Search results for "Active devices"

showing 3 items of 3 documents

Influence of Active Device Nonlinearities on the Determination of Adler's Injection.Locking Q-Factor

2011

The problem of the correct evaluation of Q-factor appearing in Adler's equation for injection-locking is addressed. Investigation has shown that recent results presented in the literature, while extending applicability of the original method, do not completely account for nonlinear effects occurring when two-port active devices are involved. To overcome such limitation, use can be made of a newly developed theory in the dynamical complex envelope domain, capable of providing first-approximation exact dynamical models of driven quasi-sinusoidal oscillators. Some preliminary results are presented here concerning a class of injection-locked oscillators with single-loop feedback type configurat…

Approximation theoryBandwidth (signal processing)TransistorActive devicesSettore ING-INF/01 - Elettronicalaw.inventionInjection lockingNonlinear systemControl theorylawQ factorNonlinear circuits Adler Q FactorColpitts oscillatorMathematics
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Resistive switching behaviour in ZnO and VO 2 memristors grown by pulsed laser deposition

2014

The resistive switching behaviour observed in microscale memristors based on laser ablated ZnO and VO 2 is reported. A comparison between the two materials is reported against an active device size. The results show that devices up to 300 × 300 μm 2 exhibit a memristive behaviour regardless of the device size, and 100 × 100 μm 2 ZnO-based memristors have the best resistance off/on ratio.

Laser ablationMaterials sciencebusiness.industryWide-bandgap semiconductorMemristorLaserSettore ING-INF/01 - ElettronicaActive devicesPulsed laser depositionlaw.inventionMemristors Non volatile memory ZnO VO2 PLDlawResistive switchingElectronic engineeringOptoelectronicsElectrical and Electronic EngineeringbusinessMicroscale chemistryElectronics Letters
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Quasi-sinusoidal oscillations in negative resistance devices with piece-wise analytical characteristics

1976

The second-order approximated solution of a negative resistance oscillator whose active device has a piece-wise analytical characteristic is presented. The frequency and the harmonic content of the oscillation waveform are obtained as functions of the circuit parameters and of the device bias.

Nonlinear oscillatorsControl theoryOscillationNegative resistanceMathematical analysisGeneral EngineeringHarmonicPiecewiseWaveformActive devicesMathematicsIEEE Transactions on Circuits and Systems
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