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Quantum Bus to enable connections between quantum processors

Saturday, October 20, 2012 3:33
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From NextBigFuture.com

In yet another step toward the realization of a practical quantum computer, scientists working at Princeton and the Joint Quantum Institute (JQI) have shown how a major hurdle in transferring information from one quantum bit, or qubit, to another might be overcome. Their so-called “quantum bus” provides the link that would enable quantum processors to perform complex computations.

The finding, by a team led by Princeton physicist Jason Petta, could eventually allow engineers to build quantum computers consisting of millions of quantum bits, or qubits. So far, quantum researchers have only been able to manipulate small numbers of qubits, not enough for a practical machine.

Qubits are unlike a classical bit because they can be not only a 1 or 0 but also both, simultaneously. This property of qubits, called superposition, helps give quantum computers a tremendous advantage over conventional computers when doing certain types of calculations. But these quantum states are fragile and short-lived, which makes designing ways for them to perform basic functions, such as getting qubits to talk to one another—or “coupling”—difficult.

“In order to couple qubits, we need to be able to move information about one to the other,” says NIST physicist Jacob Taylor. “There are a few ways that this can be done and they usually involve moving around the particles themselves, which is very difficult to do quickly without destabilizing their spins—which are carrying the information—or transferring information about the spins to light. While this is easier than moving the particles themselves, the interaction between light and matter is generally very weak.

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Micrograph of a quantum bus device similar to the one measured for this experiment. Note the Princeton tiger is 1 mm from head to tail. The spin-orbit qubits are located at the nexus of the seven gate electrodes.
Credit: K. Petersson/Princeton

Nature – Circuit quantum electrodynamics with a spin qubit

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