Polariton spectra under the collective coupling regime. II. 2D non-linear spectra
The Journal of Chemical Physics,
Journal Year:
2025,
Volume and Issue:
162(7)
Published: Feb. 20, 2025
In
our
previous
work
[Mondal
et
al.,
J.
Chem.
Phys.
162,
014114
(2025)],
we
developed
several
efficient
computational
approaches
to
simulate
exciton–polariton
dynamics
described
by
the
Holstein–Tavis–Cummings
(HTC)
Hamiltonian
under
collective
coupling
regime.
Here,
incorporated
these
strategies
into
previously
Lindblad-partially
linearized
density
matrix
(L-PLDM)
approach
for
simulating
2D
electronic
spectroscopy
(2DES)
of
particular,
apply
quantum
propagation
scheme
in
Paper
I
both
forward
and
backward
propagations
PLDM
develop
an
importance
sampling
graphics
processing
unit
vectorization
that
allow
us
reduce
costs
from
O(K2)O(T3)
O(K)O(T0)
2DES
simulation,
where
K
is
number
states
T
time
steps
propagation.
We
further
simulated
HTC
regime
analyzed
signal
rephasing
non-rephasing
contributions
ground
state
bleaching,
excited
emission,
stimulated
emission
pathways.
Language: Английский
Trajectory-based non-adiabatic simulations of the polariton relaxation dynamics
Deping Hu,
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Benjamin X. K. Chng,
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Wenxiang Ying
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et al.
The Journal of Chemical Physics,
Journal Year:
2025,
Volume and Issue:
162(12)
Published: March 27, 2025
We
benchmark
the
accuracy
of
various
trajectory-based
non-adiabatic
methods
in
simulating
polariton
relaxation
dynamics
under
collective
coupling
regime.
The
Holstein–Tavis–Cummings
Hamiltonian
is
used
to
describe
hybrid
light–matter
system
N
molecules
coupled
a
single
cavity
mode.
apply
recently
developed
simulate
population
by
initially
exciting
upper
state
and
results
against
populations
computed
from
exact
quantum
dynamical
propagation
using
hierarchical
equations
motion
approach.
In
these
benchmarks,
we
have
systematically
varied
number
N,
detunings,
strengths.
Our
demonstrate
that
symmetrical
quasi-classical
method
with
γ
correction
spin-mapping
linearized
semi-classical
approaches
yield
more
accurate
than
traditional
mixed
quantum-classical
methods,
such
as
Ehrenfest
surface
hopping
techniques.
Language: Английский