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2002•Microwave and Optical Technology LettersRequires access

Simulation of beam propagation in second‐order nonlinear optical media

Khaled M. Furati, M. A. Alsunaidi, Husain M. Masoudi

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Abstract

Abstract Second‐order nonlinearity in optical media acts as a source for harmonics generation. We set up a time‐domain model that accounts not only for the second harmonic, but also for the higher harmonics that are induced by a beam propagation. The model is solved numerically using a second‐order explicit scheme based on the exact solution of the nonlinear difference equation. The power spectrum of the generated harmonics is also presented. © 2002 John Wiley & Sons, Inc. Microwave Opt Technol Lett 32: 312–316, 2002.

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What this paper is about

Abstract Second‐order nonlinearity in optical media acts as a source for harmonics generation. We set up a time‐domain model that accounts not only for the second harmonic, but also for the higher harmonics that are induced by a beam propagation. The model is solved numerically using a second‐order explicit scheme based on the exact solution of the nonlinear difference equation. The power spectrum of the generated harmonics is also presented. © 2002 John Wiley & Sons, Inc. Microwave Opt Technol Lett 32: 312–316, 2002.

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Available abstract

Abstract Second‐order nonlinearity in optical media acts as a source for harmonics generation. We set up a time‐domain model that accounts not only for the second harmonic, but also for the higher harmonics that are induced by a beam propagation. The model is solved numerically using a second‐order explicit scheme based on the exact solution of the nonlinear difference equation. The power spectrum of the generated harmonics is also presented. © 2002 John Wiley & Sons, Inc. Microwave Opt Technol Lett 32: 312–316, 2002.

Key concepts: Harmonics, Nonlinear system, Microwave, Physics, Beam (structure), High harmonic generation, Harmonic, Power (physics)

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