St. Wlodek et al., PREDICTION OF TITRATION PROPERTIES OF STRUCTURES OF A PROTEIN-DERIVEDFROM MOLECULAR-DYNAMICS TRAJECTORIES, Protein science, 6(2), 1997, pp. 373-382
This paper explores the dependence of the molecular dynamics (MD) traj
ectory of a protein molecule on the titration state assigned to the mo
lecule. Four 100-ps MD trajectories of bovine pancreatic trypsin inhib
itor (BPTI) were generated, starting from two different structures, ea
ch of which was held in two different charge states. The two starting
structures were the X-ray crystal structure and one of the solution st
ructures determined by NMR, and the charge states differed only in the
ionization state of N terminus. Although it is evident that the MD si
mulations were too short to sample fully the equilibrium distribution
of structures in each case, standard Poisson-Boltzmann titration state
analysis of the resulting configurations shows general agreement betw
een the overall titration behavior of the protein and the charge state
assumed during MD simulation: at pH 7, the total net charge of the pr
otein resulting from the titration analysis is consistently lower for
the protein with the N terminus assumed to be neutral than for the pro
tein with the N terminus assumed to be charged. For most of the ioniza
ble residues, the differences in the calculated pK(alpha)s among the f
our trajectories are statistically negligible and remain in good agree
ment with the data obtained by crystal structure titration and by expe
riment. The exceptions include the N terminus, which responds directly
to the change of its imposed charge; the C terminus, which in the NMR
structure interacts strongly with the former; and a few other residue
s (Arg 1, Glu 7, Tyr 35, and Arg 42) whose pK(alpha)s reflect the init
ial structure and the limited trajectory lengths. This study illustrat
es the importance of the careful assignment of protonation states at t
he start of MD simulations and points to the need for simulation metho
ds that allow for the variation of the protonation state in the calcul
ation of equilibrium properties.