CFD-DDA coupling demonstrates non-uniform UV scattering inside airborne saliva droplets that cannot be neglected, yielding the Dbouk-Yurkin correction to the Chick-Watson inactivation law.
Yurkin and Alfons G
4 Pith papers cite this work, alongside 861 external citations. Polarity classification is still indexing.
4
Pith papers citing it
861
external citations · OpenAlex
years
2026 4representative citing papers
Theoretical modeling of PiFM on phthalocyanine assemblies reveals bonding/antibonding force distributions from intermolecular dipole coupling and spatially varying local circular dichroism signals.
A unified methodology achieves floating-point consistent results across DDSCAT, ADDA, and IFDDA solvers and enables fair CPU/GPU benchmarking with provided equivalence tables and software.
A nested-domain volume-surface integral equation for the Helmholtz equation with heterogeneous density is derived and verified against BEM and FEM-BEM benchmarks.
citing papers explorer
-
An Innovative Computational Fluid Dynamics Discrete Dipole Approximation (CFD-DDA) Platform for Predicting Airborne Virus-in-Saliva Disinfection by Ultraviolet Irradiation
CFD-DDA coupling demonstrates non-uniform UV scattering inside airborne saliva droplets that cannot be neglected, yielding the Dbouk-Yurkin correction to the Chick-Watson inactivation law.
-
Local Chiral Optical Responses in Phthalocyanine Molecular Assemblies Revealed by Photoinduced Force Microscopy
Theoretical modeling of PiFM on phthalocyanine assemblies reveals bonding/antibonding force distributions from intermolecular dipole coupling and spatially varying local circular dichroism signals.
-
Floating-point consistent cross-verification methodology for reproducible and interoperable DDA solvers with fair benchmarking
A unified methodology achieves floating-point consistent results across DDSCAT, ADDA, and IFDDA solvers and enables fair CPU/GPU benchmarking with provided equivalence tables and software.
-
Nested Volume-Surface Integral Equations for Acoustics
A nested-domain volume-surface integral equation for the Helmholtz equation with heterogeneous density is derived and verified against BEM and FEM-BEM benchmarks.