Kernel cancellation in the Müller equation reduces hypersingular operators to weakly singular ones, enabling a nodal P2 isoparametric Galerkin discretization for penetrable EM scattering with robust preconditioning.
T-matrix computations of light scattering by nonspherical particles: A review.Journal of Quantitative Spectroscopy and Radiative Transfer, 55(5):535–575
2 Pith papers cite this work. Polarity classification is still indexing.
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Ensembles of irregular convex polyhedra yield smooth featureless scattering matrices while regular hexagonal prisms retain geometric scattering features across aspect ratios.
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A High-Order Nodal Galerkin Formulation for the M\"uller Equation: Bypassing Divergence Conformity via Kernel Cancellation
Kernel cancellation in the Müller equation reduces hypersingular operators to weakly singular ones, enabling a nodal P2 isoparametric Galerkin discretization for penetrable EM scattering with robust preconditioning.
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Single Scattering Properties for an Ensemble of Randomly Oriented Convex Polyhedra in Geometrical Optics Regime
Ensembles of irregular convex polyhedra yield smooth featureless scattering matrices while regular hexagonal prisms retain geometric scattering features across aspect ratios.