Linear isothermal regularity - Revision history

Carl McBride: Reverted edits by Yan King (talk) to last revision by Carl McBride

2012-01-31T11:08:28Z

Reverted edits by Yan King (talk) to last revision by Carl McBride

← Older revision		Revision as of 13:08, 31 January 2012
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	#[http://dx.doi.org/10.1016/j.fluid.2007.10.002 Mohammad Shokouhi and Gholam Abbas Parsafar "A new equation of state derived by the statistical mechanical perturbation theory", Fluid Phase Equilibria '''264''' pp. 1-11 (2008)]		#[http://dx.doi.org/10.1016/j.fluid.2007.10.002 Mohammad Shokouhi and Gholam Abbas Parsafar "A new equation of state derived by the statistical mechanical perturbation theory", Fluid Phase Equilibria '''264''' pp. 1-11 (2008)]
	[[category: equations of state]]		[[category: equations of state]]
	~~[http://essay-writer.org/ dissertation writer]~~

Yan King at 10:12, 31 January 2012

2012-01-31T10:12:04Z

← Older revision		Revision as of 12:12, 31 January 2012
Line 8:		Line 8:
	#[http://dx.doi.org/10.1016/j.fluid.2007.10.002 Mohammad Shokouhi and Gholam Abbas Parsafar "A new equation of state derived by the statistical mechanical perturbation theory", Fluid Phase Equilibria '''264''' pp. 1-11 (2008)]		#[http://dx.doi.org/10.1016/j.fluid.2007.10.002 Mohammad Shokouhi and Gholam Abbas Parsafar "A new equation of state derived by the statistical mechanical perturbation theory", Fluid Phase Equilibria '''264''' pp. 1-11 (2008)]
	[[category: equations of state]]		[[category: equations of state]]
			[http://essay-writer.org/ dissertation writer]

Carl McBride: New page: {{Stub-general}} The '''linear isothermal regularity''' was discovered by Parsafar in 1991. It suggests that $(Z-1)v^2$ vs $\rho^2$ is linear. This led to a new [[Van...

2008-02-28T10:36:49Z

New page: {{Stub-general}} The '''linear isothermal regularity''' was discovered by Parsafar in 1991. It suggests that <math>(Z-1)v^2</math> vs <math>\rho^2</math> is linear. This led to a new [[Van...

New page

{{Stub-general}}
The '''linear isothermal regularity''' was discovered by Parsafar in 1991. It suggests that <math>(Z-1)v^2</math> vs <math>\rho^2</math> is linear. This led to a new [[Van der Waals equation of state |Van der Waals]] like equation of state (Ref. 2 Eq. 8):

:<math>(Z-1) v^2 = \frac{1}{\rho } \left( \frac{\alpha}{1-\lambda b \rho} - \frac{\alpha - B_2}{1+ \delta b \rho} \right)</math>
==References==
#Gholam Abbas Parsafar "Deriving the Equation of State for Liquids and Extension of the Principle of Corresponding States", Journal of Sciences, Islamic Republic of Iran '''2''' pp. 111-123 (1991)
#[http://dx.doi.org/10.1021/j100137a035 Gholam Abbas Parsafar and E. A. Mason "Linear isotherms for dense fluids: a new regularity", Journal of Physical Chemistry '''97''' pp. 9048-9053 (1993)]
#[http://dx.doi.org/10.1016/j.fluid.2007.10.002 Mohammad Shokouhi and Gholam Abbas Parsafar "A new equation of state derived by the statistical mechanical perturbation theory", Fluid Phase Equilibria '''264''' pp. 1-11 (2008)]
[[category: equations of state]]

Linear isothermal regularity - Revision history

Carl McBride: Reverted edits by Yan King (talk) to last revision by Carl McBride

Yan King at 10:12, 31 January 2012

Carl McBride: New page: {{Stub-general}} The '''linear isothermal regularity''' was discovered by Parsafar in 1991. It suggests that (Z-1)v^2 vs \rho^2 is linear. This led to a new [[Van...

Carl McBride: New page: {{Stub-general}} The '''linear isothermal regularity''' was discovered by Parsafar in 1991. It suggests that $(Z-1)v^2$ vs $\rho^2$ is linear. This led to a new [[Van...