FANO FACTOR CAN BE A comparative analysis of sequential and coherent model for shot-noise suppression in resonant tunneling diodes MOTIVATION: Since its.

Slides:



Advertisements
Similar presentations
Introductory Circuit Analysis Robert L. Boylestad
Advertisements

Observation of New Strong High-Frequency Feature in Two-Photon Absorption Spectrum of GFP and its Description within Three-Level Model with Resonance Enhancement.
Diodes and diode equation
Unijunction Transistor
Franco-Israel Conference on Nanocharacterization Surface Electronic Characterization with SPM Sidney Cohen This presentation will probably involve audience.
Which describes a variation of wave frequency ω(t) in a geometric-optic approximation [4]. Here n(ω) is the refractive index of the medium, is the vector.
Chaos and interactions in nano-size metallic grains: the competition between superconductivity and ferromagnetism Yoram Alhassid (Yale) Introduction Universal.
Resonant Tunneling Diodes Johnny Ling, University of Rochester December 16 th, 2006.
Series Resonance ET 242 Circuit Analysis II
Glassy dynamics of electrons near the metal-insulator transition in two dimensions Acknowledgments: NSF DMR , DMR , NHMFL; IBM-samples; V.
Network Theorems SUPERPOSITION THEOREM THÉVENIN’S THEOREM
ECEN 5817 Resonant and Soft-Switching Techniques in Power Electronics 1 Lecture 26 Discontinuous conduction mode (DCVM) Occurs at heavy load and low output.
SEMICONDUCTORS Zener diodes.
 “o” subscript denotes the equilibrium carrier concentration. Ideal diode equation.
ENE 311 Lecture 10.
Lecture 3 Introduction to Electronics Rabie A. Ramadan
Speed-Current Relation in Lightning Return Strokes Ryan Evans, Student - Mostafa Hemmati, Advisor Department of Physical Sciences Arkansas Tech University.
Two Particle Response in Cluster Dynamical Mean Field Theory Rosemary F. Wyse, Aspen Center for Physics, PHY/DMR Dynamical Mean Field Theory is.
ECE 4339 L. Trombetta ECE 4339: Physical Principles of Solid State Devices Len Trombetta Summer 2007 Chapter 2: Carrier Modeling Goal: To understand what.
Figure Schematic depicting tunneling across a normal-insulator- normal (NIN) junction at T=0. (Reproduced with kind permission of J. Hergenrother.)
1 Numerical Simulation of Electronic Noise in Si MOSFETs C. Jungemann Institute for Electronics Bundeswehr University Munich, Germany Acknowledgments:
Hall effect in pinned and sliding states of NbSe 3 A. Sinchenko, R. Chernikov, A. Ivanov MEPhI, Moscow P. Monceau, Th. Crozes Institut Neel, CNRS, Grenoble.
Quantum transport theory - analyzing higher order correlation effects by symbolic computation - the development of SymGF PhD Thesis Defense Feng, Zimin.
Fermi-Edge Singularitäten im resonanten Transport durch II-VI Quantenpunkte Universität Würzburg Am Hubland, D Michael Rüth, Anatoliy Slobodskyy,
Critical Phenomena in Random and Complex Systems Capri September 9-12, 2014 Spin Glass Dynamics at the Mesoscale Samaresh Guchhait* and Raymond L. Orbach**
ENE 311 Lecture 9.
By Francesco Maddalena 500 nm. 1. Introduction To uphold Moore’s Law in the future a new generation of devices that fully operate in the “quantum realm”
1 of xx Klein Tunneling PHYS 503 Physics Colloquium Fall /11 Deepak Rajput Graduate Research Assistant Center for Laser Applications University of.
Influence of carrier mobility and interface trap states on the transfer characteristics of organic thin film transistors. INFM A. Bolognesi, A. Di Carlo.
