Complete solution of zero-state response in mesoscopic RLC circuit

Jun-feng LIN; Xiao-fang ZHOU

[1] Louisell W H. Quantum Statistical Properties of Radtation [M].New York: John Wiley,1973.230-268.

[2] Li Y Q,Chen B. Quantum theory of mesoscopic electrical circuits [J].Phys. Rev. B,1996,53(16): 4027-4032.

[3] Li Y Q,Chen B. The quantization of mesoscopic electric circuit with the discreteness of electron charge [J].Commun. Theor. Phys.,1998,29: 139-142.

[8] Fan H Y,Liang X T. Quantum fluctuation in thermal Vacuum state for mesoscopic LC electric circuit [J].Chin. Phys. Lett.,2000,17(3): 174-176.

[9] Liang X T,Fan H Y. Quantum fluctuations in mesoscopic resistance-inductance-capacitance electric circuits at finite temperature [J].Chin. Phys.,2001,10(6): 486-489.

[10] Gu Y J. Quantum fluctuation in a mesoscopic damp LC parallel circuit in displaced squeezed Fock state [J].Chin. Phys.,2001,10(6): 490-493.

[11] Wang X G,Pan S H. Quantum fluctuations of a mesoscopic RLC circuit in a displaced squeezed Fock state [J].Chin. Phys. Lett.,2000,17(3): 171-173.

[12] Lei M S,Ji Y H,Xie F S. Quantum squeezing effects of a non-dissipative mesoscopic circuit with coupled inductors and capacitors [J].Chin. Phys. Lett.,2001,18(2): 163-165.

[21] Oppenheim A V,Willsky A S. Signals and Systems [M].2nd ed. New Jersey: Prentice Hall,1997.Chap 2.