Pages that link to "Item:Q5247878"
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The following pages link to High‐order asymptotics for the electromagnetic scattering by thin periodic layers (Q5247878):
Displaying 14 items.
- Asymptotic theory of the reflection of electromagnetic radiation by moderately and highly conductive bodies (Q1335446) (← links)
- Effective dynamic properties of a row of elastic inclusions: the case of scalar shear waves (Q1677100) (← links)
- Numerical modeling of the acoustic wave propagation across a homogenized rigid microstructure in the time domain (Q1685454) (← links)
- Effective Helmholtz problem in a domain with a Neumann sieve perforation (Q2201778) (← links)
- Electromagnetic shielding by thin periodic structures and the Faraday cage effect (Q2213056) (← links)
- Scattering of electromagnetic waves by thin high contrast dielectrics. II: Asymptotics of the electric field and a method for inversion (Q2364874) (← links)
- High order asymptotics for wave propagation across thin periodic interfaces (Q2852330) (← links)
- On the well-posedness, stability and accuracy of an asymptotic model for thin periodic interfaces in electromagnetic scattering problems (Q2857740) (← links)
- Asymptotic Solutions of Maxwell’s Equations in a Layered Periodic Structure (Q4562858) (← links)
- Asymptotic analysis of resonances of small volume high contrast linear and nonlinear scatterers (Q4586509) (← links)
- An asymptotic model based on matching far and near field expansions for thin gratings problems (Q4958845) (← links)
- Sound absorption by perforated walls along boundaries (Q5102264) (← links)
- Mathematical Analysis of Electromagnetic Plasmonic Metasurfaces (Q5112045) (← links)
- Working session: Quantitative stochastic homogenization. Abstracts from the working session held October 16--22, 2022 (Q6095405) (← links)
