Results 211 to 220 of about 71,101 (267)

A Fast Prediction Method for Wide-Angle Bistatic Scattering and Reflection Coefficients of Acoustically Coated Plates. [PDF]

Sensors (Basel)
Zhang Y, Peng Z, Tan L, Wu S, Lv E.
europepmc   +1 more source

A comprehensive design framework for all-dielectric metasurfaces by harnessing the interplay of controlled multiple multipole excitation, Rayleigh anomaly, Mie and lattice resonances. [PDF]

Nanoscale Adv
Basha TK, Inam FA, Laskar JM.
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Identification of a universal three-body s-wave resonance in ¹⁰He. [PDF]

Nat Commun
Sun YL, Kikuchi Y, Corsi A, Kubota Y, Gómez-Ramos M, Endo S, Authelet G, Baba H, Caesar C, Calvet D, Delbart A, Dozono M, Feng J, Flavigny F, Gheller J-, Gibelin J, Giganon A, Gillibert A, Giraud S, Hasegawa K, Isobe T, Kanaya Y, Kawakami S, Kim D, Kiyokawa Y, Kobayashi M, Kobayashi N, Kobayashi T, Kondo Y, Korkulu Z, Koyama S, Lapoux V, Maeda Y, Marqués FM, Miyazaki T, Motobayashi T, Nakamura T, Nakatsuka N, Nishio Y, Obertelli A, Ohkura A, Orr NA, Ota S, Otsu H, Ozaki T, Panin V, Paschalis S, Pollacco EC, Reichert S, Roussé J-, Saito AT, Sakaguchi S, Sako M, Santamaria C, Sasano M, Sato H, Shikata M, Shimizu Y, Shindo Y, Stuhl L, Sumikama T, Tabata M, Togano Y, Tsubota J, Yang ZH, Yasuda J, Yoneda K, Zenihiro J, Uesaka T.   +68 more
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Antiunitary Symmetry in Non-Hermitian Dissipative Dynamics and Neutron Scattering. [PDF]

Entropy (Basel)
Deák L.
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Electromagnetic waves scattering: Scattering by obstacles

, 2023
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THz-induced phonon mode mixing and collective dynamics in a polar nanolattice

Skoropata E, Derlet P, Ueda H, Mankowsky R, Sander M, Lemke H, Winkler R, Deng Y, Radovic M, Savoini M, Liu B, Basini M, Ovuka V, Johnson S, Rossell M, Staub U.   +15 more
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The Scattering of Waves by Dislocations

Proceedings of the Physical Society, 1961
An exact solution is given for scattering by the potential ρ-1 in two dimensions. This is compared with the results of the first and second Born approximations for the same potential in an analysis similar to that of Dalitz for the Coulomb potential r-1 in three dimensions.
Nabarro, F. R. N., Ziman, J. M.
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Multiple Scattering of Waves

Journal of Mathematical Physics, 1961
Multiple scattering effects due to a random array of obstacles are considered. Employing a ``configurational averaging'' procedure, a criterion is obtained for the validity of approximate integral equations describing the various field quantities of interest.
Waterman, P. C., Truell, R.
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Inverse scattering transform for wave-wave scattering

Physical Review A, 1975
Abstract : An inverse scattering transform method is outlined for the resonant interaction of two plane waves (an incident wave of amplitude (A sub 1) and radian frequency (Omega sub 1) and a scattered wave of amplitude (A sub 2) and frequency (Omega sub 2) with a medium which can propagate a classical scattering waves (of amplutude Y and frequency ...
Flora Y. F. Chu, Alwyn C. Scott
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Wave scattering in waveguides

Journal of Mathematical Physics, 2003
The scattering of scalar waves by objects located inside a waveguide or a cavity is discussed using the method of pseudopotentials. Pseudopotentials were introduced to simulate short-range potentials in quantum mechanics and proved useful in many-body problems and in problems involving multicentered potentials.
Dacol, Dalcio K., Roy, Dilip G.
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