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Thermodynamic relations in the presence of polarization

In order to characterize the polarization of the medium, we have previously introduced the electric and magnetic polarization vectors b [Pg.41]

1 The arrow over the polarization symbol P is there, as previously noted, to clearly mark that it is a vector rather than a second-order tensor [Pg.41]

The mass volume of the medium being i = // , we also introduce the vectors of polarization per unit mass  [Pg.42]

In the discussion which follows, we shall suppose that the frame of reference is linked to the fluid, but omit the prime for simplicity s sake. In any case, this makes no difference if we suppose that the transformations are reversible (and therefore slow) in the laboratory system. [Pg.42]

A wide array of formulations exist in relation to the thermodynamics of equilibrium states. [Pg.42]


See other pages where Thermodynamic relations in the presence of polarization is mentioned: [Pg.41]   


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