Showing 121 - 140 results of 209 for search '"relaxation oscillator"', query time: 0.11s Refine Results
  1. 121

    Modeling and simulation of dynamics and noise of semiconductor lasers under NTSC modulation for use in the CATV technology by Alaa Mahmoud, Safwat W.Z. Mahmoud, Kamal Abdelhady

    Published 2015-06-01
    “…When the modulation index exceeds 43%, i.e. the modulation current exceeds the bias level above threshold, the laser emits clipped signals superposed by relaxation oscillation. The increase in the modulation index by about 50% in channels beyond channel #24 makes the laser emitting clipped pulsed signals superposed by relaxation oscillation. …”
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    Article
  2. 122

    Analysis and Suppression of Laser Intensity Fluctuation in a Dual-Beam Optical Levitation System by Xia Wang, Qi Zhu, Mengzhu Hu, Wenqiang Li, Xingfan Chen, Nan Li, Xunmin Zhu, Huizhu Hu

    Published 2022-06-01
    “…Experiments showed that the particle’s position detection sensitivity and the stability of the relaxation oscillation could be improved by laser intensity fluctuation suppression.…”
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    Article
  3. 123

    Coupled-Cavity VCSEL with an Integrated Electro-Absorption Modulator: Small- and Large-Signal Modulation Analysis by Krassimir Panajotov, Richard Schatz

    Published 2020-09-01
    “…For current modulation, the cut-off frequency remains limited by relaxation oscillation frequency. For EAM loss modulation, the MTF curve is much flatter and its shape around the relaxation oscillation frequency displays either a well-pronounced maximum, both a maximum and a minimum or a sharp minimum only depending on the bias point of the EAM losses. …”
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    Article
  4. 124

    Almost Automorphic Solutions to Abstract Fractional Differential Equations by Liang Jin, Xiao Ti-Jun, Ding Hui-Sheng

    Published 2010-01-01
    “…Moreover, an application to a fractional relaxation-oscillation equation is given.</p>…”
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    Article
  5. 125

    18.385 Nonlinear Dynamics and Chaos, Fall 2002 by Rosales, Rodolfo

    Published 2002
    “…Parametric resonances, Floquet theory. Relaxation oscillations. Hysterises. Phase locking. Chaos: Lorenz model, iterated mappings, period doubling, renormalization. …”
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  6. 126

    CW Emission and Self-Pulsing in a III-V/SiN Hybrid Laser With Narrow Band Mirror by Cristina Rimoldi, Lorenzo L. Columbo, Jock Bovington, Sebastian Romero-Garcia, Mariangela Gioannini

    Published 2022-01-01
    “…We report on how external cavity III-V/SiN hybrid lasers operate in regimes of ultra-damped relaxation oscillations or in CW unstable dynamical regimes (self-pulsing or approaching turbulence) as a consequence of mirror dispersion, non-zero linewidth enhancement factor, and four-wave mixing in the gain medium. …”
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  7. 127

    SIMULTANEOUS MODELOCKING AND Q-SWITCHING OF A CO-MGF2 LASER BY LOSS-MODULATION FREQUENCY DETUNING by Maciel, A, Maly, P, Ryan, J

    Published 1987
    “…The frequency of Q- switching is found to be half the frequency of relaxation oscillation observed for the same pump conditions. © 1987.…”
    Journal article
  8. 128

    Enhanced gain saturation model of non-linear semiconductor optical amplifiers by Kharraz, Osayd M., M. Supa'at, Abu Sahmah, Atieh, Ahmed, Abdul Kadir @ Jaafar, Muhammad Zamzuri, Mahdi, Mohd Adzir

    Published 2018
    “…The rate equations are utilised with the extra gain compression term for Indium-Gallium-Arsenide material-based SOA to account for the steep relaxation oscillations behaviour of non-linear SOAs. The proposed gain saturation model is verified with experimental results that showed very good agreements with a mean square error of 0.094.…”
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  9. 129

    Enhanced gain saturation model of non-linear semiconductor optical amplifiers by Kharraz, O. M., Supa'at, A. S. M., Atieh, A., Zamzuri, A. K., Mahdi, M. A.

