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Pan Stanford Publishing eBooks

Nanoelectronics

A. Alarcón, Guillermo Albareda, Fabio L. Traversa, Xavier Oriols

Published Jun 4, 2012• 2 citations
Publisher

Abstract

Albert Benseny,a Joan Baguda`,a Xavier Oriols,b Gerhard Birkl,c Atomtronics is one of the foremost bottom-top approaches to quan- tum information science, where neutral atoms in optical, magnetic, and electric potentials form the building blocks of coherent diode and transistor-like devices. In this context, we discuss in this chapter an efficient and robust technique to coherently transport a single neutral atom, a single hole, or even a Bose-Einstein condensate (BEC) between the two extreme traps of a triple-well optical potential. Solving the corresponding quantum dynamics in terms of Bohmian trajectories, we investigate this adiabatic transport process and present a very counterintuitive effect: by slowing down the total time duration of the transport process, it is possible to achieve sudden particle accelerations yielding ultrahigh atomic velocities.a 3.1 Introduction 191 3.1.1 Atomtronics 191 3.1.2 Three-level atom optics 192 3.1.3 Adiabatic transport with trajectories 195 3.2 Physical System: Neutral Atoms in Optical Microtraps 198 3.2.1 One-dimensional Hamiltonian 200 3.3 Adiabatic Transport of a Single Atom 201 3.3.1 The matter wave STIRAP paradox with Bohmian trajectories 201 3.3.2 Velocities and accelerations of Bohmian trajectories 202 3.4 Adiabatic Transport of a Single Hole 206 3.4.1 Hole transfer as an array-cleaning technique 206 3.4.2 Adiabatic transport of a hole in an array of three traps 208 3.4.2.1 Three-level approximation description 208 3.4.2.2 Numerical simulations 210 3.4.3 Hole transport fidelity 212 3.4.4 Bohmian trajectories for the hole transport 213 3.4.5 Atomtronics with holes 215 3.4.5.1 Single hole diode 215 3.4.5.2 Single-hole transistor 217 3.5 Adiabatic Transport of a Bose-Einstein Condensate 219 3.5.1 Madelung hydrodynamic formulation 222 3.5.2 Numerical simulations 223 3.6 Conclusions 227 Electronics is the branch of science and technology that deals with the controlled flow of electrons. Most of today’s electronic devices use semiconductor diodes and transistors to manipulate electronic current. Notably, the miniaturization of these devices is getting closer and closer to the single atom scale, reaching the limit of Moore’s law [1].a Nowadays, the electronics top-bottom approach is crossing the frontier between the classical and the quantum realm, where quantum effects such as quantum tunneling and quantum correlations, that is, entanglement, are unavoidable. In particular, the transition from the classical to the quantum world constitutes one of the physical scenarios where the Bohmian formulation can give more insight into the underlying physics. See chapter 1 for a detailed discussion of these aspects and chapter 6 for a particular application of Bohmian trajectories to quantum electronic devices.

