Home > Publications database > Hermitian stochastic methodology for x-ray superfluorescence |
Journal Article | PUBDB-2024-06623 |
; ;
2024
Inst.
Woodbury, NY
This record in other databases:
Please use a persistent id in citations: doi:10.1103/PhysRevA.109.063705 doi:10.3204/PUBDB-2024-06623
Report No.: arXiv:2402.04069
Abstract: A recently introduced theoretical framework for modeling the dynamics of x-ray amplified spontaneous emission is based on stochastic sampling of the density matrix of quantum emitters and the radiation field, similarly to other phase-space sampling techniques. While based on first principles and providing valuable theoretical insights, the original stochastic differential equations exhibit divergences and numerical instabilities. Here, we resolve this issue by accounting the stochastic components perturbatively. The refined formalism accurately reproduces the properties of spontaneous emission and proves universally applicable for describing all stages of collective x-ray emission in paraxial geometry, including spontaneous emission, amplified spontaneous emission, and the nonlinear regime. Through numerical examples, we analyze key features of superfluorescence in a one-dimensional approximation. Importantly, single realizations of the underlying stochastic equations can be fully interpreted as individual experimental observations of superfluorescence.
![]() |
The record appears in these collections: |
Preprint
Hermitian stochastic methodology for x-ray superfluorescence
Files
Fulltext by arXiv.org
BibTeX |
EndNote:
XML,
Text |
RIS