NAMD Coupling Schemes¶
.oqp control reference
Use canonical routes and controls in input files. Raw names
identify implementation storage. A control without an accepted canonical
spelling is not available in .oqp files.
A named scheme fixes the four coupled choices that define one
surface-hopping treatment. This avoids combinations that do not correspond to
the intended comparison.
scheme |
tdc |
rescale |
thrshe |
frustrated |
|---|---|---|---|---|
BaeckAn |
baeck_an |
isotropic |
0.015936 Ha |
none |
Overlap |
npi |
isotropic |
0.015936 Ha |
none |
TDC_NAC |
npi |
hop_analytic_nac |
0.367493 Ha |
reflect |
NAC |
analytic |
analytic_nac |
0.367493 Ha |
reflect |
The two gap limits correspond to 10 kcal mol⁻¹ and 10 eV, respectively.
TDC_NAC is the default recommendation on a supported MRSF route.
scheme=custom¶
Use custom only when none of the four named methods represents the intended
calculation. All four low-level choices are then required:
namd(S1,scheme=custom,tdc=npi,rescale=isotropic,
thrshe=0.367493,frustrated=reflect)
Do not combine a named scheme with tdc, rescale, thrshe, or
frustrated; OpenQP rejects the ambiguous input.
tdc¶
| Value | Electronic-amplitude propagation |
|---|---|
fd |
Antisymmetric finite-difference overlap expression. |
npi |
Norm-preserving interpolation of the phase-aligned state-overlap matrix. |
analytic |
Analytic MRSF derivative-coupling vectors contracted with nuclear velocity. |
baeck_an |
Lagged time-dependent Baeck--An estimate from three consecutive energy gaps. |
npi is the principal overlap-based choice. analytic requires same-spin
singlet MRSF states from a two-SOMO ROHF/ROKS triplet reference and SCF and
response convergence thresholds no larger than 1e-8.
Exact determinant-factorized state-overlap evaluation is a fixed preceding
operation: it constructs the many-electron overlap matrix from consecutive
molecular orbitals. tdc=npi then converts that matrix into a norm-preserving
time-derivative coupling. NPI is therefore not TLF, and there is no separate
NAMD option for choosing an approximate TLF order.
The Baeck--An coupling at the central point is based on
[ |\tau_{ij}^{\mathrm{BA}}|=\frac12\sqrt{ \frac{\mathrm d^2\Delta E_{ij}/\mathrm dt^2}{\Delta E_{ij}}}. ]
It is applied one nuclear step after the centred curvature becomes available.
The magnitude uses the sign of the phase-tracked overlap TDC. A nonpositive
radicand, zero gap, or gap above ba_gap_max gives zero for that pair. The
first interval and an interval after discontinuous history use overlap NPI as
a warm-up value.
rescale¶
| Value | Velocity adjustment after an accepted hop |
|---|---|
isotropic |
Scale all velocity components. |
analytic_nac |
Use the analytic derivative-coupling direction already evaluated for all pairs. |
hop_analytic_nac |
Evaluate the active--candidate analytic vector only after a hop candidate is selected. |
auto |
Use hop-triggered analytic NAC on a supported route and isotropic adjustment otherwise. |
rescale concerns a physical surface hop. The numerical energy correction in
cases B and D is separately documented under
NAMD Numerical Continuity.
thrshe¶
Positive maximum state-energy gap in Hartree for a hop attempt. Default:
0.367493 Ha (10 eV). A named scheme supplies its own value.
frustrated¶
For a directional hop with insufficient kinetic energy, none leaves the
velocity unchanged and reflect reverses its component along the analytic
derivative-coupling vector. Default low-level value: reflect.
Decoherence¶
| Keyword | Default | Meaning |
|---|---|---|
decoherence |
edc |
Energy-based decoherence; off disables it. |
edc_c |
0.1 Ha |
Constant in the energy-based decoherence rate. |
substep |
50000 |
Electronic-amplitude integration substeps per nuclear step. |
Optional Trivial-Crossing Following¶
trivial=False is the default. trivial=True enables overlap-triggered root
following with trivial_thresh=0.5. This is a method-specific approximation,
not part of standard FSSH and not one of the four numerical-continuity cases.
QM/MM Scope¶
QM/MM NAMD supports TDC_NAC and NAC for a QM region without link atoms
under the frozen-embedding-field QM-region NAC approximation. The analytic
vector omits embedding-operator and MM-coordinate derivatives, and hop
rescaling changes QM velocities only. See NAC before using this
approximation in a production calculation.