Abstract:
In recent years, the kinetic and hydrodynamic descriptions of transport phenomena have been improved significantly through the extension of the Boltzmann physical kinetics. In this review the basic results of the generalized Boltzmann kinetic theory of partially and fully ionized gases are presented and some of its applications are discussed.
Citation:
B. V. Alekseev, “Physical fundamentals of the generalized Boltzmann kinetic theory of ionized gases”, UFN, 173:2 (2003), 145–174; Phys. Usp., 46:2 (2003), 139–167
This publication is cited in the following 26 articles:
Alexeev B.V., “Nonlocal Kinetic Equations”: Alexeev, BV, Nonlocal Astrophysics: Dark Matter, Dark Energy and Physical Vacuum, Elsevier Science BV, 2017, 1–39
Alexeev B.V., “Introduction: Review of the Main Principles of the Unified Nonlocal Theory of Transport Processes”: Alexeev, BV, Nonlocal Astrophysics: Dark Matter, Dark Energy and Physical Vacuum, Elsevier Science BV, 2017, XI–XXI
Alexeev B.V., “Nonlocal Parameters in the Different Physical Systems”: Alexeev, BV, Nonlocal Astrophysics: Dark Matter, Dark Energy and Physical Vacuum, Elsevier Science BV, 2017, 97–139
Boris V. Alexeev, Nonlocal Astrophysics, 2017, xi
Alexeev B.V., “Introduction: Review of the Main Principles of the Unified Nonlocal Theory of Transport Processes”: Alexeev, BV, Unified Non-Local Relativistic Theory of Transport Processes, Elsevier Science BV, 2016, 1–51
Alexeev B.V., “Generalized Relativistic Nonlocal Kinetic Equation Without Taking Into Account the External Forces”: Alexeev, BV, Unified Non-Local Relativistic Theory of Transport Processes, Elsevier Science BV, 2016, 95–113
Alexeev B.V., “Generalized Relativistic Hydrodynamic Enskog Equations Without Regard to External Forces”: Alexeev, BV, Unified Non-Local Relativistic Theory of Transport Processes, Elsevier Science BV, 2016, 129–147
Alexeev B.V., “Application of the Generalized Relativistic Hydrodynamic Equations to the Study of the Interaction of Planck Radiation With the Gravitational Field”: Alexeev, BV, Unified Non-Local Relativistic Theory of Transport Processes, Elsevier Science BV, 2016, 391–410
B.V. Alexeev, Unified Non-Local Theory of Transport Processes, 2015, 413
Unified Non-Local Theory of Transport Processes, 2015, 601
B.V. Alexeev, Unified Non-Local Theory of Transport Processes, 2015, xi
Alexeev B.V., “Non-Local Physics: Applications From the Universe Evolution to the Atom Structure in the Frame of the Unified Theory”, Application of Mathematics in Technical and Natural Sciences, AIP Conference Proceedings, 1561, ed. Todorov M., Amer Inst Physics, 2013, 17–46
B.V.. Alexeev, “Application of the Non-Local Physics in the Theory of the Matter Movement in Black Hole”, JMP, 04:07 (2013), 42
B.V.. Alexeev, “Application of the Non-Local Physics in the Theory of Gravitational Waves and Big Bang”, JMP, 04:07 (2013), 26
V. V. Uchaikin, “Fractional phenomenology of cosmic ray anomalous diffusion”, Phys. Usp., 56:11 (2013), 1074–1119
B.V.. Alexeev, “To the Theory of Galaxies Rotation and the Hubble Expansion in the Frame of Non-Local Physics”, JMP, 03:09 (2012), 1103
B.V.. Alexeev, “Application of Generalized Non-Local Quantum Hydrodynamics to the Calculation of the Charge Inner Structures for Proton and Electron”, JMP, 03:12 (2012), 1895
Poklonski N.A., Vyrko S.A., Poklonskaya O.N., Zabrodskii A.G., “Transition temperature from band to hopping direct current conduction in crystalline semiconductors with hydrogen-like impurities: Heat versus Coulomb attraction”, Journal of Applied Physics, 110:12 (2011), 123702
Alexeev B.V., Ovchinnikova I.V., “The Generalized Relativistic Kinetic and Hydrodynamic Theory-Part I”, Journal of Nanoelectronics and Optoelectronics, 5:3 (2010), 360–373
Alexeev B.V., “Generalized Quantum Hydrodynamics and Principles of Non-Local Physics”, Journal of Nanoelectronics and Optoelectronics, 3:2 (2008), 143–158