Results 211 to 220 of about 145,078 (261)
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Nonreciprocal Frequency Domain Beam Splitter
Physical Review Letters, 2021The canonical beam splitter-a fundamental building block of quantum optical systems-is a reciprocal element. It operates on forward- and backward-propagating modes in the same way, regardless of direction. The concept of nonreciprocal quantum photonic operations, by contrast, could be used to transform quantum states in a momentum- and direction ...
Nils T. Otterstrom +10 more
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Bending of Beams in Superelasticity Domain
ZAMM - Journal of Applied Mathematics and Mechanics / Zeitschrift für Angewandte Mathematik und Mechanik, 2000AbstractThe paper deals with bending of beams made of shape memory material (SMM). The research is focused on the modelling of a bending process in the superelasticity region, which w one of the characteristics of SMM. On the basis of a chosen physical model, a computer program has been set up for numerical modelling of the stress‐strain and ...
Kosel, Franc, Bundara, Borut
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Beam shaping in the nonparaxial domain of diffractive optics
Applied Optics, 1997We address the problem of shaping the radiant intensity distribution of a highly nonparaxial coherent field by means of a diffractive element located in the plane of the beam waist. To be capable of wide-angle energy redistribution the element must necessarily contain wavelength-scale transverse features, and consequently it must be designed on the ...
M, Kuittinen +3 more
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Optical implementation of a time-domain beam former
Optics Letters, 1986We report on an optical implementation of a time-domain beam former that uses a low-cost, low-power, twodimensional spatial light modulator (liquid-crystal television) to generate eight beams from eight sensors. The optical architecture can be classified as a vector-matrix multiplier.
P B, Rolsma, R D, Griffin, J N, Lee
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Gratings in the resonance domain as polarizing beam splitters
Optics Letters, 1995Polarization-selective gratings in the resonance domain of diffractive optics are calculated by use of rigorous electromagnetic diffraction theory. The polarizing effects are attained by special surface-relief structures, and the profile of binary surface-relief gratings is optimized with a nonlinear Newton algorithm to design diffractive polarizing ...
M, Schmitz, R, Brauer, O, Bryngdahl
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Domains of Attraction of a Forced Beam by Interpolated Mapping
Journal of Applied Mechanics, 1994A nonlinear dissipative dynamical system can often have multiple attractors. In this case it is important to study the global behavior of the system by determining the global domain of attraction of each attractor. In this paper we study the global behavior of a forced beam with two-mode interaction.
Lee, W. K., Ghang, M. R.
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Beam Domain Channel Modeling and Prediction for UAV Communications
IEEE Transactions on Wireless CommunicationsHengtai Chang +2 more
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Adaptive beam forming in time-domain
2011 International Conference on Electromagnetics in Advanced Applications, 2011This paper introduces a new technique for adaptive beam forming in time domain of an array of slot antennas with finite widths. The time dependent field is computed using the closed-form expressions for the radiated EM fields. The radiated energy is focused at a desired space and time and minimized in other regions to satisfy the requirements of a ...
P. Kadlec, M. Stumpf, Z. Raida
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Polarization Domain Wall Solitons with Counterpropagating Laser Beams
CLEO/Europe Conference on Lasers and Electro-Optics, 1998The coupling between two intense laser beams in a nonlinear dielectric leads to a host of physical effects. In particular, the interaction between the polarization states of two counterpropagating ligth beams may generate polarization domain wall (PDW7) solitons [1].
S. Pitois, G. Millot, WABNITZ, Stefan
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IEEE Transactions on Antennas and Propagation, 2017
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Matan Leibovich, Ehud Heyman
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zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Matan Leibovich, Ehud Heyman
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