Critical assessment of quantum mechanics based energy restraints in protein crystal structure refinement
September 10, 2006 Filed In:Theory
Abstract: A critical evaluation of
the performance of X-ray refinement protocols using
various energy functions is presented using the
bovine pancreatic trypsin inhibitor (BPTI) protein.
The four potential energy functions we explored
include: (1) fully quantum mechanical calculations;
(2) one based on an incomplete molecular mechanics
(MM) energy function employed in the Crystallography
and NMR System (CNS) with empirical parameters
developed by Engh and Huber (EH), which lacks
electrostatic and attractive van der Waals terms; (3)
one based on a complete MM energy function (AMBER
ff99 parameter set); and (4) the same as 3, with the
addition of a Generalized Born (GB) implicit
solvation term. The R, R free, real space R values of
the refined structures and deviations from the
original experimental structure were used to assess
the relative performance. It was found that at 1 Å
resolution the physically based energy functions 1,
3, and 4 performed better than energy function 2,
which we attribute to the better representation of
key interactions, particularly electrostatics. The
observed departures from the experimental structure
were similar for the refinements with physically
based energy functions and were smaller than the
structure refined with EH. A test refinement was also
performed with the reflections truncated at a
high-resolution cutoff of 2.5 Å and with random
perturbations introduced into the initial
coordinates, which showed that low-resolution
refinements with physically based energy functions
held the structure closer to the experimental
structure solved at 1 Å resolution than the EH-based
refinements.
Authors: Ning Yu, Xue Li, Guanglei Cui, Seth A. Hayik, and Kenneth M. Merz, Jr.
Reference: Prot. Sci. 2006, 15, 2773-2784. (see link for full paper).
Authors: Ning Yu, Xue Li, Guanglei Cui, Seth A. Hayik, and Kenneth M. Merz, Jr.
Reference: Prot. Sci. 2006, 15, 2773-2784. (see link for full paper).