element(s): ['Si'] AFLOW prototype label: A_hP1_191_a Parameter names: ['a', 'c/a'] model type (only 'standard' supported at this time): standard number of parameter sets: 1 Parameter values for parameter set 0: ['2.6513', '0.93471127'] model name: MEAM_LAMMPS_LenoskySadighAlonso_2000_Si__MO_533426548156_002 ==== Building ASE atoms object with: ==== representative atom symbols = ['Si'] representative atom coordinates = [[0 0 0]] spacegroup = 191 cell = [[2.6513, 0, 0], [-1.32565, 2.2960931530537, 0], [0, 0, 2.4782]] ========================================= Step Time Energy fmax BFGS: 0 17:55:31 -4.154655 1.236051 BFGS: 1 17:55:31 -4.230029 2.571967 BFGS: 2 17:55:31 -4.248452 8.172175 BFGS: 3 17:55:31 -4.290542 3.212996 BFGS: 4 17:55:31 -4.341136 2.040812 BFGS: 5 17:55:31 -4.231749 9.583008 BFGS: 6 17:55:31 -4.358872 1.639999 BFGS: 7 17:55:31 -4.369953 1.561265 BFGS: 8 17:55:31 -4.199295 13.523390 BFGS: 9 17:55:31 -4.377542 1.136229 BFGS: 10 17:55:31 -4.380260 0.605929 BFGS: 11 17:55:31 -4.381280 0.039403 BFGS: 12 17:55:31 -4.381296 0.025406 BFGS: 13 17:55:31 -4.381299 0.002713 BFGS: 14 17:55:31 -4.381299 0.000123 BFGS: 15 17:55:31 -4.381299 0.000001 BFGS: 16 17:55:31 -4.381299 0.000000 BFGS: 17 17:55:31 -4.381299 0.000000 Minimization converged after 17 steps. Maximum force component: 0.0 eV/Angstrom Maximum stress component: 1.7807097432622497e-11 eV/Angstrom^3 ==== Minimized structure obtained from ASE ==== symbols = ['Si'] basis = [[0. 0. 0.]] cellpar = Cell([[2.5571871301594493, 7.357284502755162e-17, 1.3240043049860596e-35], [-1.2785935650797247, 2.214589016948707, 2.8096750280011816e-35], [-4.636490210656052e-34, -1.0281904997120484e-33, 2.366171834214623]]) forces = [[0. 0. 0.]] stress = [-1.78070974e-11 -1.78070974e-11 1.39286994e-12 -2.34478377e-36 6.54859461e-36 3.27886859e-27] energy per atom = -4.381299177696485 =============================================== Parameter sets [0] relaxed to duplicate structures, attempting to write only one of them. Successfully added property instance for parameter set 0