Gibbs-Helmholtz equations - Revision history

Carl McBride: Added internal link

2007-10-30T18:10:49Z

Added internal link

← Older revision		Revision as of 20:10, 30 October 2007
Line 6:		Line 6:
	where		where
	*<math>H</math> is the [[enthalpy]]		*<math>H</math> is the [[enthalpy]]
	*<math>T</math> is the temperature		*<math>T</math> is the [[temperature]]
	*<math>G</math> is the [[Gibbs energy function]]		*<math>G</math> is the [[Gibbs energy function]]
	*<math>U</math> is the [[internal energy]],		*<math>U</math> is the [[internal energy]],

Carl McBride at 16:33, 7 June 2007

2007-06-07T16:33:37Z

← Older revision		Revision as of 18:33, 7 June 2007
Line 8:		Line 8:
	*<math>T</math> is the temperature		*<math>T</math> is the temperature
	*<math>G</math> is the [[Gibbs energy function]]		*<math>G</math> is the [[Gibbs energy function]]
	*<math>U</math> is the [[~~First law of thermodynamics \|~~ internal energy]],		*<math>U</math> is the [[internal energy]],
	*<math>V</math> is the volume		*<math>V</math> is the volume
	*<math>A</math> is the [[Helmholtz energy function]].		*<math>A</math> is the [[Helmholtz energy function]].

Carl McBride: New page: : $H = -T^2 \left. \frac{\partial (G/T)}{\partial T} \right\vert_p$ : $U = -T^2 \left. \frac{\partial (A/T)}{\partial T} \right\vert_V$ where * $H$ is the...

2007-05-28T17:12:16Z

New page: :<math>H = -T^2 \left. \frac{\partial (G/T)}{\partial T} \right\vert_p</math> :<math>U = -T^2 \left. \frac{\partial (A/T)}{\partial T} \right\vert_V</math> where *<math>H</math> is the...

New page

:<math>H = -T^2 \left. \frac{\partial (G/T)}{\partial T} \right\vert_p</math>

:<math>U = -T^2 \left. \frac{\partial (A/T)}{\partial T} \right\vert_V</math>

where
*<math>H</math> is the [[enthalpy]]
*<math>T</math> is the temperature
*<math>G</math> is the [[Gibbs energy function]]
*<math>U</math> is the [[First law of thermodynamics | internal energy]],
*<math>V</math> is the volume
*<math>A</math> is the [[Helmholtz energy function]].

==See also==
[[Category: Classical thermodynamics]]

Gibbs-Helmholtz equations - Revision history

Carl McBride: Added internal link

Carl McBride at 16:33, 7 June 2007

Carl McBride: New page: :H = -T^2 \left. \frac{\partial (G/T)}{\partial T} \right\vert_p :U = -T^2 \left. \frac{\partial (A/T)}{\partial T} \right\vert_V where *H is the...

Carl McBride: New page: : $H = -T^2 \left. \frac{\partial (G/T)}{\partial T} \right\vert_p$ : $U = -T^2 \left. \frac{\partial (A/T)}{\partial T} \right\vert_V$ where * $H$ is the...