Abstract — We model and simulate the combined effect of fiberdispersion and frequency chirp of a directly modulated high-speedlaser diode on the figures of merit of a non-amplified 40-Gbps opticalfiber link. We consider both the return to zero (RZ) and non-return tozero (NRZ) patterns of the pseudorandom modulation bits. Theperformance of the fiber communication system is assessed by thefiber-length limitation due to the fiber dispersion. We study theinfluence of replacing standard single-mode fibers by non-zerodispersion-shifted fibers on the maximum fiber length and evaluatethe associated power penalty. We introduce new dispersiontolerances for 1-dB power penalty of the RZ and NRZ 40-Gbpsoptical fiber links. Keywords — Bit error rate, dispersion, frequency chirp, fibercommunications, semiconductor laser. I. I NTRODUCTION N the current information age, there is a steady need toincrease the capacity of information transmitted to orexchanged among users, especially over optical fibers.Modern cost-effective and broadband fiber networks, such asthe fiber-to-the-home (FTTH) and radio over fiber (RoF),require directly modulated laser diodes with bandwidthexceeding 25 GHz for operating the fiber links withtransmission speeds exceeding 40 Gbps [1]. Due to theinferior characteristics in the transient regime of thesemiconductor laser, its resonance and modulation bandwidthare limited to values more or less than 10 GHz. One typicalsolution to increase the modulation bandwidth is to increasethe differential gain of the laser diode [2], [3]. This property isa typical advantage of the MQW laser diodes [4]. Sato et al.[3] demonstrated a MQW-DFB laser emitting at thewavelength of 1.55 m to meet the requirement of 40 Gbpsfiber transmission systems for use in very-short-reach fiberlinks and metro area networks [5].The intensity modulation of high-speed semiconductorlasers, however, is coupled to the phase variation through thelinewidth enhancement factor [6], [7] which then induces atime variation in the lasing frequency, referred to as“frequency chirp” [8]. This frequency chirp is proportional tothe differential gain and, therefore, attains large in high-speed
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