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Equation of State for Gases

The simplest equation of state for gases is the ideal gas equation pVm — RT. [Pg.627]


J. D. van der Waals (Amsterdam) the equation of state for gases and liquids. [Pg.1300]

This volume also contains four appendices. The appendices give the mathematical foundation for the thermodynamic derivations (Appendix 1), describe the ITS-90 temperature scale (Appendix 2), describe equations of state for gases (Appendix 3), and summarize the relationships and data needed for calculating thermodynamic properties from statistical mechanics (Appendix 4). We believe that they will prove useful to students and practicing scientists alike. [Pg.687]

When the functional form of the correlation is suggested by theory, there is a great deal more confidence that the correlation can be extrapolated into regions of P that have no experimental data, and can be used for other families of compounds other than the training set S. Examples of theory-suggested functional forms include the van der Waals equation of state for gases, the Langmuir isotherm for adsorption and catalysis, and the Clausius-Clapeyron equation for the vapor pressure of liquids. [Pg.161]

Lennard-Jones Devonshire (LJD) Equations of State. For gases of low density, the following equation of LJD (Ref lb, p 55) applies ... [Pg.287]

Miller, PrRoySoc 194A, 480-507 (1948) (Deton of solid expls) 48) M.A. Cook, JChemPhys 15, 518-24(1947) Ibid 16, 554-55, 1081-86 1185 (1948) (An equation of state for gases at extremely high. pressures and temps from the hydrodynamic theory of deton) 49) R.H. [Pg.615]

From 1875 to 1895 J.D. van der Waals was a member of the Dutch Royal Academy of Science. In 1908, at the age of 71, J. D. van der Waals resigned as a professor. During his life J. D. van der Waals was honored many times. He was one of only 12 foreign members of the Academie des Sciences in Paris. In 1910 he received the Nobel prize for Physics for the incredible work he had done on the equations of state for gases and fluids—only the fifth Dutch physicist to receive this honor. J. D. van der Waals died on March 8, 1923 at the age of 85. [Pg.12]

So far we have had an overview of the forces involved in the adsorption process for ions in solution. However, we have not yet said anything about how to determine these forces or how to describe the adsoibed state of the ion. Physical quantities such as pressure, volume, temperature, and amount of substance describe the conditions in which a particular material exists that is, they describe the state of a material. These quantities are interrelated and one cannot be changed without causing a change in one or more of the others. The mathematical relationship among these physical quantities is called the equation of state of the system. Well-known examples of equations of states for gases are the ideal gas (PV = nRT) and the virial [P = RT(n/V) + RTB2T n/vf +. ..] equations of state. [Pg.214]

CA 41, 6047(1947) (Equation of state for gases at extremely high.temperatures from the hydrodynamic theory of detonation) (Data ealed by various. equations is presented for RDX, PETN, TNT, Tetryl, PA, AmmP, LA Si Mr and correlated with sunila. data cbtd... [Pg.754]

The van der Waals equation is not the only semiempirical equation of state for gases containing two constants. Another equation is the Berthelot equation ... [Pg.28]

It is no use trying to apply the ideal equation of state for gases, pV = uRT, to such high pressures. There are empirical equations (the Beatty-Bridgemann equation is one) that allow one to find the number of moles of H2 in a void of known volume at such pressures where the moles present may be as low as 10-12 at the beginning before the crack has spread. [Pg.242]

There are a number of equations of state for gases which attempt to account for the deviations found from the ideal (perfect) gas equation (4.1). These have the following features ... [Pg.17]

The specific energy of an explosive is defined as its working performance per kg, calculated theoretically from the general equation of state for gases ... [Pg.356]

A similar result is obtained in the Stokes and Robinson application ofthe idea, i.e., that there is a removal of effective free solvent into hydration shells around ions (Section 2.4.1). Both ideas are similar to the effect of the y - h term in van der Waals s equation of state for gases. If the a/V attraction term is neglected, P = kT/(V- b). As Vis reduced to be comparable in value to b, P (which is analogous to the ionic activity) inaeases above that for the simple PV = kl equation. [Pg.329]

The McMillan-Mayer theory is an alternative to the Debye-Htickel theory. It is called the virial coefficient approach and its equations bear some conceptual resemblance to the virial equation of state for gases. The key contribution in... [Pg.354]

Physical properties and laws. Two of the unknown variables may be the mass and volume of a stream material, in which case a tabulated specific gravity for liquids and solids or an equation of state for gases (Chapter 5) would provide an equation relating the variables. In other instances, saturation or equilibrium conditions for one or more of the process streams (Chapter 6) may provide needed relations. [Pg.99]

If a PVT calculation is part of a material balance problem and a volume (or volumetric flow rate) is either given or required for a process stream, label both n (or h) and V (or V) on the flowchart and count a density relationship (for solids and liquids) or an equation of state (for gases) as an additional relation in the degree-of-fireedom analysis. [Pg.214]

CA 41, 2245(1947) (Equation of state for gases at extremely high pressures)... [Pg.770]


See other pages where Equation of State for Gases is mentioned: [Pg.12]    [Pg.162]    [Pg.627]    [Pg.629]    [Pg.633]    [Pg.635]    [Pg.637]    [Pg.656]    [Pg.689]    [Pg.590]    [Pg.68]    [Pg.277]    [Pg.278]    [Pg.278]    [Pg.282]    [Pg.296]    [Pg.298]    [Pg.62]    [Pg.17]    [Pg.88]    [Pg.82]    [Pg.12]   


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