2020
DOI: 10.3390/photonics7010020
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Side-lobe Level Reduction of an Optical Phased Array Using Amplitude and Phase Modulation of Array Elements Based on Optically Injection-Locked Semiconductor Lasers

Abstract: The side-lobe level (SLL) in optical phased array (OPA) systems should be reduced to ensure their high performance. We investigate theoretically the performance of an OPA based on optically injection-locked (OIL) semiconductor lasers. The phase and amplitude of the OIL laser are modulated by controlling the injection-locking parameters to reduce the SLL as well as to achieve beam steering. We successfully achieved an SLL reduction of >16 dB when compared with the uniform amplitude profile based on the appli… Show more

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Cited by 13 publications
(12 citation statements)
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“…The far-field radiation pattern is formed by combining the array outputs radiated from the OPA elements. Electrical beam steering and shaping can be achieved by the PM and AM of the OPA elements [41]. The optical signal of the ML with amplitude A ML , phase φ ML , and frequency f ML is injected into the SLs to achieve injection locking between the ML and each SL.…”
Section: Opa Based On Oil Lasersmentioning
confidence: 99%
See 3 more Smart Citations
“…The far-field radiation pattern is formed by combining the array outputs radiated from the OPA elements. Electrical beam steering and shaping can be achieved by the PM and AM of the OPA elements [41]. The optical signal of the ML with amplitude A ML , phase φ ML , and frequency f ML is injected into the SLs to achieve injection locking between the ML and each SL.…”
Section: Opa Based On Oil Lasersmentioning
confidence: 99%
“…The amplitude and phase of an SL can be modulated by controlling the injection-locking parameters when the SL operates within a stable locking range. AM and PM can be achieved by adjusting the bias current of the SL [33,41].…”
Section: Opa Based On Oil Lasersmentioning
confidence: 99%
See 2 more Smart Citations
“…Although the rate equations based on photon number have been widely used in the optical simulation of lasers including OIL lasers [5], we modify the photon-based equations into electric field-based equation and rearrange the rate equations as ( 5)- (7). Electrical-field-based rate equations can be utilized, such as an optical phased array [23] and optical advanced modulation [24], which should consider optical interference. Moreover, we show that these field-based equations are suitable for the inclusion of optoelectronic device models in a SPICE-based electrical simulation framework [25,26].…”
Section: Injection Parametersmentioning
confidence: 99%