Binary cluster structure optimization method based on simulated annealing optimization algorithm
An optimization algorithm and simulated annealing technology, applied in design optimization/simulation, calculation, calculation model, etc., can solve the problems of falling into the local optimal search space of different configurations, difficulty in finding the optimal structure, and low algorithm efficiency.
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[0024] This embodiment is a method for binary cluster structure optimization based on simulated annealing optimization algorithm. Refer to the workflow figure 1 Shown.
[0025] Take the binary Lennard-Jones cluster A n B m Take the structural optimization of (n+m<30) as an example, the specific implementation steps are:
[0026] (1) Set the initial temperature T max =3.0, design annealing schedule: T k = T max *exp[-1.5* (k / K) 0.25 ]; where k is the number of iterations, K=20.
[0027] (2) Generate an initial structure library. At a radius of R=σ AB [(3*(n+m)) / (4π)] 1 / 3 (σ AB Is the distance between the nuclei of atoms A and B) randomly generate the coordinates of the initial structure in the sphere (n is the number of atoms of type A, m is the number of atoms of type B), and randomly select n types of A from these n+m coordinates Atoms, the rest are type B atoms. Randomly generate M initial structures. According to the interaction between atoms of the binary Lennard-Jones clu...
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