Search results for " noise enhanced stability"

showing 10 items of 14 documents

Complex Systems: an Interdisciplinary Approach

2011

Two main peculiarities characterize complex systems: the nonlinearity and the noisy environmental interaction. The comprehension of noise role in the dynamics of nonlinear systems plays a key aspect in the efforts devoted to understand and model so-called complex systems.

Complex systems Interdisciplinary Physics Noise induced effects nonlinear stochastic dynamics noise enhanced stability stochastic resonance resonant activationSettore FIS/03 - Fisica Della Materia
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Enhancement of stability in systems with metastable states

2007

The investigation of noise‐induced phenomena in far from equilibrium systems is one of the approach used to understand the behaviour of physical and biological complex systems. Metastability is a generic feature of many nonlinear systems, and the problem of the lifetime of metastable states involves fundamental aspects of nonequilibrium statistical mechanics. The enhancement of the life‐time of metastable states through the noise enhanced stability effect and the role played by the resonant activation phenomenon will be discussed in models of interdisciplinary physics: (i) Ising model (ii) Josephson junction; (iii) stochastic FitzHugh‐Nagumo model; (iv) a population dynamics model, and (v) …

Josephson effectPhysicseducation.field_of_studySettore FIS/02 - Fisica Teorica Modelli E Metodi MatematiciStochastic volatilityStochastic processPopulationComplex systemStatistical mechanicsNoise Enhanced StabilityStochastic modeling of biological and medical physicsMetastabilityQuantum mechanicsMetastabilityIsing modelStochastic dynamicStatistical physicsMetastability; Noise Enhanced Stability; Stochastic dynamics; Stochastic modeling of biological and medical physicseducation
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Nonlinear relaxation phenomena in metastable condensed matter systems

2016

Nonlinear relaxation phenomena in three different systems of condensed matter are investigated. (i) First, the phase dynamics in Josephson junctions is analyzed. Specifically, a superconductor-graphene-superconductor (SGS) system exhibits quantum metastable states, and the average escape time from these metastable states in the presence of Gaussian and correlated fluctuations is calculated, accounting for variations in the the noise source intensity and the bias frequency. Moreover, the transient dynamics of a long-overlap Josephson junction (JJ) subject to thermal fluctuations and non-Gaussian noise sources is investigated. Noise induced phenomena are observed, such as the noise enhanced s…

Josephson effectQuantum noise enhanced stabilityGeneral Physics and AstronomyThermal fluctuationslcsh:AstrophysicsDouble-well potential01 natural sciences7. Clean energySettore FIS/03 - Fisica Della Materia010305 fluids & plasmasOpen quantum systemsMetastabilityMetastabilityJosephson junctionlcsh:QB460-4660103 physical sciencesSpin polarized transport in semiconductorsddc:530lcsh:Science010306 general physicsSpin (physics)Quantum fluctuationNoise enhanced stabilityPhysicsmetastability; nonequilibrium statistical mechanics and nonlinear relaxation time; noise enhanced stability; Josephson junction; spin polarized transport in semiconductors; open quantum systems; quantum noise enhanced stabilityCondensed matter physicsNonequilibrium statistical mechanics and nonlinear relaxation timeJosephson junction; Metastability; Noise enhanced stability; Nonequilibrium statistical mechanics and nonlinear relaxation time; Open quantum systems; Quantum noise enhanced stability; Spin polarized transport in semiconductorsDissipationlcsh:QC1-999Open quantum systemlcsh:Qlcsh:PhysicsNoise (radio)
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Stabilization Effects of Dichotomous Noise on the Lifetime of theSuperconducting State in a Long Josephson Junction

2015

We investigate the superconducting lifetime of a long overdamped current-biased Josephson junction, in the presence of telegraph noise sources. The analysis is performed by randomly choosing the initial condition for the noise source. However, in order to investigate how the initial value of the dichotomous noise affects the phase dynamics, we extend our analysis using two different fixed initial values for the source of random fluctuations. In our study, the phase dynamics of the Josephson junction is analyzed as a function of the noise signal intensity, for different values of the parameters of the system and external driving currents. We find that the mean lifetime of the superconductive…

Josephson effectSettore FIS/02 - Fisica Teorica Modelli E Metodi MatematiciGeneral Physics and Astronomylong Josephson junctionlcsh:AstrophysicsmetastabilityPhysics and Astronomy (all)Mean switching timenonlinear relaxation timeCondensed Matter::SuperconductivityMetastabilitylcsh:QB460-466Initial value problemlcsh:ScienceSuperconductivityPhysicsCondensed matter physicsNoise (signal processing)Nonequilibrium statistical mechanicsQuantum noiseShot noiselcsh:QC1-999noise enhanced stabilitymean switchingtimenonequilibrium statisticalmechanicsNonequilibrium statistical mechaniclcsh:QDichotomous noise; Long Josephson junction; Mean switching time; Metastability; Noise enhanced stability; Nonequilibrium statistical mechanics; Nonlinear relaxation timelcsh:PhysicsLong Josephson junctiondichotomous noiseEntropy
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Lifetime of the superconductive state in long Josephson junctions in presence of non-Gaussian noise sources

2012

The effects of Lévy noise sources on the transient dynamics of long Josephson junctions (LJJ) are investigated in the presence of both a periodical current signal and a noise source with Gaussian, Cauchy-Lorentz or Levy-Smirnov probability distributions. In particular, by numerically integrating the Sine-Gordon equation, the mean escape time (MET) from the superconductive metastable state is obtained as a function both of the frequency of the periodical force and amplitude of the noise signal. We find resonant activation (RA) and noise enhanced stability (NES). Significative changes in RA and NES are observed by using Lévy noise sources with different statistics. MET is also studied as a fu…

Josephson junctionJosephson junction; Lévy noise; resonant activation; noise enhanced stabilityresonant activationSettore FIS/03 - Fisica Della MateriaLévy noisenoise enhanced stability
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Analysis of soliton dynamics and noise induced effects on the superconductive lifetime in long Josephson junctions.