NONRESONANT TUNNELING IN SHORT-PERIOD SUPERLATTICES WITH OPTICAL CAVITIES M.S. Kagan 1, I.V. Altukhov 1, S.K. Paprotskiy 1, A.N. Baranov 2, R. Teissier.
1 Jean-François Millithaler A Monte Carlo investigation of plasmonic noise in nanometric n-In 0.53 Ga 0.47 As channels Italian team : J.-F. Millithaler,
Two Level Systems and Kondo-like traps as possible sources of decoherence in superconducting qubits Lara Faoro and Lev Ioffe Rutgers University (USA)
Quantum pumping and rectification effects in interacting quantum dots Francesco Romeo In collaboration with : Dr Roberta Citro Prof. Maria Marinaro University.
Positive HBT/noise cross-correlations in superconducting hybrids: Role of disorder R. Melin, C. Benjamin and T. Martin, Phys. Rev. B 77, (2008)
Empirical Observations of VBR
The Problem of Constructing Phenomenological Equations for Subsystem Interacting with non-Gaussian Thermal Bath Alexander Dubkov Nizhniy Novgorod State.
Víctor M. Castillo-Vallejo 1,2, Virendra Gupta 1, Julián Félix 2 1 Cinvestav-IPN, Unidad Mérida 2 Instituto de Física, Universidad de Guanajuato 2 Instituto.
Lecture 2 Instructor: Rashedul Islam Course: Electronics I.
Chapter 4 Bipolar Junction Transistors
P*-n-n* diode CV characteristics changes at various contact and body doping concentrations. TCAD simulation Ernestas Zasinas, Rokas Bondzinskas, Juozas.
Chapter 26 Lecture 22: Current: II
Non-Fermi Liquid Behavior in Weak Itinerant Ferromagnet MnSi Nirmal Ghimire April 20, 2010 In Class Presentation Solid State Physics II Instructor: Elbio.
Norhayati Soin 06 KEEE 4426 WEEK 3/2 20/01/2006 KEEE 4426 VLSI WEEK 4 CHAPTER 1 MOS Capacitors (PART 3) CHAPTER MOS Capacitance.
Network for Computational Nanotechnology (NCN) UC Berkeley, Univ.of Illinois, Norfolk State, Northwestern, Purdue, UTEP First time user guide for RTD-NEGF.
Low Noise Single Electron Source Jin Zhang, Yury Sherkunov, Nicholas d’Ambrumenil, Boris Muzykantskii University of Warwick, U.K. Conference on Computational.
A.Carbone, R.Introzzi and H.C. Liu Physics Department and INFM, Politecnico di Torino C.so Duca degli Abruzzi, 24 – – Torino, (Italy) Institute for.
EMT 112/4 ANALOGUE ELECTRONICS 1 Power Amplifiers Syllabus Power amplifier classification, class A, class B, class AB, amplifier distortion, class C and.
Distortion of the CV characteristics by a high current A.Chilingarov, Lancaster University, UK Vidyo meeting
: Prepared By : Name :Trushali mistry Enroll. No. : Branch : E.C. Sem. : 3 rd Guided By : 1. Hiren Patel 2. Sandip Gajera.
Modeling of Quantum Noise with Electron-Phonon Interactions
Resonant Zener tunnelling via zero-dimensional states in a narrow gap InAsN diode Davide Maria Di Paola School of Physics and Astronomy The University.
Quantum mechanics in electronics
Department of Electronics
QUANTUM-EFFECT DEVICES (QED)
Metallic Solids Metallic bond: The valence electrons are loosely bound. Free valence electrons may be shared by the lattice. The common structures for.
Vivek Sinha (09MS 066) Amit Kumar (09 MS 086)
Chapter 6. pn Junction Diode
Revision CHAPTER 6.
Spin-orbit interaction in a dual gated InAs/GaSb quantum well
Diode Equation and Models
Part -3 Diode characteristics
EDEXCEL IGCSE PHYSICS 2-4 Electrical Resistance
Devil physics The baddest class on campus IB Physics
Deviations from the Ideal I-V Behavior
Presentation on Physics
Lattice Vibrational Contribution
Concept test 14.1 Is the function graph d below a possible wavefunction for an electron in a 1-D infinite square well between
Circuit Components.
SEMICONDUCTOR PHYSICS DEPARTMENT OF APPLIED PHYSICS
Presentation transcript:

