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Property Relations for Homogeneous Phases

Equations (1.2) and (5.12) axe here written dWrts = -Pd nV) Together tlrese tliree equations give  [Pg.187]

All of the primary themrodynanric properties—P, V, T, U, and S—aie included in Eq. (6.1). Additional thenrrodynanric properties arise oirly by definition in relation to these priirrary properties. In Chap. 2 the enthalpy was defined as a matter of convenience by the equation  [Pg.187]

Two additional properties, also defined for convenience, are the Helmholtz energy, [Pg.187]

Each of these defined properties leads directly to an equation like Eq. f(5. i). Upon multiplication by n, Eq. (2. ii)becomes  [Pg.187]

Equations (6.4) tlirough (6.6) are subject to the same restrictions as Eq. (6.1). All are written for the entire mass of any closed system. [Pg.188]


See other pages where Property Relations for Homogeneous Phases is mentioned: [Pg.186]    [Pg.187]    [Pg.191]    [Pg.193]    [Pg.195]   


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