DOI
10.1201/b12311-7

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•Jan 1, 2018•0 citations
Albert Benseny,a Joan Baguda`,a Xavier Oriols,b Gerhard Birkl,c Atomtronics is one of the foremost bottom-top approaches to quan- tum information science, where neutral atoms in optical, magnetic, and electric potentials form the building blocks of coherent diode and transistor-like devices. In this context, we discuss in this chapter an efficient and robust technique to coherently transport a single neutral atom, a single hole, or even a Bose-Einstein condensate (BEC) between the two extreme traps of a triple-well optical potential. Solving the corresponding quantum dynamics in terms of Bohmian trajectories, we investigate this adiabatic transport process and present a very counterintuitive effect: by slowing down the total time duration of the transport process, it is possible to achieve sudden particle accelerations yielding ultrahigh atomic velocities.a 3.1 Introduction 191 3.1.1 Atomtronics 191 3.1.2 Three-level atom optics 192 3.1.3 Adiabatic transport with trajectories 195 3.2 Physical System: Neutral Atoms in Optical Microtraps 198 3.2.1 One-dimensional Hamiltonian 200 3.3 Adiabatic Transport of a Single Atom 201 3.3.1 The matter wave STIRAP paradox with Bohmian trajectories 201 3.3.2 Velocities and accelerations of Bohmian trajectories 202 3.4 Adiabatic Transport of a Single Hole 206 3.4.1 Hole transfer as an array-cleaning technique 206 3.4.2 Adiabatic transport of a hole in an array of three traps 208 3.4.2.1 Three-level approximation description 208 3.4.2.2 Numerical simulations 210 3.4.3 Hole transport fidelity 212 3.4.4 Bohmian trajectories for the hole transport 213 3.4.5 Atomtronics with holes 215 3.4.5.1 Single hole diode 215 3.4.5.2 Single-hole transistor 217 3.5 Adiabatic Transport of a Bose-Einstein Condensate 219 3.5.1 Madelung hydrodynamic formulation 222 3.5.2 Numerical simulations 223 3.6 Conclusions 227 Electronics is the branch of science and technology that deals with the controlled flow of electrons. Most of today’s electronic devices use semiconductor diodes and transistors to manipulate electronic current. Notably, the miniaturization of these devices is getting closer and closer to the single atom scale, reaching the limit of Moore’s law [1].a Nowadays, the electronics top-bottom approach is crossing the frontier between the classical and the quantum realm, where quantum effects such as quantum tunneling and quantum correlations, that is, entanglement, are unavoidable. In particular, the transition from the classical to the quantum world constitutes one of the physical scenarios where the Bohmian formulation can give more insight into the underlying physics. See chapter 1 for a detailed discussion of these aspects and chapter 6 for a particular application of Bohmian trajectories to quantum electronic devices.
This chapter discusses an efficient and robust technique to coherently transport a single neutral atom, a single hole, or even a Bose–Albert Einstein condensate between the two extreme traps of a triple-well optical potential. It describes the main features of the optical microtrap array system used to isolate and manipulate individual neutral atoms. The chapter also discusses the main ideas behind the coherent control of matter wave tunneling based on adiabatic passage. It explains both a coherent single-hole diode and a coherent single-hole transistor in a triple-well potential. The chapter presents a single-hole diode by using the collisional interaction between two bosons as a control parameter to allow the whole transport from left to right, and inhibit the transport from right to left. Atomtronics is one of the foremost bottom-top approaches to quantum information science, where neutral atoms in optical, magnetic, and electric potentials form the building blocks of coherent diode and transistor-like devices.
We investigate arrays of three traps with two fermionic or bosonic atoms. The tunneling interaction between neighboring sites is used to prepare multisite dark states for the empty site (i.e., the hole) which allows for the coherent manipulation of its external degrees of freedom. By means of an ab initio integration of the Schr\"odinger equation, we investigate the adiabatic transport of a hole between the two extreme traps of a triple-well potential. Furthermore, a quantum-trajectory approach based on the de Broglie--Bohm formulation of quantum mechanics is used to get physical insight into the transport process. Finally, we discuss the use of the hole for the construction of a coherent single hole diode and a coherent single hole transistor.
The necessity of faster and smaller devices is pushing the electronic industry into developing electron devices with solid-state structures of a few nanometers driven by picosecond signals. Electron dynam- ics in such scenarios is in general governed by quantum mechanical laws. This chapter is devoted to discuss how Bohmian mechanics can help us to understand and model the behavior of novel electron devices at the nanometer and picosecond scales. The adaptation of Bohmian mechanics to electron transport in open systems leads to a quantum Monte Carlo algorithm, where randomness appears because of the uncertainties in the number of electrons, their energies, and the initial positions of the (Bohmian) trajectories. A general, versatile, and time-dependent three-dimensional (3D) elec- tron transport simulator for nanoelectronic devices, namedBITLLES (Bohmian Interacting Transport for nonequiLibrium eLEctronic Structures), is presented, showing its ability for a full prediction (direct current [DC], alternating current [AC], fluctuations, etc.) of the electrical characteristics of any nanoelectronic device. See the website http://europe.uab.es/bitlles . As a typical example of the BITLLES capabilities, we discuss the performance of a resonant tunneling diode.
Abstract : Theoretical work established a quantum framework in which to address atom analogs of electronic devices and circuits. Initial focus was on isolated elements, particularly atom diodes and atom transistors. Two theoretical approaches addressed different device strategies, one based on double and triple potential wells, the other based on periodic structures that are analogous to semiconductor materials. The first approach is suited to implementations using ultracold atom chip technology, whereas the second is amenable to optical lattice experiments. Both approaches established the presence of atom flux gain in a simple transistor configuration. Further theoretical work developed an open quantum systems approach to simple yet complete circuits. This work provides the analytical tools for treating more complex atomtronic circuits. Corresponding experimental work focused on building an atom chip based Bose-Einstein Condensation (BEC) system for carrying out atom transistor experiments. Chip development demonstrated technology for fabricating structures having nanowires suspended across a substrate groove to avoid the deleterious impact of Van der Waals forces. This work established the foundation of atomtronics and the possibility of experimentally demonstrating such circuits in the near future.
We derive a quantum master equation to treat quantum systems interacting with multiple reservoirs. The formalism is used to investigate the atomic transport of bosons across a variety of lattice configurations. We demonstrate how the behavior of an electronic diode, a field-effect transistor, and a bipolar junction transistor can be realized with neutral, ultracold atoms trapped in optical lattices. An analysis of the current fluctuations is provided for the case of the atomtronic diode. Finally, we show that it is possible to demonstrate and logic gate behavior in an optical lattice.
The work of this dissertation falls into two broad categories. In the first part, I describe loading a single atom from a reservoir into a blue-detuned crossed vortex bottle beam trap using a dynamic 1D optical lattice. The lattice beams are frequency chirped using acousto-optic modulators, which causes the lattice to move along its axial direction and behave like an optical conveyor belt. A stationary lattice is initially loaded with approximately 6000 atoms from a reservoir, and the conveyor belt transports them 1.1 mm from the reservoir to a bottle beam trap, where a single atom is loaded via light-assisted collisions. Photon counting data confirm that an atom can be delivered and loaded into the bottle beam trap 13.1% of the time. In part II, I describe a theory and experiment in the field of atomtronics that displays a coherent gain mechanism for a triple-well matterwave transistor oscillator. I start with a well-established semi-classical description of an atomtronic transistor but model the system using a many-body formalism. The quantum model predicts interesting physics when the atoms flowing through the transistor have sufficiently low enough temperatures such that the motional state of a dipole oscillating BEC, placed in the transistor itself, couples atom transitions between high lying transistor energy eigenstates. In this regime, the coupling gives rise to a new gain mechanism that increases the flux of matterwaves flowing out of the transistor system, compared to when the coupling is absent. Our experiments suggest that the gain mechanism is coherent and increases the spread of matterwave momenta that flows out of the transistor.