Crooks fluctuation theorem: Difference between revisions

Revision as of 12:55, 13 June 2007

The Crooks fluctuation theorem was developed by Gavin E. Crooks. It is also known as the Crooks Identity or the Crooks fluctuation relation.

\frac{P_{F} (W)}{P_{R} (- W)} = \exp (\frac{W - Δ G}{k_{B} T})

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	The '''Crooks fluctuation theorem''' was developed by Gavin E. Crooks.		The '''Crooks fluctuation theorem''' was developed by Gavin E. Crooks. It is also known as the ''Crooks Identity'' or the ''Crooks fluctuation relation''.

	:<math>\frac{P_F(W)}{P_R(-W)}= \exp \left( \frac{W-\Delta G}{k_BT} \right)</math>		:<math>\frac{P_F(W)}{P_R(-W)}= \exp \left( \frac{W-\Delta G}{k_BT} \right)</math>