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In Situ TEM Observation of Electric Field-Directed Self-Assembly of PbS and PbSe Nanoparticles. [PDF]
Zelenina I +4 more
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Valley-Dependent Emission Patterns Enabled by Plasmonic Nanoantennas. [PDF]
Bucher T +14 more
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Regular and chaotic dynamics of the dipole moment of square dipole arrays
Journal of Experimental and Theoretical Physics, 2014Dipole lattices, which represent square dipole arrays, are investigated. Various types of equilibrium configurations of arrays are obtained, and conditions are shown under which these configurations are established. On the basis of parametric bifurcation diagrams, the main types of regular and chaotic oscillation regimes of the total dipole moment of a
A M Shutyi, Shutyi A M
exaly +2 more sources
Impedance boundary conditions for regular dense arrays of dipole scatterers
IEEE Transactions on Antennas and Propagation, 2003A simple analytical boundary condition to model the electromagnetic properties of planar arrays of dipole particles is developed for the normal plane-wave incidence. The impedance condition connects the averaged tangential electric and magnetic fields in the grid plane.
A J Viitanen, S A Tretyakov
exaly +2 more sources
Plane waves in regular arrays of dipole scatterers and effective-medium modeling
Journal of the Optical Society of America A: Optics and Image Science, and Vision, 2000A simple analytical theory for finding eigensolutions for plane electromagnetic waves propagating along an axis in infinite regular arrays of small dipole particles is presented. The spacing between dipoles in every plane is assumed to be smaller than the wavelength; separation between the planes is arbitrary. The influence of evanescent modes is taken
Sergei Tretyakov
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Analytical model for regular dense arrays of planar dipole scatterers — Abstract
Journal of Electromagnetic Waves and Applications, 2003An analytical boundary condition for modeling the electromagnetic properties of planar regular dense arrays of dipole particles for oblique incidence of plane waves is developed.
Sergei Tretyakov, A J Viitanen
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Analyticity and dipole regularization
Il Nuovo Cimento A, 1970It is demonstrated that the modified integration prescription given earlier for the elimination of unphysical asymptotic states in case of a theory with dipole regularization is equivalent to the Lee-Wick integration prescription for poles with complex mass if the dipole is considered as a limiting case of two merging poles, or more precisely, of two ...
H. P. Dürr, E. Seiler
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Brain Topography, 1999
The inverse problem arising from EEG and MEG is largely underdetermined. One strategy to alleviate this problem is the restriction to a limited number of point-like sources, the focal source model. Although the singular value decomposition of the spatio-temporal data gives an estimate of the minimal number of dipoles contributing to the measurement ...
Wolters, C. +3 more
openaire +3 more sources
The inverse problem arising from EEG and MEG is largely underdetermined. One strategy to alleviate this problem is the restriction to a limited number of point-like sources, the focal source model. Although the singular value decomposition of the spatio-temporal data gives an estimate of the minimal number of dipoles contributing to the measurement ...
Wolters, C. +3 more
openaire +3 more sources

