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Quantum Computer Building Blocks . Paola Cappellaro Quantum Engineering Group - MIT. The approach to QIP. Challenges in quantum information Engineer a scalable quantum system Control a large quantum system… …before decoherence ruins it Bottom-up approach
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Quantum ComputerBuilding Blocks Paola CappellaroQuantum Engineering Group - MIT
The approach to QIP • Challenges in quantum information • Engineer a scalable quantum system • Control a large quantum system… • …before decoherence ruins it • Bottom-up approach • Use small quantum building blocks • Perfect their control • Combine them in a modular way
Distributed quantum computing • Modular, hybrid architecture for quantum computing • quantum registers for simple algorithms and local memory • quantum actuators to interface the registers with the classical controllers • quantum wires to connect the registers
Quantum registers • Electronic spin surrounded by nuclear spins • Hyperfine interaction creates a local field Bhyp • Close-by nuclei quantized in Bhyp dephasing • Farther away nuclei create a fluctuating field: electron spin decoherence Bhyp Closest nuclei have distinct frequency qubits
Isolated electronic spin From 2 unpaired electrons Spin 1 Optically active Single electronic spin observed by fluorescence Nitrogen-Vacancy (NV) centers
NV centers: optical control • Spin-selective fluorescence • Spin state read-out Fluorescence
NV centers: optical control • Spin-selective fluorescence • Spin state read-out Fluorescence
NV centers: optical control • Spin-selective fluorescence • Spin state read-out Fluorescence 200 ns
NV centers: optical control • Spin-selective fluorescence • Initialization to ground state Effective T ~ mK at room temperature! 3E 1A1 3A2
Optical initialization & readout Ground state Control via ESR Effective qubit Complex spin environment Nuclear spins: N,13C Epr impurities (nitrogens) Close-by nuclear spins quantum register NV centers: spin control
Gates for quantum registers • Quantum register • Electronic qubit for initialization and communication • Nuclear qubits for memory and error correction • Only need 2 types of logic gates: 1)Single qubit gate 2)Controlled gate on electronic spin on nuclear spins • All other gates can be built from these two
Electronic spin-only Control • Use electron as an actuator • Inducing nuclear rotation about 2 axis • Can obtain universalcontrol • Need strong anisotropy • In ms=1, faster rotation than rf pulse • Good isolation of the registers Electron pulse ms=0 ms=1
Advanced techniques • Addressing individual nuclei with rf field • Limits on nuclear Rabi frequency long pulse times • Off-resonance modulation, pulse errors, spin couplings, … • Tools • Composite pulses • Numerically optimized pulses r.f. power t
Microwave Control Setup MW Signal source Pre-Amp Switch Amplifier Circulator Load IQ Mixer IQ 50Ω Pre-Amp AWG Filter rf-Switch rf-Amplifier Filter Load rf -Circulator Mixer RF Control Line 50Ω Pulse Blaster Sample Directional Coupler Oscilloscope Spectrum analyzer Power detector
Alex Cooper Gary Wolcowitz Clarice Aiello Masashi Hirose Thanks! Honam Yum Ashok Ajoy GurneetKaur Jonathan Schneider Martin Goycoolea
Funding AFOSR YIP NSF CUA xQIT (Keck Foundation) Publications F. Ticozzi, R. Lucchese, P. Cappellaro, L. Viola, "Hamiltonian Control of Quantum Dynamical Semigroups: Stabilization and Convergence Speed" To appear in IEEE Transaction on Automatic Control, arXiv:1101.2452