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Unified gas-kinetic wave-particle methods IV: multi-species gas mixture and plasma transport

Advances in Aerodynamics, 2021
In this paper, we extend the unified gas-kinetic wave-particle (UGKWP) methods to the multi-species gas mixture and multiscale plasma transport. The construction of the scheme is based on the direct modeling on the mesh size and time step scales, and the
Chang Liu, Kun Xu
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Onset of Asymptotic Scaling in Deuteron Photodisintegration [PDF]

Physical Review Letters, 2005
Accepted by PRL; 5 pages, 2 ...
Rossi Patrizia, Mirazita Marco, Ronchetti Federico, De Sanctis Enzo, Adams G, Ambrozewicz P, Anciant E, Anghinolfi Marco, Asavapibhop B, Audit G, Avakian H, Bagdasaryan H, Ball JP, Barrow S, Battaglieri Marco, Beard K, Bektasoglu M, Bellis M, Benmouna N, Berman BL, Bertozzi W, Bianchi Nicola, Biselli AS, Boiarinov S, Bonner BE, Bouchigny S, Bradford R, Branford D, Briscoe WJ, Brooks WK, Burkert VD, Butuceanu C, Calarco JR, Carman DS, Carnahan B, Chen S, Cole PL, Cords D, CORVISIERO, PIETRO, Crabb D, Crannell H, Cummings JP, De Vita Raffaella, Degtyarenko PV, Denizli H, Dennis L, Deppman A, Dharmawardane KV, Dhuga KS, Djalali C, Dodge GE, Doughty D, Dragovitsch P, Dugger M, Dytman S, Dzyubak OP, Egiyan H, Egiyan KS, Elouadrhiri L, Empl A, Eugenio P, Fatemi R, Feuerbach RJ, Ficenec J, Forest TA, Funsten H, Gai M, Gavalian G, Gilad S, Gilfoyle GP, Giovanetti KL, Gordon CIO, Griffioen K, Guidal M, Guillo M, Guo L, Gyurjyan V, Hadjidakis Cynthia, Hakobyan RS, Hardie J, Heddle D, Hersman FW, Hicks K, Hicks RS, Holtrop M, Hu J, Hyde Wright CE, Ilieva Y, Ito MM, Jenkins D, Jo HS, Joo K, Kellie JD, Khandaker M, Kim KY, Kim K, Kim W, Klein A, Klein FJ, Klimenko AV, Klusman M, Kossov M, Kramer LH, Kuhn J, Kuhn SE, Lachniet J, Laget JM, Lawrence D, Li Jun, Lima ACS, Livingston K, Lukashin K, Manak JJ, Marchand C, McAleer S, McCarthy J, McNabb JWC, Mecking BA, Mehrabyan S, Melone JJ, Mestayer MD, Meyer CA, Mikhailov K, Miskimen R, Mokeev V, Morand L, Morrow SA, Muccifora Valeria, Mueller J, Mutchler GS, Napolitano J, Nasseripour R, Niccolai S, Niculescu G, Niculescu I, Niczyporuk BB, Niyazov RA, Nozar M, O'Brien JT, O'Rielly GV, Osipenko Mikhail, Ostrovidov A, Park K, Pasyuk E, Peterson G, Philips SA, Pivnyuk N, Pocanic D, Pogorelko O, Polli Ermanno, Pozdniakov S, Preedom BM, Price JW, Prok Y, Protopopescu D, Qin LM, Raue BA, Riccardi G, RICCO, GIOVANNI, Ripani Marco, Ritchie BG, Rosner G, Rowntree D, Rubin PD, Sabatie F, Salgado Lopez Carlos Alberto, Santoro Joseph, Sapunenko Vladimir, Schumacher RA, Serov VS, Sharabian YG, Shaw J, Simionatto S, Skabelin AV, Smith ES, Smith LC, Sober DI, Spraker M, Stavinsky A, Stepanyan S, Stokes B, Stoler P, Strakovsky II, Strauch S, TAIUTI, MAURO GINO, Taylor S, Tedeschi DJ, Thoma U, Thompson R, Tkabladze A, Todor L, Tur C, Ungaro M, Vineyard MF, Vlassov AV, Wang K, Weinstein LB, Weller H, Weygand DP, Whisnant CS   +199 more
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Fragmentation of AdS5-Kerr black holes

