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Bloino, J.16
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Hada, M.19
Ehara, M.20
Toyota, K.21
Fukuda, R.22
Hasegawa, J.23
Ishida, M.24
Nakajima, T.25
Honda, Y.26
Kitao, O.27
Nakai, H.28
Vreven, T.29
Montgomery Jr., J.A.30
Peralta, J.E.31
Ogliaro, F.32
Bearpark, M.33
Heyd, J.J.34
Brothers, E.35
Kudin, K.N.36
Staroverov, V.N.37
Kobayashi, R.38
Normand, J.39
Raghavachari, K.40
Rendell, A.41
Burant, J.C.42
Iyengar, S.S.43
Tomasi, J.44
Cossi, M.45
Rega, N.46
Millam, J.M.47
Klene, M.48
Knox, J.E.49
Cross, J.B.50
Bakken, V.51
Adamo, C.52
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Voth, G.A.64
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Dannenberg, J.J.66
Dapprich, S.67
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In the GEBF work, these subsystems are referred to as primitives. (85)
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In the GEBF work, these subsystems are referred to as primitives. (85)
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109
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79955891986
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To obtain this value of r, we first performed a series of calculations with a much cheaper B3LYP:PM6(r) model to calibrate the convergence of r. For r = 30 Å, both the RMS and the MAX relative conformer energy deviations between the fragmented B3LYP:PM6(3.0) and the unfragmented B3LYP methods were less than 1 kcal/mol (RMS = 0.46 kcal/mol; MAX = 0.92 kcal/mol).
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To obtain this value of r, we first performed a series of calculations with a much cheaper B3LYP:PM6(r) model to calibrate the convergence of r. For r = 30 Å, both the RMS and the MAX relative conformer energy deviations between the fragmented B3LYP:PM6(3.0) and the unfragmented B3LYP methods were less than 1 kcal/mol (RMS = 0.46 kcal/mol; MAX = 0.92 kcal/mol).
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The largest number of calculations required for a MIM(r) energy was 311, whereas for a MIM(η) energy, it was 507. The largest MP2 subcalculation for MIM(r) had 580 basis functions, whereas MIM(η) had only 402 basis functions. A more detailed comparison of the different types of cutoffs (r or η) will be the focus of future work.
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The largest number of calculations required for a MIM(r) energy was 311, whereas for a MIM(η) energy, it was 507. The largest MP2 subcalculation for MIM(r) had 580 basis functions, whereas MIM(η) had only 402 basis functions. A more detailed comparison of the different types of cutoffs (r or η) will be the focus of future work.
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