2 Qubits: Coupled pair of DQD. Physical system and effective Hamiltonian Electrostatic coupling between DQD1 and DQD2.

Slides:



Advertisements
Similar presentations
Conservation of energy -Energy cannot be created or destroyed-
Advertisements

Demonstration of conditional gate operation using superconducting charge qubits T. Yamamoto, Yu. A. Pashkin, O. Astafiev, Y. Nakamura & J. S. Tsai Presented.
Quantum Walks, Quantum Gates, and Quantum Computers Andrew Hines P.C.E. Stamp [Palm Beach, Gold Coast, Australia]
Technological issues of superconducting charge qubits Oleg Astafiev Tsuyoshi Yamamoto Yasunobu Nakamura Jaw-Shen Tsai Dmitri Averin NEC Tsukuba - SUNY.
Quantum dynamics and quantum control of spins in diamond Viatcheslav Dobrovitski Ames Laboratory US DOE, Iowa State University Works done in collaboration.
QUANTUM DYNAMICS OF A COOPER PAIR TRANSITOR COUPLED TO A DC-SQUID Aurélien Fay under the supervision of : Olivier BUISSON - Wiebke GUICHARD - Laurent LEVY.
1 Trey Porto Joint Quantum Institute NIST / University of Maryland University of Minnesota 26 March 2008 Controlled exchange interactions in a double-well.
Scaling up a Josephson Junction Quantum Computer Basic elements of quantum computer have been demonstrated 4-5 qubit algorithms within reach 8-10 likely.
Operating in Charge-Phase Regime, Ideal for Superconducting Qubits M. H. S. Amin D-Wave Systems Inc. THE QUANTUM COMPUTING COMPANY TM D-Wave Systems Inc.,
Quantum Computing with Trapped Ion Hyperfine Qubits.
19_01fig_PChem.jpg Spectroscopy. 18_12afig_PChem.jpg Rotational Motion Center of Mass Translational Motion r1r1 r2r2 Motion of Two Bodies Each type of.
Quantum Computation and the Bloch Sphere
Universal Optical Operations in Quantum Information Processing Wei-Min Zhang ( Physics Dept, NCKU )
The Integration Algorithm A quantum computer could integrate a function in less computational time then a classical computer... The integral of a one dimensional.
UNIVERSITY OF NOTRE DAME Xiangning Luo EE 698A Department of Electrical Engineering, University of Notre Dame Superconducting Devices for Quantum Computation.
Quantum Dots and Spin Based Quantum Computing Matt Dietrich 2/2/2007 University of Washington.
Deterministic teleportation of electrons in a quantum dot nanostructure Deics III, 28 February 2006 Richard de Visser David DiVincenzo (IBM, Yorktown Heights)
From Atoms to Quantum Computers: the classical and quantum faces of nature Antonio H. Castro Neto Dartmouth College, November 2003.
Coherence and decoherence in Josephson junction qubits Yasunobu Nakamura, Fumiki Yoshihara, Khalil Harrabi Antti Niskanen, JawShen Tsai NEC Fundamental.
Tomáš Bzdušek QSIT student presentation 28 th november 2011.
Superconducting Qubits Kyle Garton Physics C191 Fall 2009.
1 Belfast Jan 2003 Large Detuning Scheme for Spin-Based fullerene Quantum Computation Mang Feng and Jason Twamley Department of Mathematical Physics National.
V. Brosco1, R. Fazio2 , F. W. J. Hekking3, J. P. Pekola4
Jian-Wei Pan Decoherence-free sub-space and quantum error-rejection Jian-Wei Pan Lecture Note 7.
On Measuring Coherence in Coupled Dangling-Bond Pair Dynamics Zahra Shaterzadeh-Yazdi International Iran Conference on Quantum Information September.
Meet the transmon and his friends
1 hardware of quantum computer 1. quantum registers 2. quantum gates.
Electronic States and Transport in Quantum dot Ryosuke Yoshii YITP Hayakawa Laboratory.
Quantum Simulation of arbitrary Hamiltonians with superconducting qubits Colin Benjamin (NISER, Bhubaneswar) Collaborators: A. Galiautdinov, E. J. Pritchett,
Two Level Systems and Kondo-like traps as possible sources of decoherence in superconducting qubits Lara Faoro and Lev Ioffe Rutgers University (USA)
~ 奈米電子學期末報告 ~ Quantum Dot Computing 陳奕帆國立台灣大學應用力學研究所 TEL:
Noise and decoherence in the Josephson Charge Qubits Oleg Astafiev, Yuri Pashkin, Tsuyoshi Yamamoto, Yasunobu Nakamura, Jaw-Shen Tsai RIKEN Frontier Research.
QUANTUM COMPUTING Part II Jean V. Bellissard
