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Ideal-gas constant

P = pressure M = molecular weight R = ideal gas constant T = temperature Pi = liquid density... [Pg.120]

R = ideal gas constant dCp = reduced correction for C, a function of and and of the acentric factor... [Pg.138]

For the ideal-gas state there is an exact relation between the constant pressure heat capacity and the constant volume heat capacity, C, via the ideal-gas constant, R. [Pg.235]

Ideal gas constant Density Temperature Volume Depth of liquid... [Pg.489]

Q = saturation solubility of drug (macroparticles) y = interfacial tension between drug particles and the solubilizing fluids M = Molecular weight of the drug r = radius of the microscopic drug particle R = ideal gas constant... [Pg.120]

R = the ideal gas constant, which is a statement of how much energy is held in a system at a given temperature. [Pg.70]

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AS for the Mixing of Ideal Gases at Constant T and

Gas constant

Heat Capacity at Constant Pressure of Inorganic and Organic Compounds in the Ideal Gas State Fit to Hyperbolic Functions Cp

Heat Capacity at Constant Pressure of Inorganic and Organic Compounds in the Ideal Gas State Fit to a Polynomial Cp

IDEAL GAS CONSTANT AND CONVERSION FACTORS

Ideal Gas Law constant

Ideal gas at constant pressure

Ideal gas at constant volume

Ideal gas universal constant

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