Recently the Jarzynski equation have been under many investigations. In this equation a relation between the average exponential of the work done on a system under non-equilibrium condition and equilibrium free energy differences is established. In different papers the equation has already been extended to different conditions. In this paper we will extend it to a situation that a system is driven away from equilibrium by work performed on it but with a non-constant temperature. Then this generalized equation will be applied to one-dimensional classical and quantum harmonic oscillators.
Zare,S. , Ebadi,Z. and Mirza,B. (2019). Generalization of the Jarzynski equation for a system with variable temperature. Iranian Journal of Physics Research, 9(2), 149-155.
MLA
Zare,S. , , Ebadi,Z. , and Mirza,B. . "Generalization of the Jarzynski equation for a system with variable temperature", Iranian Journal of Physics Research, 9, 2, 2019, 149-155.
HARVARD
Zare S., Ebadi Z., Mirza B. (2019). 'Generalization of the Jarzynski equation for a system with variable temperature', Iranian Journal of Physics Research, 9(2), pp. 149-155.
CHICAGO
S. Zare, Z. Ebadi and B. Mirza, "Generalization of the Jarzynski equation for a system with variable temperature," Iranian Journal of Physics Research, 9 2 (2019): 149-155,
VANCOUVER
Zare S., Ebadi Z., Mirza B. Generalization of the Jarzynski equation for a system with variable temperature. Dear user; Recently we have changed our software to Sinaweb. If you had already registered with the old site, you may use the same USERNAME but you need to change your password. To do so at the first use, please choose, 2019; 9(2): 149-155.
