A scalable quantum information processing system and method
A technology of an information processing system and an information processing method, which is applied in the field of scalable quantum information processing systems and can solve problems such as difficulty in generating quantum entanglement, weak coupling between diamond nitrogen and vacancy centers, and the like
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Embodiment 1
[0049] Such as figure 1 As shown, the main body of the device is composed of a substrate, carbon nanotubes, diamond microcolumns and electrodes. The top layer of diamond microcolumns can be prepared from a whole flat diamond sample by etching. First, a diamond substrate is spin-coated. A uniform layer of photoresist, etch a series of grooves on the surface by electron beam etching, and then deposit a layer of gold on the surface, treat the surface with a photoresist stripper, and then process it by reactive ion etching technology After cleaning the surface, diamond microcolumns can be obtained.
[0050] The samples of the substrate, carbon nanotubes, diamond microcolumns and the equipment required for subsequent operations are placed in the cryogenic system. Control the prepared diamond microcolumn sample so that it is parallel to the substrate where the carbon nanotubes are placed, place the bent carbon nanotubes on the insulating substrate and contact the source and drain e...
Embodiment 2
[0053] The carbon nanotube double quantum dot system is opposite to the nitrogen-vacancy center of the diamond, the distance is about 6 nanometers, the radius of the carbon nanotube is 1 nanometer, and there is a dipole interaction between the electrons. The coupling Hamiltonian of double quantum dots in the (1,1) state to electrons in nitrogen-vacancy centers can be written as:
[0054]
[0055] here, with Denote the Pauli vectors of the nitrogen-vacancy center electron spin and the quantum dot electron spin-orbit, respectively; where ξ=g || sin 2 α+g ⊥ cos 2 α,η=(g || -g ⊥ )sinαcosα;Ω j Indicates the strength of the external drive; ε=μ B B z / 2, where B z Indicates the magnitude of the external magnetic field, g s Indicates the Landes g factor of the electron, r j Indicates the distance between the electron of the jth nitrogen-vacancy center and the electron of the jth quantum dot. Here it can be assumed that r L = r R , that is, the distance between ...
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