Kicked nonlinear Kerr medium and fock states generation

W. Leoński; S. Dyrting; R. Tanaś

Kicked nonlinear Kerr medium and fock states generation

W. Leoński, S. Dyrting, R. Tanaś

Research output: Contribution to journal › Article › peer-review

Abstract

We discuss a cavity filled with the "Kerr" medium with the (2q - 1)th nonlinearity x^(2q-1) periodically kicked by a series of ultrashort laser pulses. Applying the Floquet state and perturbation methods, we find the analytic formulas for the probabilities of the n-photon states. We show that our system can produce pure Fock states. Moreover, we perform numerical calculations to validate our analytical results.

Original language	English
Pages (from-to)	54-57
Number of pages	4
Journal	Laser Physics
Volume	7
Issue number	1
Publication status	Published - 1 Dec 1997
Externally published	Yes

Cite this

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AU - Tanaś, R.

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N2 - We discuss a cavity filled with the "Kerr" medium with the (2q - 1)th nonlinearity x(2q-1) periodically kicked by a series of ultrashort laser pulses. Applying the Floquet state and perturbation methods, we find the analytic formulas for the probabilities of the n-photon states. We show that our system can produce pure Fock states. Moreover, we perform numerical calculations to validate our analytical results.

AB - We discuss a cavity filled with the "Kerr" medium with the (2q - 1)th nonlinearity x(2q-1) periodically kicked by a series of ultrashort laser pulses. Applying the Floquet state and perturbation methods, we find the analytic formulas for the probabilities of the n-photon states. We show that our system can produce pure Fock states. Moreover, we perform numerical calculations to validate our analytical results.

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JO - Laser Physics: international journal

JF - Laser Physics: international journal

SN - 1054-660X

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Kicked nonlinear Kerr medium and fock states generation

Abstract

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