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Titlebook: Wave Propagation; Lectures given at a Giorgio Ferrarese Book 2011 Springer-Verlag Berlin Heidelberg 2011 partial differential equations

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,“Entropy Principle” and Main Field for a Non Linear Covariant System,erning quasi-linear hyperbolic system compatible with a supplementary conservation law; relativistic theories will be considered with special emphasis..I start with a brief bibliographical introduction to the subject I shall be concerned with.
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Singular Surfaces in Dipolar Materials and Possible Consequences for Continuum Mechanics,id dipolar fluid and an elastic dipolar solid..The basic theory we use was introduced by Green and Rivlin [l] and from the constitutive theory viewpoint essentially extends classical continuum mechanics by including gradients of the independent variables present in non-polar theories. Gradient type
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Sulla Teoria Dellfottica Non-Lineare, detti, rispettivamente,campo elettrico, campo magnetico, vettore spostamento, vettore induzione, densità di corrente. Questi vettori sono, in generale, funzioni del punto χϵ . e del tempo t quindi, a rigore, si dovrebbe scrivere, in luogo di .(χ,t) e analogamente per gli altri vettori.elettromagnet
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Sulla Propagazione del Calore Nei Mezzi Contxnui,tato teorie di vario tipo con lo scopo di arrecare un contribute alia formulazione delle equazioni costitutive dei continui e nel contempo superare il cosidetto paradosso della propagazione del calore con velocita infinita di cui e affetta la teoria classical.Le varie teorie proposte poggiano o su g
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,“Entropy Principle” and Main Field for a Non Linear Covariant System,erning quasi-linear hyperbolic system compatible with a supplementary conservation law; relativistic theories will be considered with special emphasis..I start with a brief bibliographical introduction to the subject I shall be concerned with.
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Singular Surfaces in Dipolar Materials and Possible Consequences for Continuum Mechanics,id dipolar fluid and an elastic dipolar solid..The basic theory we use was introduced by Green and Rivlin [l] and from the constitutive theory viewpoint essentially extends classical continuum mechanics by including gradients of the independent variables present in non-polar theories. Gradient type
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