    Published 2018
    “…The rate equations are utilised with the extra gain compression term for Indium-Gallium-Arsenide material-based SOA to account for the steep relaxation oscillations behaviour of non-linear SOAs. The proposed gain saturation model is verified with experimental results that showed very good agreements with a mean square error of 0.094.…”
    Article
  10. 130

    Almost Automorphic Solutions to Abstract Fractional Differential Equations by Ti-Jun Xiao, Hui-Sheng Ding, Jin Liang

    Published 2010-01-01
    “…Moreover, an application to a fractional relaxation-oscillation equation is given.…”
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    Article
  11. 131

    Organic Diode Laser Dynamics: Rate-Equation Model, Reabsorption, Validation and Threshold Predictions by Daan Lenstra, Alexis P.A. Fischer, Amani Ouirimi, Alex Chamberlain Chime, Nixson Loganathan, Mahmoud Chakaroun

    Published 2021-07-01
    “…We predict laser operation characterized by damped relaxation oscillations in the GHz regime and several orders of magnitude linewidth narrowing. …”
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    Article
  12. 132

    Enhancing the 3-dB Bandwidth via the Gain-Lever Effect in Quantum-Dot Lasers by Y. Li, N. A. Naderi, V. Kovanis, L. F. Lester

    Published 2010-01-01
    “…Finally, it is demonstrated that the 3-dB bandwidth is three times the free-running relaxation oscillation frequency in these types of laser structures, as opposed to 1.55 times in the case of conventional single-section lasers.…”
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  13. 133

    Emergence of Animals from Heat Engines – Part 1. Before the Snowball Earths by Anthonie W. J. Muller

    Published 2009-09-01
    “…Thermal cycling by a filamentous protein ‘thermotether’ was the result of a temperature-gradient induced relaxation oscillation not impeded by the low Reynolds number of a small scale. …”
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  14. 134

    General Properties of Near-Contact Binaries by Kyu-Dong Oh, Ho-Il Kim, Young Woon Kang, Woo-Baik Lee

    Published 2000-12-01
    “…The evolutionary status of the F type near-contact binaries are closer to that of the contact systems, i.e., W UMa type binaries, if it is assumed that the evolution of the NCBs is governed by the thermal relaxation oscillation theory. The mass-radius relation, mass-luminosity relation and H-R diagram of the NCBs provide that the A type NCBs suffer from more active mass transfer than F types. …”
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  15. 135

    Asymptotic methods for delay equations by Fowler, A

    Published 2005
    “…In this paper, four examples of delayed systems which occur in practical models are considered: the delayed recruitment equation, relaxation oscillations in stem cell control, the delayed logistic equation, and density wave oscillations in boilers, the last of these being a problem of concern in engineering two-phase flows. …”
    Journal article
  16. 136

    Recent strategy to study fractal-order viscoelastic polymer materials using an ancient Chinese algorithm and He’s formulation by Alex Elías-Zúñiga, Luis M Palacios-Pineda, Daniel Olvera-Trejo, Oscar Martínez-Romero

    Published 2022-09-01
    “…This article elucidates how the molecular structure of polymer chains influences the relaxation oscillations as a function of the fractal parameter values.…”
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  17. 137

    Quantum Langevin approach for superradiant nanolasers by Igor E Protsenko, Alexander V Uskov, Emil C André, Jesper Mørk, Martijn Wubs

    Published 2021-01-01
    “…We predict new sideband peaks in the spectrum of superradiant lasers with large relaxation oscillations as well as new nonlinear structures in the lasing spectra for weak pump rates. …”
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  18. 138

    The Proposal of a Photon–Photon Resonance Control Scheme by Using an Active MMI Laser Diode by He Xiao, Yudai Kawano, Haisong Jiang, Kiichi Hamamoto

    Published 2023-11-01
    “…The modulation bandwidth in the direct modulation of a laser diode is limited by relaxation oscillation. To achieve an even higher frequency response, photon–photon resonance has been investigated to extend this modulation bandwidth. …”
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  19. 139

    A self-locking structure for quantum dot DFB and FP lasers based on optical feedback by Libo Yang, Sheng Cao, Junbing Shi, Xin Xue, Sheng Chao Wang

    Published 2023-09-01
    “…This paper presents a self-coherent optical feedback system that achieves resonance between the external cavity mode and the relaxation oscillation frequency of distributed feedback (DFB) laser and the repetition frequency of Fabry–Perot (FP) laser, all in an effort to achieve optical feedback self-locking. …”
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  20. 140

    Dynamic mechanism of multiple bursting patterns in a whole-cell multiscale model with calcium oscillations by Xiaowen Xiong, Yanqiu Li, Dongmei Zheng

    Published 2021-01-01
    “…When the timescale of K $ ^+ $ gating variable is changed, the relaxation oscillation with locally small fluctuation, chaotic bursting and mixed-mode bursting (MMB) are revealed through chaos. …”
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