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2019
In this chapter, the correlation between the thermal state variables pressure p, specific volume v and temperature T is investigated. As already discussed in the previous chapter, thermal state values can easily be measured. Furthermore, according to Gibbs’ phase law for ideal gases two intensive state values, i.e.
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In this chapter, the correlation between the thermal state variables pressure p, specific volume v and temperature T is investigated. As already discussed in the previous chapter, thermal state values can easily be measured. Furthermore, according to Gibbs’ phase law for ideal gases two intensive state values, i.e.
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Fundamental Equation and the Equations of State
2011In Chap. 5, we noted that in combination the first and the second laws lead to an important relationship: the difference, dU, in the internal energy of two neighboring equilibrium states is linearly related to the corresponding difference, dS, in their entropy.
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The Hill equation: a review of its capabilities in pharmacological modelling
Fundamental and Clinical Pharmacology, 2008Sylvain Goutelle, Jose Miguel Dora
exaly