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Li M, Pernice WHP, Xiong C, Baehr-Jones T, Hochberg M, Tang HX. Harnessing optical forces in integrated photonic circuits. Nature. 2008;456(7221):480–4.
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Vishveshwara S. Topological qubits: A bit of both. Nat Phys. 2011;7:450–451.
Abstract: 'Standard' qubits have been implemented in diverse physical systems. Now, so-called topological qubits are coming into the limelight, and could potentially be used for decoherence-free quantum computing. Coupling these two types of qubit might enable devices that exploit the virtues of both.
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Gabay M, Triscone J-M. Superconductors: Terahertz superconducting switch. Nat Photon. 2011;5(8):447–9.
Abstract: The use of terahertz pulses to 'gate' interlayer charge transport in a superconductor could lead to a variety of new and interesting applications.
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Schwarz B. Lidar: Mapping the world in 3D. Nat Photon. 2010;4(7):429–30.
Abstract: A high-definition LIDAR system with a rotating sensor head containing 64 semiconductor lasers allows the efficient generation of 3D environment maps at unprecedented levels of detail.
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Nevou L, Liverini V, Friedli P, Castellano F, Bismuto A, Sigg H, et al. Current quantization in an optically driven electron pump based on self-assembled quantum dots. Nat Phys. 2011;7:423–427.
Abstract: The electronic structure of self-assembled semiconductor quantum dots consists of discrete atom-like states that can be populated with a well-defined number of electrons. This property can be used to fabricate a d.c. current standard that enables the unit of ampere to be independently defined. Here we report an optically pumped current source based on self-assembled InAs/GaAs quantum dots. The accuracy obtained so far is 10–1 and is limited by the uncertainty in the number of dots. At 10 K the device generates a current difference of 2.39 nA at a frequency of 1 kHz. The accuracy could be improved by site-selective growth techniques where the number of dots is fixed by pre-patterning. The results are promising for applications in electrical metrology, where a current standard is needed to close the so-called quantum metrological triangle.
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