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From Kinetic Theory to Turbulence Modeling: The Legacy of Carlo Cercignani /

From Kinetic Theory to Turbulence Modeling: The Legacy of Carlo Cercignani /
Catalogue Information
Field name Details
Dewey Class 515.35
Title From Kinetic Theory to Turbulence Modeling (EBook :) : The Legacy of Carlo Cercignani / / edited by Paolo Barbante, Francesco D. Belgiorno, Silvia Lorenzani, Lorenzo Valdettaro.
Added Personal Name Barbante, Paolo
Belgiorno, Francesco D.
Lorenzani, Silvia
Valdettaro, Lorenzo
Other name(s) SpringerLink (Online service)
Edition statement 1st ed. 2023.
Publication Singapore : : Springer Nature Singapore : : Imprint: Springer, , 2023.
Physical Details X, 284 p. 1 illus. : online resource.
Series Springer INdAM Series 2281-5198 ; ; 51
ISBN 9789811964626
Summary Note The book collects relevant contributions presented at a conference, organized in honour of Carlo Cercignani, that took place at Politecnico di Milano on May 24–28, 2021. Different research areas characterizing the scientific work of Carlo Cercignani have been considered with a particular focus on: mathematical and numerical methods for kinetic equations; kinetic modelling of gas mixtures and polyatomic gases; applications of the Boltzmann equation to electron transport, social phenomena and epidemic spread; turbulence modelling; the Einstein Classical Program; Dynamical Systems Theory.:
Contents note Preface -- 1 L. Galgani (Introduction), The "divertissements" of Carlo Cercignani -- 2 A. Abba' and L. Valdettaro (Abba'), Tensorial turbulent viscosity model for LES: properties and applications -- 3 G. Benettin and A. Ponno (Benettin) FPU model and Toda model: A survey, a view -- 4 N. Bernhoff (Bernhoff), Half-space problems for the Boltzmann equation of multicomponent mixtures -- 5 M. Bisi and R. Travaglini (Bisi), BGK model for a mixture with two reversible reactions -- 6 A. Bobylev (Bobylev), On a class of self-similar solutions of the Boltzmann equation -- 7 A. Carati and L. Galgani (Carati einstein), The Einstein classical program, the Wheeler-Feynman reabsorption and Kirchhoff's law -- 8 A. Carati, M. Zuin, E. Martines and L. Galgani (Carati plasma), Reabsorption and density limit in magnetized plasmas through a first-principles toy model -- 9 A. Fezzotti and H. Struchtrup (Frezzotti), Kinetic effects in non-ideal, two-phase shear flows -- 10 F. Gangemi, R. Gangemi, A. Carati and L. Galgani (Gangemi), The Cercignani conjecture about a classical zero-point energy, and its confirmation for ionic crystals -- 11 M. Germano (Germano), Turbulence without fluctuations -- 12 S. Kosuge and K. Aoki (Aoki), An ellipsoidal-statistical (ES) model for a polyatomic gas with temperature-dependent specific heats -- 13 M. Lenci (Lenci), Discrete-and continuous-time random walks in 1D Levy random medium -- 14 M. Lulli, L. Biferale, G. Falcucci, M. Sbragaglia and X. Shan (Lulli), Mesoscale modelling of the Tolman length in multi-component systems -- 15 A. Medaglia and M. Zanella (Zanella), Kinetic and macroscopic epidemic models in presence of multiple heterogeneous populations -- 16 G. Nastasi and V. Romano (Nastasi), Electron transport in graphene nanoribbons -- 17 M. Pirner and S. Warnecke (Pirner), A review on a general multi-species BGK model: modelling, theory and numerics -- 18 M. Righi (Righi), Gas-kinetic methods for turbulent flow -- 19 S. Succi, F. Bonaccorso, M. Durve, M. Lauricella, A. Montessori and A. Tiribocchi (Succi), Density functional kinetic theory for soft matter -- 20 G. Toscani (Toscani), A multi-agent description of social phenomena with lognormal equilibria -- 21 A. Tsimpoukis, N. Vasileiadis, G. Tatsios and D. Valougeorgis (Tsimpoukis), Oscillatory rarefied gas flows in long capillaries. .
Mode of acces to digital resource Digital reproduction.-
Cham :
Springer International Publishing,
2023. -
Mode of access: World Wide Web. System requirements: Internet Explorer 6.0 (or higher) or Firefox 2.0 (or higher). Available as searchable text in PDF format.
System details note Online access to this digital book is restricted to subscription institutions through IP address (only for SISSA internal users).
Internet Site https://doi.org/10.1007/978-981-19-6462-6
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