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. 2012 Feb 17;13(2):2176–2195. doi: 10.3390/ijms13022176

Table 1.

Binding free energies computed by MM-GBSA method a.

Components b pDI6W + MDM2 pDI6W + MDMX WK23 + MDM2 WK23 + MDMX

mean std c Mean std c mean std c mean std c
ΔGele −135.20 0.41 −144.89 0.32 −0.95 0.01 −1.78 0.05
ΔGvdw −67.76 0.16 −65.49 0.17 −40.05 0.21 −36.26 0.31
ΔGpol 149.67 0.31 169.18 0.36 11.05 0.08 12.18 0.10
ΔGnopol −9.18 0.05 −9.11 0.02 −5.36 0.21 −5.41 0.02
ΔGele + pol 23.65 0.20 24.29 0.20 10.09 0.06 10.39 0.07
ΔGgb −53.29 0.23 −50.31 0.24 −35.31 0.14 −31.28 0.14
TΔS 31.36 0.12 30.57 0.21 18.50 0.11 15.61 0.18
ΔGbind −21.93 −19.74 −16.81 −14.89
ΔGexpd −10.5 −9.73 −8.26 −6.08
a

All values are given in kcal·mol−1;

b

Component: ΔGele: electrostatic energy in the gas phase; ΔGvdw: van der Waals energy; ΔGnopol: non-polar solvation energy; ΔGpol: polar salvation energy; ΔGele+pol = ΔGele + ΔGpol: polar interaction energy; ΔGgb = ΔGvdw + ΔGnopol + ΔGele+pol; −TΔS: total entropy contribution; ΔGbind = ΔGgbTΔS;

c

Standard errors of the mean;

d

The experimental values ΔGexp were derived from the experimental IC50 values in References [14,24] by using the equation ΔG ≈ −RTlnIC50.