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. Author manuscript; available in PMC: 2009 May 1.
Published in final edited form as: Biochim Biophys Acta. 2008 Mar 14;1777(5):441–452. doi: 10.1016/j.bbabio.2008.03.001

Table 3.

PDLD/S-LRA energiesa

System ΔΔGsolwp(I)b pKa(SBH+) b ΔΔGsolwp(II)c Δ GPTd
water 7.0 6.5
bR +2.6 8.9 0.4 6.7
K +0.3 7.2 − 1.0 5.7
L +3.8 9.8 0.5 6.2
M1 +4.0 9.9 1.2 7.1
M2 +2.6 8.9 − 3.0 1.3
M2′ +3.7 9.7 − 3.5 1.4
M22 +3.0 9.2 − 4.0 0.5
a

Energies in kcal/mol, where R82 and D212 are ionized; Asp85 is designated by A in the equations below.

b

ΔΔGsolwp(I)=ΔΔGsolwp(SBH+,ASBHnp,A) is the change in the solvation of the Schiff base upon transfer from water to the protein site, calculated when D85 is negatively charged and where the ‘solvation’ energy in the protein includes the interaction with D85. Here ‘np’ and ‘po’ designate nonpolar and polar, respectively. The corresponding pKa of the Schiff base (when D85 is ionized) is given in pKa units (pKa = 7.0+ ΔΔGsol/1.38).

c

ΔΔGsolwp(II)=ΔΔGsolwp(SBH+,ASBHnp,Anp)

d

ΔGPT is evaluated as ΔGPTp=ΔGPTw()+ΔΔGsolwp(II)+ΔΔGsolwp(SBnp,AHnpSBpo,AHpo)ΔVQQwp/20+ΔVQQpolar/4. Here, ΔVQQip is the gas-phase charge-charge interaction between SB+ and A, and the factor 20 represents the estimate of the dielectric effect for the charge-charge interaction in short distances in water (see related cycle in [111]). ΔVQQpolar is the gas-phase interaction between the polar pair.