91 research outputs found
Two coupled Josephson junctions: dc voltage controlled by biharmonic current
We study transport properties of two Josephson junctions coupled by an
external shunt resistance. One of the junction (say, the first) is driven by an
unbiased ac current consisting of two harmonics. The device can rectify the ac
current yielding a dc voltage across the first junction. For some values of
coupling strength, controlled by an external shunt resistance, a dc voltage
across the second junction can be generated. By variation of system parameters
like the relative phase or frequency of two harmonics, one can conveniently
manipulate both voltages with high efficiency, e.g., changing the dc voltages
across the first and second junctions from positive to negative values and vice
versa.Comment: 15 pages, 7 figures, to appear in J. Phys. Condens. Matter (2012
Phonon `notches' in a-b -plane optical conductivity of high-Tc superconductors
It is shown that a correlation between the positions of the -axis
longitudinal optic () phonons and ``notch''-like structures in the
- plane conductivity of high- superconductors results from
phonon-mediated interaction between electrons in different layers. It is found
that the relative size of the notches depends on
, where ,
and are the effective coupling strength, the frequency and the
width of the optical phonon which is responsible for the notch. Even for
the effect can be large if the phonon is very sharp.Comment: 5 pages, REVTeX, 4 uuencoded figure
Frequency Windows of Absolute Negative Conductance in Josephson Junctions
We report on anomalous conductance in a resistively and capacitively shunted
Josephson junction which is simultaneously driven by ac and dc currents. The
dependence of the voltage across the junction on the frequency of the ac
current shows windows of absolute negative conductance regimes, i.e. for a
positive (negative) dc current, the voltage is negative (positive).Comment: 4 pages, 1 figur
Absolute negative mobility induced by thermal equilibrium fluctuations
A novel transport phenomenon is identified that is induced by inertial
Brownian particles which move in simple one-dimensional, symmetric periodic
potentials under the influence of both a time periodic and a constant, biasing
driving force. Within tailored parameter regimes, thermal equilibrium
fluctuations induce the phenomenon of absolute negative mobility (ANM), which
means that the particle noisily moves {\it backwards} against a small constant
bias. When no thermal fluctuations act, the transport vanishes identically in
these tailored regimes. There also exist parameter regimes, where ANM can occur
in absence of fluctuations on grounds which are rooted solely in the complex,
inertial deterministic dynamics. The experimental verification of this new
transport scheme is elucidated for the archetype symmetric physical system: a
convenient setup consisting of a resistively and capacitively shunted Josephson
junction device.Comment: 4 pages, 3 figures. Phys. Rev. Lett. (in press
Negative conductances of Josephson junctions: Voltage fluctuations and energetics
We study a resistively and capacitively shunted Josephson junction, which is
driven by a combination of time-periodic and constant currents. Our
investigations concern three main problems: (A) The voltage fluctuations across
the junction; (B) The quality of transport expressed in terms of the P\'eclet
number; (C) The efficiency of energy transduction from external currents. These
issues are discussed in different parameter regimes that lead to: (i) absolute
negative conductance; (ii) negative differential conductance, and (iii) normal,
Ohmic-like conductance. Conditions for optimal operation of the system are
studied.Comment: 7 pages, 4 figures, Presented at the "Frontiers of Quantum and
Mesoscopic Thermodynamics", 28 July - 2 August 2008, Prague, Czech Republi
Negative Mobility induced by Colored Thermal Fluctuations
Anomalous transport of non-Markovian, thermal Brownian particle dynamics in
spatially-periodic symmetric systems that is driven by time-periodic symmetric
driving and constant bias is investigated numerically. The Brownian dynamics is
modeled by a Generalized Langevin equation with exponentially correlated
Gaussian thermal noise, obeying the fluctuation-dissipation theorem. We study
the role of non-zero correlation time of thermal fluctuations for the
occurrence of absolute negative (linear) mobility (ANM) near zero bias,
negative-valued, nonlinear mobility (NNM) and negative differential mobility
(NDM) at finite bias away from equilibrium. We detect that a non-zero thermal
correlation time can either enhance or also diminish the value of ANM.
Moreover, finite thermal noise correlation can induce NDM and NNM in regions of
parameter space for which such ANM- and NNM-behavior is distinctly absent for
limiting white thermal noise. In parts of the parameter space, we find a
complex structure of regions of linear and nonlinear negative mobility: islands
and tongues which emerge and vanish under parameters manipulation. While
certain such anomalous transport regimes fade away with increasing temperature
some specific regions interestingly remain rather robust. Outside those regimes
with anomalous mobility, the ac/dc driven transport is either normal or the
driven Brownian particles are not transported at all
Anomalous transport in biased ac-driven Josephson junctions: Negative conductances
We investigate classical anomalous electrical transport in a driven,
resistively and capacitively shunted Josephson junction device. Novel transport
phenomena are identified in chaotic regimes when the junction is subjected to
both, a time periodic (ac) and a constant, biasing (dc) current. The dependence
of the voltage across the junction on the dc-current exhibits a rich diversity
of anomalous transport characteristics: In particular, depending on the chosen
parameter regime we can identify so termed absolute negative conductance around
zero dc-bias, the occurrence of negative differential conductance and, after
crossing a zero conductance, the emergence of a negative nonlinear conductance
in the non-equilibrium response regime remote from zero dc-bias.Comment: 7 pages, 5 figure
Brownian motors: current fluctuations and rectification efficiency
With this work we investigate an often neglected aspect of Brownian motor
transport: The r\^{o}le of fluctuations of the noise-induced current and its
consequences for the efficiency of rectifying noise. In doing so, we consider a
Brownian inertial motor that is driven by an unbiased monochromatic,
time-periodic force and thermal noise. Typically, we find that the asymptotic,
time- and noise-averaged transport velocities are small, possessing rather
broad velocity fluctuations. This implies a corresponding poor performance for
the rectification power. However, for tailored profiles of the ratchet
potential and appropriate drive parameters, we can identify a drastic
enhancement of the rectification efficiency. This regime is marked by
persistent, uni-directional motion of the Brownian motor with few back-turns,
only. The corresponding asymmetric velocity distribution is then rather narrow,
with a support that predominantly favors only one sign for the velocity.Comment: 9 pages, 4 figure
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