Scattering of Electromagnetic Waves: Theories and Applications

By L. Tsang, Jin A. Kong, K. Ding. 2000

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Averaged transition conditions for electromagnetic fields at a metafilm (2003, methodology): “For a random distribution, Dignam and Moskovits [18] have given a formula which can be used to obtain in terms of the 2-D radial pair distribution function1 [40]–[43] describing the statistical distribution of the scatterers in the surface (similar expressions are given in [13]–[16], [21] and [22]).”
SMRT: an active–passive microwave radiative transfer model for snow with multiple microstructure and scattering formulations (v1.0) (2018, neutral): “To additionally relax constraints on grain size, the DMRT-QCA Mie formulation is needed (Tsang et al., 2000a), allowing simulations at frequencies higher than 37–89 GHz.”
Light fields in complex media: Mesoscopic scattering meets wave control (2017, positive): “In the presence of external current sources J𝜔(r) we end up with an inhomogeneous vector Helmholtz equation of the following form (Tsang et al., 2004) −∇×∇×E𝜔(r)+ (︁𝜔 𝑐 )︁2 𝜀𝜔(r)E𝜔(r) = 𝑖𝜇0𝜔 J𝜔(r) , (10) with 𝜔/𝑐 = 𝑘0 being the vacuum wavenumber.”
T-matrix theory of electromagnetic scattering by particles and its applications: a comprehensive reference database (2004, background): “Barber and Hill (1990) Borghese et al. (2003) Chew (1995) Doicu et al. (2000c) Mishchenko et al. (2002) Rozenberg (1974) Tsang and Kong (2001) Tsang et al. (1985) Tsang et al. (2000) Tsang et al. (2001) Varadan and Varadan (1980b)”