Nuclear Physics B, 2022
Black hole spacetimes asymptotic to five-dimensional anti-de Sitter spacetime are of great interest in connection with the string-gauge duality. In the rotating case, such black holes tend to become unstable, in several different ways, if their specific ...
Brett McInnes
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SCALING ASYMPTOTICS FOR QUANTIZED HAMILTONIAN FLOWS [PDF]

International Journal of Mathematics, 2012
In recent years, the near diagonal asymptotics of the equivariant components of the Szegö kernel of a positive line bundle on a compact symplectic manifold have been studied extensively by many authors. As a natural generalization of this theme, here we consider the local scaling asymptotics of the Toeplitz quantization of a Hamiltonian ...
openaire   +3 more sources

Goodness-of-Fit Test of Shapiro-Wilk Type with Nuisance Regression and Scale

Austrian Journal of Statistics, 2016
Shapiro and Wilk (1965) proposed a highly intuitive goodness-of-fit test of normality with nuisance location and scale parameters. The test has received a considerable attention in the literature; its asymptotic null distribution is covered by the ...
Pranab Kumar Sen, Jana Jurečková, Jan Picek   +2 more
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The effects of running gravitational coupling on three dimensional black holes

European Physical Journal C: Particles and Fields, 2023
In the present work, we investigate the consequences of running gravitational coupling on the properties of the three-dimensional BTZ black hole.
Ángel Rincón, Benjamin Koch, Cristobal Laporte, Felipe Canales, Norman Cruz   +4 more
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Photonic superdiffusive motion in resonance line radiation trapping - partial frequency redistribution effects [PDF]

, 2007
The relation between the jump length probability distribution function and the spectral line profile in resonance atomic radiation trapping is considered for Partial Frequency Redistribution (PFR) between absorbed and reemitted radiation. The single line
A. R. Alves-Pereira, Bardou F., Berberan-Santos M. N., Bouchaud J. P., Cannon C. J., Chapman S., E. J. Nunes-Pereira, Frisch H., Frish H., Gnedenko B. V., Hubeny I., Hughes B. D., J. M. G. Martinho, M. N. Berberan-Santos, Mandelbrot B. B., Mazo R. M., Mihalas D., Molisch A. F., van Kampen N. G.   +18 more
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Qualitative aspects of Volterra integro-dynamic system on time scales

Electronic Journal of Qualitative Theory of Differential Equations, 2013
This paper deals with the resolvent, asymptotic stability and boundedness of the solution of time-varying Volterra integro-dynamic system on time scales in which the coefficient matrix is not necessarily stable.
Vasile Lupulescu, Sotiris Ntouyas, Awais Younus   +2 more
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Asymptotic Performance Analysis of Large-Scale Active IRS-Aided Wireless Network

IEEE Open Journal of the Communications Society, 2023
In this paper, the dominant factor affecting the performance of active intelligent reflecting surface (IRS) aided wireless communication networks in Rayleigh fading channel, namely the average signal-to-noise ratio (SNR) $\gamma _{0}$ at IRS, is ...
Yan Wang, Feng Shu, Zhihong Zhuang, Rongen Dong, Qi Zhang, Di Wu, Xuehui Wang, Liang Yang, Jiangzhou Wang   +8 more
doaj   +1 more source

Asymptotic Preserving numerical schemes for multiscale parabolic problems [PDF]

, 2015
We consider a class of multiscale parabolic problems with diffusion coefficients oscillating in space at a possibly small scale $\varepsilon$. Numerical homogenization methods are popular for such problems, because they capture efficiently the asymptotic
Crouseilles, Nicolas, Lemou, Mohammed, Vilmart, Gilles   +2 more
core   +6 more sources