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. 2020 Jul 27;153(4):044115. doi: 10.1063/5.0012494

TABLE III.

Computed ΔGLH values (in kcal/mol) for a fully unrestrained blocked serine in solution from the staged transformation approach using different combinations of confined reference structures (i.e., X0, X0).a

X0 sample 1 X0 sample 2 X0 sample 3 X0 sample 4 X0 sample 5
ΔG0LH −18 550.6 ± 0.3 −18 551.9 ± 0.2 −18 553.9 ± 0.3 −18 556.3 ± 0.5 −18 550.2 ± 0.2
X0 sample 1 4.5/−18 546.1b 5.0/−18 546.8 9.6/−18 544.3 11.1/−18 545.2 11.1/−18 539.0
X0 sample 2 2.4/−18 548.2 2.9/−18 548.9 7.6/−18 546.3 9.0/−18 547.3 9.1/−18 541.1
X0 sample 3 3.9/−18 546.7 4.5/−18 547.4 9.1/−18 544.8 10.6/−185 45.7 10.6/−18 539.6
X0 sample 4 3.1/−18 547.5 3.7/−18 548.2 8.3/−18 545.7 9.7/−18 546.5 9.8/−18 540.4
X0 sample 5 3.0/−18 547.6 3.5/−18 548.3 8.2/−18 545.8 9.6/−18 546.7 9.6/−18 540.5
Avg.c −18 545.4 ± 2.9 (−18 546.7 ± 1.2)
a

See text for the discussion of the selection of the confined structures. The first row lists the values of ΔG0LH, which depends only on the choices of R0′, as discussed in Sec. II D 2, we introduced an intermediate level of model (M) that uses the CHARMM36 force field, except that the partial charges are replaced by DFTB3/3OB Mulliken charges computed for a single snapshot in solution; thus, ΔG0LH=ΔG0LM+ΔG0MH, where the L/M conversion is done with multi-λ TI due to the low computational cost, and M/H conversion is done with 1-λ FEP due to the favorable distribution overlap illustrated in Fig. 8. For other entries, the value before the slash is ΔGΛL, and the value after the slash is ΔGLH=ΔG0LH+ΔGΛL.

b

For this specific combination, the confined structures (X0, X0) are close to the minima on the L/H free energy surface based on the 2D projection [see Figs. 10(c) and 10(d)].

c

The average ΔGLH value is reported as the “Stage” entry in Table I; values with parentheses are the results without including data from R0′ sample 5 [see Fig. 10(d)], which leads to consistently different values (see text).