OPTIM is distributed free of charge under the GPL as
part of the current gitlab software image from the group.
OPTIM input and output for 1bdd, NmHR, and M1NT R134N mutant.
1 step OPTIM input and output.
2 steps OPTIM input and output.
Pathsample run for water hexamer including some OPTIM input and output.
basic minimisation for seven carbon atoms; new GAP potential.
basic minimisation for seven carbon atoms; old GAP potential.
transition state search and pathway for buckminsterfullerene.
S6 pathway for a protein bead model with 97 sites.
QCI interpolation for a protein bead model with 92 sites, avoiding chain crossings
REDOPATH for tau protein AMBER 12.
Parameters that produce a connected path from a single DNEB cycle.
Parameters that produce a connected path more efficiently, in
six DNEB cycles.
A connected pathway where the two minima are not in the
optimal permutational alignment. 56 DNEB cycles are needed and the path has 207 transition states.
Eigenvector-following transition
state searches with LBFGS energy minimisation for the pathways
Hybrid eigenvector-following transition
state searches with calculation of the eigenvalue and eigenvector corresponding
to the uphill direction performed using an iterative approach
for the full Hessian and LBFGS energy minimisation for the pathways
Hybrid eigenvector-following
transition state searches with calculation of the eigenvalue and eigenvector corresponding
to the uphill direction using the DSYEVR routine and LBFGS energy minimisation for the pathways
Hybrid eigenvector-following
transition state searches using a gradient-only variational approach for
the eigenvalue and eigenvector corresponding
to the uphill direction and LBFGS energy minimisation for the pathways
Single-ended transition state searches and pathways. In each case a path.info file is
produced using the DUMPALLPATHS keyword for use by the PATHSAMPLE program, in addition to
the energy as a function of integrated path length (EofS) and a movie of the complete
path (points.path.xyz)
Eigenvector-following transition
state search with Runge-Kutta energy minimisation for the pathway
Eigenvector-following transition
state search with Page-McIver energy minimisation for the pathway
Eigenvector-following transition
state search with LBFGS energy minimisation for the pathway
Eigenvector-following transition
state search with eigenvector-following energy minimisation for the pathway
Eigenvector-following transition
state search with Bulirsch-Stoer energy minimisation for the pathway
Hybrid eigenvector-following transition
state search with calculation of the eigenvalue and eigenvector corresponding
to the uphill direction using the DSYEVR routine then Bulirsch-Stoer energy minimisation for the pathway
Hybrid eigenvector-following transition
state search with calculation of the eigenvalue and eigenvector corresponding
to the uphill direction using the DSYEVR routine then Runge-Kutta energy minimisation for the pathway
Hybrid eigenvector-following transition
state search with calculation of the eigenvalue and eigenvector corresponding
to the uphill direction using the DSYEVR routine then Page-McIver energy minimisation for the pathway
Hybrid eigenvector-following transition
state search with calculation of the eigenvalue and eigenvector corresponding
to the uphill direction using the DSYEVR routine then LBFGS energy minimisation for the pathway
Hybrid eigenvector-following transition
state search with calculation of the eigenvalue and eigenvector corresponding
to the uphill direction using the DSYEVR routine then eigenvector-following
energy minimisation for the pathway
Hybrid eigenvector-following transition
state search using a gradient-only variational approach for
the eigenvalue and eigenvector corresponding
to the uphill direction
then Bulirsch-Stoer energy minimisation for the pathway
Hybrid eigenvector-following transition
state search using a gradient-only variational approach for
the eigenvalue and eigenvector corresponding
to the uphill direction
then Runge-Kutta energy minimisation for the pathway
Hybrid eigenvector-following transition
state search using a gradient-only variational approach for
the eigenvalue and eigenvector corresponding
to the uphill direction
then Page-McIver energy minimisation for the pathway
Hybrid eigenvector-following transition
state search using a gradient-only variational approach for
the eigenvalue and eigenvector corresponding
to the uphill direction
then LBFGS energy minimisation for the pathway
Hybrid eigenvector-following transition
state search using a gradient-only variational approach for
the eigenvalue and eigenvector corresponding
to the uphill direction
then eigenvector-following
energy minimisation for the pathway
Hybrid eigenvector-following transition
state search with calculation of the eigenvalue and eigenvector corresponding
to the uphill direction performed using an iterative approach
for the full Hessian and LBFGS energy minimisation for the pathways
Hybrid eigenvector-following transition
state search with calculation of the eigenvalue and eigenvector corresponding
to the uphill direction performed using an iterative approach
for the full Hessian and Bulirsch-Stoer energy minimisation for the pathways
Hybrid eigenvector-following transition
state search with calculation of the eigenvalue and eigenvector corresponding
to the uphill direction performed using an iterative approach
for the full Hessian and Runge-Kutta energy minimisation for the pathways
Hybrid eigenvector-following transition
state search with calculation of the eigenvalue and eigenvector corresponding
to the uphill direction performed using an iterative approach
for the full Hessian and Page-McIver energy minimisation for the pathways
Hybrid eigenvector-following transition
state search with calculation of the eigenvalue and eigenvector corresponding
to the uphill direction performed using an iterative approach
for the full Hessian and eigenvector-following energy minimisation for the pathways
AMBER/GNNQQNY/TS1
AMBER/GNNQQNY/TS2
AMBER/GNNQQNY/TS3
AMBER/trpzip/TS1
AMBER/trpzip/TS2
AMBER/trpzip/TS3
CHARMM/GNNQQNY/TS1
CHARMM/GNNQQNY/TS2
CHARMM/GNNQQNY/TS3
CHARMM/trpzip/TS1
CHARMM/trpzip/TS2
CHARMM/trpzip/TS3