element(s): ['Fe'] AFLOW prototype label: A_hP2_194_c 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: ['2.4403', '1.5759538'] model name: Sim_LAMMPS_MEAM_KimJungLee_2009_FeTiC__SM_531038274471_000 ==== Building ASE atoms object with: ==== representative atom symbols = ['Fe'] representative atom coordinates = [[0.33333333 0.66666667 0.25 ]] spacegroup = 194 cell = [[2.4403, 0, 0], [-1.22015, 2.1133617928552, 0], [0, 0, 3.8458]] ========================================= Step Time Energy fmax BFGS: 0 14:56:00 -8.075626 3.1139 BFGS: 1 14:56:00 -8.339898 1.8701 BFGS: 2 14:56:00 -8.488848 0.7652 BFGS: 3 14:56:00 -8.519318 0.1959 BFGS: 4 14:56:00 -8.520558 0.0789 BFGS: 5 14:56:00 -8.520706 0.0555 BFGS: 6 14:56:00 -8.521060 0.0546 BFGS: 7 14:56:00 -8.521323 0.0378 BFGS: 8 14:56:00 -8.521425 0.0130 BFGS: 9 14:56:00 -8.521437 0.0031 BFGS: 10 14:56:00 -8.521438 0.0002 BFGS: 11 14:56:00 -8.521438 0.0000 BFGS: 12 14:56:00 -8.521438 0.0000 BFGS: 13 14:56:00 -8.521438 0.0000 Minimization converged after 13 steps. Maximum force component: 1.6990108413752256e-32 eV/Angstrom Maximum stress component: 2.875301465438274e-10 eV/Angstrom^3 ==== Minimized structure obtained from ASE ==== symbols = ['Fe', 'Fe'] basis = [[0.33333333 0.66666667 0.25 ] [0.66666666 0.33333334 0.75 ]] cellpar = Cell([[2.562914328856072, 2.3538917836666468e-17, 2.1215677875721585e-36], [-1.281457164428036, 2.219548916512503, -5.8023472277498145e-36], [3.725836372873275e-36, 3.59877162700622e-35, 4.135204056698062]]) forces = [[-1.18463843e-32 2.27983772e-33 -1.69901084e-32] [ 1.18463843e-32 -2.27983772e-33 1.69901084e-32]] stress = [-1.14572270e-10 -1.14572270e-10 -2.87530147e-10 3.58119134e-33 -3.51444468e-47 -5.00432821e-26] energy per atom = -4.260718808810121 =============================================== Parameter sets [0] relaxed to duplicate structures, attempting to write only one of them. Successfully added property instance for parameter set 0