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Ferrari, C.
Dinamica dei gas rarefatti [electronic resource] / edited by C. Ferrari. - IV, 425pagg. online resource. - C.I.M.E. Summer Schools ; 33 .
C. Ferrari: Premessa -- M.S.v. Krzywoblocki: The mathematical aspects of rarefied gas dynamics as applied to hypersonic, reentry and magneto-ggas-dynamics -- J. Kampé de Fériet: La théorie de l´information et la mécanique statistique classique des systèmes en équilibre -- M. Lunc: Equations de transport -- I. Estermann: 1. Applications of molecular beams to problems in rarefied gas dynamics. 2. Experimental methods in rarefied gas dynamics -- S. Nocilla: Sull´integrazione tra flussi di molecole libere e superfici rigide -- F. Sernagiotto: Solution of Rayleigh’s problem for the whole range of Knudsen numbers -- G. Tironi: Linearized Rayleigh’s Problem in magnetogasdynamics -- D. Graffi: Alcuni richiami sulla ionosfera -- C. Agostinelli: Le equazioni delle onde d’urto in un gas rarefatto elettricamente conduttore soggetto a un campo magnetico.
C. Ferrari: Premessa.- M.S.v. Krzywoblocki: The mathematical aspects of rarefied gas dynamics as applied to hypersonic, reentry and magneto-ggas-dynamics.- J. Kampé de Fériet: La théorie de l´information et la mécanique statistique classique des systèmes en équilibre.- M. Lunc: Equations de transport.- I. Estermann: 1. Applications of molecular beams to problems in rarefied gas dynamics. 2. Experimental methods in rarefied gas dynamics.- S. Nocilla: Sull´integrazione tra flussi di molecole libere e superfici rigide.- F. Sernagiotto: Solution of Rayleigh’s problem for the whole range of Knudsen numbers.- G. Tironi: Linearized Rayleigh’s Problem in magnetogasdynamics.- D. Graffi: Alcuni richiami sulla ionosfera.- C. Agostinelli: Le equazioni delle onde d’urto in un gas rarefatto elettricamente conduttore soggetto a un campo magnetico.
9783642110245
Mathematics.
Differential equations, partial.
Thermodynamics.
Materials.
Mathematics.
Partial Differential Equations.
Continuum Mechanics and Mechanics of Materials.
Thermodynamics.
QA370-380
515.353
Dinamica dei gas rarefatti [electronic resource] / edited by C. Ferrari. - IV, 425pagg. online resource. - C.I.M.E. Summer Schools ; 33 .
C. Ferrari: Premessa -- M.S.v. Krzywoblocki: The mathematical aspects of rarefied gas dynamics as applied to hypersonic, reentry and magneto-ggas-dynamics -- J. Kampé de Fériet: La théorie de l´information et la mécanique statistique classique des systèmes en équilibre -- M. Lunc: Equations de transport -- I. Estermann: 1. Applications of molecular beams to problems in rarefied gas dynamics. 2. Experimental methods in rarefied gas dynamics -- S. Nocilla: Sull´integrazione tra flussi di molecole libere e superfici rigide -- F. Sernagiotto: Solution of Rayleigh’s problem for the whole range of Knudsen numbers -- G. Tironi: Linearized Rayleigh’s Problem in magnetogasdynamics -- D. Graffi: Alcuni richiami sulla ionosfera -- C. Agostinelli: Le equazioni delle onde d’urto in un gas rarefatto elettricamente conduttore soggetto a un campo magnetico.
C. Ferrari: Premessa.- M.S.v. Krzywoblocki: The mathematical aspects of rarefied gas dynamics as applied to hypersonic, reentry and magneto-ggas-dynamics.- J. Kampé de Fériet: La théorie de l´information et la mécanique statistique classique des systèmes en équilibre.- M. Lunc: Equations de transport.- I. Estermann: 1. Applications of molecular beams to problems in rarefied gas dynamics. 2. Experimental methods in rarefied gas dynamics.- S. Nocilla: Sull´integrazione tra flussi di molecole libere e superfici rigide.- F. Sernagiotto: Solution of Rayleigh’s problem for the whole range of Knudsen numbers.- G. Tironi: Linearized Rayleigh’s Problem in magnetogasdynamics.- D. Graffi: Alcuni richiami sulla ionosfera.- C. Agostinelli: Le equazioni delle onde d’urto in un gas rarefatto elettricamente conduttore soggetto a un campo magnetico.
9783642110245
Mathematics.
Differential equations, partial.
Thermodynamics.
Materials.
Mathematics.
Partial Differential Equations.
Continuum Mechanics and Mechanics of Materials.
Thermodynamics.
QA370-380
515.353