FANO FACTOR CAN BE A comparative analysis of sequential and coherent model for shot-noise suppression in resonant tunneling diodes MOTIVATION: Since its realization, the double barrier resonant diode (DBRD) proved to be an electron device of broad physical interest because of its peculiar non Ohmic current voltage (I-V) characteristic [1,2]. Even the shot noise characteristics are of relevant interest due to the fact that suppressed as well as enhanced shot noise with respect to its full Poissonian value has been observed [3].The microscopic interpretation of these features is found to admit a coherent [1] or a sequential tunneling [2] approach. The intriguing feature of these two approaches is that from the existing literature it emerges that both of them are capable to explain the I-V experiments as well as most of the shot noise characteristics [3.4]. Therefore, to our knowledge there is no way to distinguish between these two transport regimes and the natural question whether the tunneling transport is coherent or sequential remains an unsolved one. GOAL: Here we answer the above question by announcing that a giant suppression of shot noise occurring before the peak value of the current with a Fano factor below 0.5 is a signature of coherent transport in DBRDs STRUCTURE SEQUENTIAL TUNNELING NOISE CONCLUSIONS We have investigated coherent tunneling in DBRDs that includes both Pauli principle and long range Coulomb interaction. In agreement with existing results, we have found that at 4.2 K shot noise is suppressed mostly because of Pauli correlation. Moreover, the suppression exhibits a Fano factor of 0.5 in a wide region of applied voltages, with a minimum below 0.5 at the current peak in agreement with experiments. Interestingly, we have found that shot noise can be suppressed well below the value of 0.5 also because of Coulomb interaction. This giant suppression is here confirmed by existing experiments at 4.2 K [5]. Therefore, shot noise suppression below one-half of the full Poissonian value is proven to be a signature of coherent tunneling against sequential tunneling in double barrier resonant diodes. We finally want to stress that the main reason of the difference between these approaches stems from the fact that the sequential tunneling is based on a master equation [4] for treating fluctuations of carrier numbers inside the quantum well while coherent tunneling uses the quantum partition noise [3,6]. The master equation describes implicitly a sequential mechanism for a carrier entering/exiting from the well and, as a consequence, its intrinsic limit coincides with that of two independent resistors (or vacuum diodes) connected in series and each of them exhibiting full shot noise. This system yields a maximum suppression of shot noise down to the value of 0.5. By contrast, partition noise, can be fully suppressed down to zero in the presence of a fully transparent barrier like in the case of vacuum diodes. ACKNOWLEDGMENTS: Partial support from the Italian Ministry of Foreign Affairs through the Volta Landau Center (the fellowship of V.Ya.A.), the cofin03 and the SPOT-NOSED project IST of the EC is gratefully acknowledged. BIBLIOGRAPHY 1. L.L. Chang, L. Esaki and R. Tsui, Appl. Phys. Lett., 24, 593 (1974). 2. S. Luryi, Appl. Phys. Lett., 47, 490 (1985). 3. Y.M. Blanter and M. Buettiker, Phys. Rep. 336, (2000). 4. G. Iannaccone, M. Macucci, and B. Pellegrini, Phys. Rev. B 55, 4539 (1997). 5. E.R. Brown, IEEE Trans. on Electron Dev. 39, 2686 (1992). 6. V. Ya Aleshkin and L. Reggiani, N.V. Alkeev, V.E. Lyubchenko, C.N. Ironside, J.M.L. Figueiredo and C.R. Stanley, cond-matter/ v3 11 Dec COHERENT TUNNELING NOISE RESULTS Abstract: Shot noise suppression in double barrier resonant tunneling diodes with a Fano factor well below the value of 0.5 is theoretically predicted. This giant suppression is found to be a signature of coherent transport regime. These predictions are validated by experimental data. Band diagram of the symmetric double barrier structure considered here under an applied voltage V. The bottom of the conduction band in the emitter in the well and in the collector coincides at V=0. CONCLUSION: the current voltage characteristic remains the same but the noise is different when going from the sequential to the coherent model. In particular the coherent model exhibits a Fano Factor value below the value of 0.5 SYMBOL DEFINITION Lino Reggiani (1) Vladimir Ya. Aleshkin (2) (1) INFM National Nanostructure Laboratory, Dipartimento di Ingegneria dell' Innovazione, Lecce University, Italy. (2) Institute for Physics of Microstructures, Nizhny Novgorod, Russia. SEQUENTIAL AND COHERENT TRANSPORT FANO FACTOR CAN BE LOWER THAN 0.5 (GIANT SUPPRESSION) Dependence of current and Fano factor on applied voltage in a symmetric DBRD at 4.2 K in the presence of Coulomb correlations for a carrier concentration in the contacts n=5 x cm -3 (a) and (b) refer to the sequential and coherent tunneling approaches, respectively. Dependence of current and Fano factor on applied voltage in a symmetric DBRD at 4.2 K in the presence of Coulomb correlations for a carrier concentration in the contacts n=5 x cm -3 (a) and (b) refer to the sequential and coherent tunneling approaches, respectively. Dependence of current (a) and Fano factor (b) on applied voltage in a symmetric DBRD at zero temperature in the absence of Coulomb correlations. For convenience dimensionless current and voltages are used. Here I 0 = qm  2 /4(2   h 3 ) and x = 2/(qu-  r ) . Curves labelled as 1, 2, 3 correspond to values of the dimensionless electrochemical potentials: f=1, 15, oo (f=2F L /  ) respectively. FANO FACOR CANNOT DROP BELOW 0.5 (SOFT SUPPRESSION) CONCLUSION: In the absence of Coulomb correlations the Fano factor exhibits a minimum value near the current peak from down to zero

Lecce: 1 – Shot noise in double barrier resonant tunneling (L. Reggiani) 2 – Resistance noise in random resitor network (C. Pennetta)

A comparative analysis of sequential and coherent model for shot-noise suppression in resonant tunneling diodes Lino Reggiani Vladimir Ya. Aleshkin