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Nonlinear Dynamics of Resonant Tunneling Optoelectronic Circuits for Wireless/Optical Interfaces

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We report on experimental and modeling results on the nonlinear dynamics of a resonant-tunneling-diode-based (RTD) optoelectronic circuits that can be used as the basis of a wireless/optical interface for wireless access networks. The RTD-based circuits are optoelectronic integrated circuits that have negative differential resistance and act as optoelectronic voltage-controlled oscillators. These circuits display many of the features of classic nonlinear dynamics, including chaos and synchronization. These highly nonlinear oscillators behaves as injection-locked oscillators that can be synchronized by a small injection signal of either wireless or optical origin, and thus, can transfer phase encoded information from wireless to the optical domain or the optical to the wireless domain.
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... In this chapter, the investigated OEO system has a simple configuration whose nonlinearities and gain arise from the differential negative conductance (NDC) of a resonant tunneling diode (RTD) [17]. The RTD-based OEO comprises an RTD with a photoconductive region and a laser diode [18,19], forming an optoelectronic voltage controlled oscillator (OVCO) with both electrical and optical input and output ports [20,21,22]. As discussed throughout this chapter, the complex dynamics of RTD-OEOs is modeled input by a Liénard OEO system consisting by two sets of coupled differential equations, one describing the electrical properties of the oscillator circuit, which corresponds to a classical Liénard oscillator, and the other modeling the laser diode dynamics using the single mode laser rate equations. ...
... Resonant tunneling diode OEOs combine the electrical non-linearities of RTD oscillators with photo-detectors and laser diode light sources [17,18,21]. An RTD consists of a nano-electronic structure that uses a vertical stacking of epitaxial layers of semiconductor alloys with the active region consisting of a double barrier quantum well (DBQW), in total, about 10 nm thick, that act as a Fabry-Pérot interferometer for the electron wavefunctions. ...
... The Liénard oscillator described by the differential equations (13) and (14) is a system with at least two dimensions, which means that it is possible to have cyclic or periodic behavior represented by closed loop trajectories in the state space: the limit cycle solution. The motion on a limit cycle in state space represents oscillatory, repeating motion of the Liénard system, which in our case represents the formation of self-sustained oscillations in both electrical and optical domains as observed in the experimental circuit [20,21]. ...
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Full-text available
In this chapter we present a comprehensive study on the dynamics of novel nonlinear optoelectronic oscillators (OEO) modeled by Liénard OEO systems. The OEO dynamical systems are based on negative differential resistance resonant tunneling diode oscillators incorporating a photoconductive region and laser diodes. The modeling results are in a good agreement with the wide variety dynamics that has been observed in recent experimental work spanning from self-sustained relaxation oscillations to injection locking and chaotic behaviors in both electrical and optical domains. Potential applications range from generation of periodic and chaotic signals for chaos-based communication schemes to highly stabilized OEOs for microwave-photonic systems.
... In this chapter, the investigated OEO system has a simple configuration whose nonlinearities and gain arise from the differential negative conductance (NDC) of a resonant tunneling diode (RTD) [17]. The RTD-based OEO comprises an RTD with a photoconductive region and a laser diode [18,19], forming an optoelectronic voltage controlled oscillator (OVCO) with both electrical and optical input and output ports [20,21,22]. As discussed throughout this chapter, the complex dynamics of RTD-OEOs is modeled input by a Liénard OEO system consisting by two sets of coupled differential equations, one describing the electrical properties of the oscillator circuit, which corresponds to a classical Liénard oscillator, and the other modeling the laser diode dynamics using the single mode laser rate equations. ...
... Resonant tunneling diode OEOs combine the electrical non-linearities of RTD oscillators with photo-detectors and laser diode light sources [17,18,21]. An RTD consists of a nano-electronic structure that uses a vertical stacking of epitaxial layers of semiconductor alloys with the active region consisting of a double barrier quantum well (DBQW), in total, about 10 nm thick, that act as a Fabry-Pérot interferometer for the electron wavefunctions. ...
... The Liénard oscillator described by the differential equations (13) and (14) is a system with at least two dimensions, which means that it is possible to have cyclic or periodic behavior represented by closed loop trajectories in the state space: the limit cycle solution. The motion on a limit cycle in state space represents oscillatory, repeating motion of the Liénard system, which in our case represents the formation of self-sustained oscillations in both electrical and optical domains as observed in the experimental circuit [20,21]. ...
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Full-text available
In this chapter we present a comprehensive study on the dynamics of novel nonlinear optoelectronic oscillators (OEO) modeled by Liénard OEO systems. The OEO dynamical systems are based on negative differential resistance resonant tunneling diode oscillators incorporating a photoconductive region and laser diodes. The modeling results are in a good agreement with the wide variety dynamics that has been observed in recent experimental work spanning from self-sustained relaxation oscillations to injection locking and chaotic behaviors in both electrical and optical domains. Potential applications range from generation of periodic and chaotic signals for chaos-based communication schemes to highly stabilized OEOs for microwave-photonic systems.
... Optoelectronic integrated circuits (OEICs) based on III-V semiconductor resonant tunnelling diodes (RTDs) achieve enhanced functionality in combination with optoelectronic devices, such as photodetectors [1][2][3], optical modulators [4], and lasers [5,6]. The negative differential resistance (NDR) of RTDs provides the intrinsic power gain, which can reduce the employment of extra complex transceiver building blocks [7,8] and makes the systems both compact and energy-efficient. In addition, RTDs are considered to be the fastest solid-state electronic devices at room temperature [9] thanks to the ultra-fast quantum mechanical resonance tunneling effect. ...
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... Increasing interest is presently focused on optoelectronic oscillator (OEO) dynamical systems subjected to optical injection that can generate simultaneously highly pure signal in both electrical and optical domains [1]. The resonant tunnelling diode (RTD)-OEOs combine the electrical non-linearities of double barrier quantum- well RTD oscillator with laser diode and photo-detector [2]. ...
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