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Jun-Ping Zhuang

Researcher at City University of Hong Kong

Publications -  22
Citations -  384

Jun-Ping Zhuang is an academic researcher from City University of Hong Kong. The author has contributed to research in topics: Semiconductor laser theory & Laser. The author has an hindex of 9, co-authored 22 publications receiving 312 citations. Previous affiliations of Jun-Ping Zhuang include The Chinese University of Hong Kong & University of Glasgow.

Papers
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Tunable photonic microwave generation using optically injected semiconductor laser dynamics with optical feedback stabilization

TL;DR: The period-one (P1) nonlinear dynamics of a semiconductor laser subject to both optical injection and optical feedback are investigated for photonic microwave generation and a dual-loop optical feedback stabilizes the fluctuations of the oscillation frequency.
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Phase noise characteristics of microwave signals generated by semiconductor laser dynamics

TL;DR: Phase noise of the period-one (P1) nonlinear dynamical oscillation in an optically injected semiconductor laser is numerically investigated and the P1 microwave linewidth is found to vary with the injection parameters.
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Frequency-modulated microwave generation with feedback stabilization using an optically injected semiconductor laser.

TL;DR: Generation of frequency-modulated continuous-wave (FMCW) microwave signals is investigated using the period-one (P1) dynamics of a semiconductor laser using simply a single-mode laser for wide tuning of the central frequency of the FMCW signal.
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Random bit generation at tunable rates using a chaotic semiconductor laser under distributed feedback.

TL;DR: A semiconductor laser with distributed feedback from a fiber Bragg grating that provides distributed feedback which effectively suppresses the information of the round-trip feedback delay time is investigated for random bit generation (RBG).
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Randomness evaluation for an optically injected chaotic semiconductor laser by attractor reconstruction.

TL;DR: State-space reconstruction of the attractor requires only the emission intensity time series, allowing both experimental and numerical evaluations with good qualitative agreement, and offers a direct experimental verification of the randomness generated in the chaotic laser.