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. 2010 Mar 3;285(18):13807–13815. doi: 10.1074/jbc.M110.109660

TABLE 1.

Imatinib binding to Abl, Src, Kit, and Lck in their inactive DFG-out conformations

Binding free energies shown in kilocalories/mol. Upper part, rigorous, MD free energy method; lower part, simpler, PB free energy method.

Method Protein Electrostatic terma Nonelectrostatic termb Total, ΔΔGi ΔΔGexptc Difference, ΔΔGiid
MD method Abl 126.1/125.6e 25.8/25.1e 151.9/150.7f
Src 119.6/119.5 31.7/31.3 151.3/150.8
Src/Abl differenceg 0.2 ± 0.6 4.6 [33] 4.4
PB method Src/Abl differenceg 0.1 [0.2]a 0.4/0.9h 0.5/1.0 (1.5) f 4.6 [33] 4.1/3.6
Src/Kit difference 0.6 [0.3]a 0.7 1.3 (1.5) f 3.2 [81] 1.9
Lck/Abl differenceg −0.2 [−0.1]a −2.4 − 2.6 (1.5) f 2.1 [33] 4.7
Lck/Kit difference 0.3 [0.0]a −2.3 − 2.0 (1.5) f 0.7 [33] 2.7

a With MD, this is the Coulombic free energy component; with PB, it is the continuum dielectric term, which uses an ionic strength of 0.1 m monovalent salt and a protein dielectric of 4 (in square brackets, PB results with a protein dielectric of 6).

b With MD, this is the van der Waals free energy component; with PB, it is the nonpolar term, which uses the surface area model with an atomic surface free energy of γ = 50 cal/mol/Å2.

c Total experimental binding free energy difference is shown.

d ΔΔGii = ΔΔGbind −ΔΔGi is the conformational contribution to the binding free energy difference.

e Results from the forward/reverse simulation (deleting/creating imatinib) are shown.

f Uncertainty was estimated from earlier PB error analyses (49, 54, 55).

g A negative value disfavors Abl binding.

h A second nonpolar model was compared, the “Linear Interaction Energy” model (second value; see under “Materials and Methods”).