Recently a reciprocity theorem has been derived from the transport-relaxation equations for a simple system, consisting of one medium (Ref. 1 ). With a composite system, consisting of two immiscible media in contact, a plausible generalized reciprocity scheme, here called universal reciprocity postulate, is suggested now. It leads to an equivalent reciprocity requirement at the inter-face between both media and thus decisively restricts - in form of provable Onsager relations - the possible constitutive laws connecting the thermodynamical forces and fluxes at the interface. For the formulation of these ideas, some mathematical tools are developed in advance. Finally, heat conduction is treated, as the most simple example, first in the direct way, then according to the more sophisticated mathematical tools.
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June 2, 2014
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Open AccessA Metric Theory of Gravitation without Minimal Coupling of Matter and Gravitational FieldJune 2, 2014
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June 2, 2014
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June 2, 2014
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June 2, 2014
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June 2, 2014
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Open AccessSolitary Filaments of Coupled Electromagnetic Wave and Finite Amplitude Ion FluctuationsJune 2, 2014
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June 2, 2014
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Open AccessPoisson's Ratio for Central-Force PolycrystalsJune 2, 2014
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June 2, 2014
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Open AccessSEM Studies of Cholesteric Liquid CrystalsJune 2, 2014
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June 2, 2014
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Open AccessUltrasound Absorption in Trifluoroacetic Acid and its Equimolar Mixture with Acetic AcidJune 2, 2014
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June 2, 2014
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Open AccessReaction of Vanadyl Ions with Alkyl DinitrilesJune 2, 2014
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June 2, 2014
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Open AccessIon Formation in Field Desorption of SaltsJune 2, 2014
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Open AccessSoret Coefficient and Thermoelectric Power of Thermocells Containing Molten Binary MixturesJune 2, 2014
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Open AccessSchwingungseigenschaften des ReF6+ -IonsJune 2, 2014
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June 2, 2014
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Open AccessJosef Mattauch zum GedächtnisJune 2, 2014
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Open AccessSachverzeichnisJune 2, 2014
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Open AccessAutorenverzeichnisJune 2, 2014