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Property& &\quad Definition \\
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Isochoric heat capacity $c_v$ &=& $\phantom{-}T\der{s}{T}{v} = \der{u}{T}{v}^{\phantom{-1}}$ \\[15pt]
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Isothermal compressibility $\kappa$ &=& $-\dfrac{1}{v}
\der{v}{p}{T} = \phantom{-}\dfrac{1}{\varrho} \der{\varrho}{p}{T}^{\phantom{-1}}$ \\[15pt]
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Isothermal throttling coeff. $\delta_T$ &=& $\phantom{-\dfrac{1}{v}}
\der{h}{p}{T}^{\phantom{-1}}$ \\[15pt]
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Volume expansivity $\beta$ &=& $\phantom{-}\dfrac{1}{v}
\der{v}{T}{p} = -\dfrac{1}{\varrho} \der{\varrho}{T}{p}^{\phantom{-1}}$ \\[15pt]
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Isobaric heat capacity $c_p$ &=& $\phantom{-}T\der{s}{T}{p} = \der{h}{T}{p}^{\phantom{-1}}$ \\[15pt]
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Speed of sound $w$ &=& $\phantom{-}\sqrt{\der{p}{\varrho}{s}}$ \\[15pt]
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Joule-Thomson coefficient $\mu$ &=& $\phantom{-\dfrac{1}{v}}
\der{T}{p}{h}^{\phantom{-1}}$ \\[10pt]
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\bottomrule
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