The quantity "thermal expansivity times temperature minus one" times volume divided by this quantity gives the Joule-Thomson inversion temperature.
The quantity "thermal expansivity times temperature minus one" times volume divided by this quantity gives the Joule-Thomson inversion temperature. A DSC apparatus produces a curve showing the relation between this quantity and temperature. For an ideal gas undergoing an adiabatic process, P times V raised to the ratio of two forms of this quantity is held constant. For a monatomic ideal gas, this quantity equals (*) 3/2 times R at constant volume. This quantity can be defined as the derivative of either internal energy or enthalpy with respect to temperature. For 10 points, name this quantity which measures the heat that must be added to a substance to increase its temperature by 1 degree Celsius.
The quantity "thermal expansivity times temperature minus one" times volume divided by this quantity gives the Joule-Thomson inversion temperature.
heat capacity [accept "specific heat," but that term is misleading. Accept more specific answers such as "specific heat capacity," "molar heat capacity," "heat capacity at constant pressure," etc.]