimization method, which comprises the steps of defining double variables, including a first design variable as a scaling scale and a second design variable as a
relative density; determining a basic unit
cell of the
hybrid lattice structure and obtaining a corresponding unit
cell size, wherein the second design variable is determined based on the unit
cell size; obtaining a first filling unit cell and a second filling unit cell; determining a
design domain, and filling the first filling unit cells and the second filling unit cells into the
design domain by taking the flexibility minimization of the
hybrid lattice structure as a target and the
volume fraction as a constraint; and optimizing the filling process based on a moving asymptote optimization
algorithm so as to carry out
topological optimization of the hybrid lattice
structure based on double variables, and outputting an optimized multi-scale hybrid lattice structure. According to the industrial bearing structure, higher structural specific stiffness,
specific strength and
energy absorption efficiency are achieved, and the requirements for light weight, self-adaption and high performance in an existing industrial bearing structure can be met.