2013

The influence of various noise sources on the transient dynamics of long Josephson junctions (LJJ) is investigated in the presence of an oscillating bias current signal and a noise source with Gaussian or non-Gaussian (i.e. Cauchy-Lorentz or Lévy-Smirnov) probability distributions. These systems are computationally analyzed integrating the perturbed Sine-Gordon equation describing the phase evolution. We found evidence of noise induced effects on trends of the mean escape time (MET) from the superconductive metastable state, varying different system parameters, as the bias frequency, noise intensity and junction length. In particular, we find resonant activation (RA) and noise enhanced stab…

Lévymean escape timesine-GordonJosephson junctionJosephson junction; sine-Gordon; washboard; Lévy; Gaussian noise; non-Gaussian noise; soliton; breather; mean escape time; noise enhanced stability; resonant activationbreatherwashboardresonant activationGaussian noisesolitonSettore FIS/03 - Fisica Della Materianon-Gaussian noisenoise enhanced stability
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Transient dynamics in driven long Josephson junctions.

2013

The switching time from the superconductive metastable state of a long Josephson junction (LJJ)[1] is computationally analyzed in the framework of the perturbed sine-Gordon equation. The model includes an external bias current term and a stochastic noise source, i.e. a Lévy noise term. The effects of this noise on the mean escape time (MET) from the superconductive state are analyzed. The investigation is performed by considering a wide range of values of system parameters and different noise statistics: Gaussian, Cauchy-Lorentz and Lévy-Smirnov[2]. We found evidence of well known noise induced phenomena on the MET behavior, that is the noise enhanced stability (NES) and resonant activation…

Lévymean escape timesine-GordonJosephson junctionJosephson junction; sine-Gordon; washboard; Lévy; Gaussian noise; non-Gaussian noise; soliton; breather; mean escape time; noise enhanced stability; resonant activationbreatherwashboardresonant activationGaussian noisesolitonSettore FIS/03 - Fisica Della Materianon-Gaussian noisenoise enhanced stability
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Noise-induced effects in nonlinear relaxation of condensed matter systems

2015

Abstract Noise-induced phenomena characterise the nonlinear relaxation of nonequilibrium physical systems towards equilibrium states. Often, this relaxation process proceeds through metastable states and the noise can give rise to resonant phenomena with an enhancement of lifetime of these states or some coherent state of the condensed matter system considered. In this paper three noise induced phenomena, namely the noise enhanced stability, the stochastic resonant activation and the noise-induced coherence of electron spin, are reviewed in the nonlinear relaxation dynamics of three different systems of condensed matter: (i) a long-overlap Josephson junction (JJ) subject to thermal fluctuat…

PhysicsJosephson effectCondensed matter physicsStochastic processSpin polarised transport in semiconductorGeneral MathematicsApplied MathematicsQuantum noiseStochastic analysis methodsShot noiseGeneral Physics and AstronomyThermal fluctuationsResonant activationStatistical and Nonlinear PhysicsNoise processes and phenomenaSpin polarised transport in semiconductorsJosephson junctionMathematics (all)Coherent statesStochastic analysis methodSpin (physics)Noise enhanced stabilityJosephson junction; Noise enhanced stability; Noise processes and phenomena; Resonant activation; Spin polarised transport in semiconductors; Stochastic analysis methodsCoherence (physics)Chaos, Solitons & Fractals
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EFFECTS OF COLORED NOISE IN SHORT OVERDAMPED JOSEPHSON JUNCTION

2008

We investigate the transient dynamics of a short overdamped Josephson junction with a periodic driving signal in the presence of colored noise. We analyze noise induced henomena, specifically resonant activation and noise enhanced stability. We find that the positions both of the minimum of RA and maximum of NES depend on the value of the noise correlation time tau_c. Moreover, in the range where RA is observed, we find a non-monotonic behavior of the mean switching time as a function of the correlation time tau_c.

PhysicsJosephson effectPhysics and Astronomy (miscellaneous)Condensed matter physicsCondensed Matter - SuperconductivityFOS: Physical sciencesResonant activationJosephson junction; Colored noise; Resonant activation; Noise enhanced stabilityColored noiseStability (probability)SignalSettore FIS/03 - Fisica Della MateriaSuperconductivity (cond-mat.supr-con)Switching timeColors of noiseJosephson junctionRange (statistics)Transient (oscillation)Noise enhanced stabilityNoise (radio)International Journal of Quantum Information
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Dynamics of a Quantum Particle in Asymmetric Bistable Potential with Environmental Noise

2011

In this work we analyze the dynamics of a quantum particle subject to an asymmetric bistable potential and interacting with a thermal reservoir. We obtain the time evolution of the population distributions in both energy and position eigenstates of the particle, for different values of the coupling strength with the thermal bath. The calculation is carried out using the Feynman-Vernon functional under the discrete variable representation.

PhysicsWork (thermodynamics)Physics and Astronomy (miscellaneous)BistabilityThermal reservoirTime evolutionBistable potential; Noise Enhanced Stability; Discrete Variable Representation; Caldeira-Leggett modelNoise Enhanced StabilitySettore FIS/03 - Fisica Della MateriaBistable potentialDVRPosition (vector)Quantum mechanicsThermalNESParticleEigenvalues and eigenvectorsDiscrete Variable RepresentationCaldeira-Leggett model
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