Quantum computation with solid state devices - “Theoretical aspects of superconducting qubits” Quantum Computers, Algorithms and Chaos, Varenna 5-15 July.
Entanglement for two qubits interacting with a thermal field Mikhail Mastyugin The XXII International Workshop High Energy Physics and Quantum Field Theory.
Collaborations: L. Santos (Hannover) Former members: R. Chicireanu, Q. Beaufils, B. Pasquiou, G. Bismut A.de Paz (PhD), A. Sharma (post-doc), A. Chotia.
Quantum Entanglement and Distillation in Information Processing Shao-Ming Fei
Excited state spatial distributions in a cold strontium gas Graham Lochead.
Quantum Mechanics(14/2) Hongki Lee BIOPHOTONICS ENGINEERING LABORATORY School of Electrical and Electronic Engineering, Yonsei University Quantum Computing.
1 Realization of qubit and electron entangler with NanoTechnology Emilie Dupont.
Singlet-Triplet and Doublet-Doublet Kondo Effect
Non classical correlations of two interacting qubits coupled to independent reservoirs R. Migliore CNR-INFM, Research Unit CNISM of Palermo Dipartimento.
Challenge the future Delft University of Technology Phase-slip Oscillator Alina M. Hriscu, Yuli V. Nazarov Kavli Institute for Nanoscience, TU Delft Acknowledgements.
Conditional Dynamics of Interacting Quantum Dots Lucio Robledo, Jeroen Elzerman, Gregor Jundt, Mete Atatüre, Alexander Högele, Stefan Fält, Atac Imamoglu.
The awesome power of the notion of Computational Universality suggests a complementary thesis It from Bit: Physics is Informational Dynamics should be.
B O S C H U N D S I E M E N S H A U S G E R Ä T E G R U P P E Utilizing error correction for quantum sensing Yuval Vinkler Hebrew University of Jerusalem.
Purdue University Spring 2016 Prof. Yong P. Chen Lecture 18 (3/24/2016) Slide Introduction to Quantum Photonics.
Quantum dynamics in nano Josephson junctions Equipe cohérence quantique CNRS – Université Joseph Fourier Institut Néel GRENOBLE Wiebke Guichard Olivier.
Michigan State University
Circuit QED Experiment
Measuring of the counting statistics (FCS) by qubit
Date of download: 11/3/2017 Copyright © ASME. All rights reserved.
Coherent interactions at a distance provide a powerful tool for quantum simulation and computation. The most common approach to realize an effective long-distance.
D I s , a ·.... l8l8.
Outline Device & setup Initialization and read out
M. Mehler1), H. Klingbeil1), B. Zipfel2)
For computer scientists
Strong coupling of a superradiant spin ensemble B. C. Rose, A. M
Coupled atom-cavity system
Objective: Investigate CTAP in realistic setting.
Physics-based simulation for visual computing applications
Strong Coupling of a Spin Ensemble to a Superconducting Resonator
Chapter 4 Two-Level Systems.
Kondo effect Him Hoang
I ll I
AVL Search Tree put(9)
Quantum Computing: the Majorana Fermion Solution
' 1 A ./.\.l+./.\.l
The noise spectrum of a quantum dot
Atilla Ozgur Cakmak, PhD
Presentation transcript:

2 Qubits: Coupled pair of DQD

Physical system and effective Hamiltonian Electrostatic coupling between DQD1 and DQD2

Computational basis and operators Operators:, Basis: New Basis:

with Definitive computational basis

General Hamiltonian With

Ground State Resonances CROT

First Excited State Levels are resonant at values given by and lines.

Quantum Logic Operations CROT First order process = a single electron tunnels

Quantum Logic Operations SWAP, FLIP 2nd. Order= simultaneous tunneling

Experimental steps Initialization at if are controled by gates voltages. coherent evolution time. Independent measurement of each DQD sub-systems

Results: coherent oscilations Damped oscilations between |LR> and |RR> (Fig.a) and |LL> and |RL> (Fig.b). Initialization |LR> at |LL> at CROT operations

Results: coherent oscilations Damped oscilations between |LR> and |RR> (Fig.a) and |LL> and |RL> (Fig.b). Initialization |LR> at |LL> at CROT operations t p =0.25ns

Results: coherent oscilations CROT operations t p =0.25ns

Results: Second order process Next slide

Results: Second order process First order process Numerical Simulations

How to prove there is a correlated dynamics?