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Tracking Solar Optimization in Renewable Energy Systems by Using Multiplexed Holograms in Bayfol<sup>®</sup> Photopolymers. [PDF]
Polymers (Basel)Mas-Abellán P +6 more
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Pressure-induced formation of KBr monohydrate and bromide substitution effects in alkali halide monohydrates. [PDF]
iScienceCheng R +7 more
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Essential Role of Icosahedral Symmetry in the 3D Shape of AuAg Plasmonic Nanostars With High Aspect-Ratio Legs. [PDF]
SmallCorrêa LM +7 more
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Fe-DCA Metal-Organic Frameworks on the Bi<sub>2</sub>Se<sub>3</sub>(0001) Topological Insulator Surface. [PDF]
ACS OmegaKurowská A +8 more
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Spontaneous crack healing in calcite reveals the influence of dynamic strain evolution and surface chemistry. [PDF]
Nat CommunDevoe M +5 more
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Diffraction and diffraction radiation
Uspekhi Fizicheskih Nauk, 2000Similarities and differences between two closely related phenomena, diffraction and diffraction radiation, are discussed in the context of a scalar theory.
Boris M Bolotovskiĭ +1 more
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Physical Review Letters, 1987
A new approximation to the short-wavelength scattering amplitude from an impenetrable sphere is presented. It is uniform in the scattering angle and it is more accurate than previously known approximations (including Fock's theory of diffraction) by up to several orders of magnitude. It remains valid in the transition to long-wavelength scattering.
, Nussenzveig, , Wiscombe
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A new approximation to the short-wavelength scattering amplitude from an impenetrable sphere is presented. It is uniform in the scattering angle and it is more accurate than previously known approximations (including Fock's theory of diffraction) by up to several orders of magnitude. It remains valid in the transition to long-wavelength scattering.
, Nussenzveig, , Wiscombe
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Canadian Journal of Physics, 1960
The diffraction of a spherical scalar wave by a hard or soft spheroid is investigated theoretically. First the diffracted field is determined by the geometrical theory of diffraction. Then for comparison the corresponding boundary value problem is solved exactly in terms of a series of products of spheroidal functions. The series involves the "radial"
Levy, Bertram R., Keller, Joseph B.
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The diffraction of a spherical scalar wave by a hard or soft spheroid is investigated theoretically. First the diffracted field is determined by the geometrical theory of diffraction. Then for comparison the corresponding boundary value problem is solved exactly in terms of a series of products of spheroidal functions. The series involves the "radial"
Levy, Bertram R., Keller, Joseph B.
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Physical Review Letters, 2000
By using the diffraction properties of waveguide arrays, we propose a scheme to produce structures with designed diffraction. We fabricated arrays with reduced, canceled, and even reversed diffraction. Results of experiments with such waveguides are presented and compared with the predictions made by coupled-mode theory.
, Eisenberg +3 more
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By using the diffraction properties of waveguide arrays, we propose a scheme to produce structures with designed diffraction. We fabricated arrays with reduced, canceled, and even reversed diffraction. Results of experiments with such waveguides are presented and compared with the predictions made by coupled-mode theory.
, Eisenberg +3 more
openaire +2 more sources