Research on the modulation response of semiconductor lasers with the small-signal approximation of rate equations

Abstract

Abstract:

The rate equations are theory tools of studying the transient process of semiconductor lasers. Under the arbitrary intensity modulation，the rate equations are solved by using the small-signal approximation in order to analyze some properties of modulation response. We get the real and analytic solutions of the rate equations in those circumstances. And we gave a specific example in which the modulation signal is a rectangular pulse current. We analyzed some properties of the modulation response by the real and analytic solutions. The rigorous conditions of accuracy of the small-signal approximation are studied and obtained. The approximate expressions of those rigorous conditions in some circumstances are obtained by the parameter of some semiconductor lasers.

Key words: laser techniques, transient performance, small-signal approximation, modulation response, rate equations

DONG Jian-Jie, ZHANG Wei-Ping. Research on the modulation response of semiconductor lasers with the small-signal approximation of rate equations[J]. J4, 2009, 26(6): 658-663.

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Research on the modulation response of semiconductor lasers with the small-signal approximation of rate equations

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