Vladimir Voronov*

Irkutsk National Research Technical University, Irkutsk, Russia

*Corresponding Author: Vladimir Voronov, Irkutsk National Research Technical University, Irkutsk, Russia.

Received: May 30, 2024; Published: June 22, 2024

Abstract

Currently, most of the studies dealing with the design of a quantum computer are focused on the search for suitable individual quantum objects (q-bits). Figuratively speaking, what is meant here is the solution of the problem using “bottom to up” strategy. In this direction, a number of theoretical investigations, e. g. into the creation of a quantum computer, has been carried out. As for the experimental results, one should mention certain advances in the implementation of Feynman's idea. To date, many different materials including two-dimensional ones have been devised. This enables a priory to produce a quantum processor based on an up to bottom approach using nanotriggers – elements functioning on the basis of the laws of quantum physics. These nanotriggers are formed from a two-dimensional material and controlled by a special unit. The scientific achievements of the last twenty years allow us to return to the idea of using the NMR phenomenon at a new level to address challenges associated with design of a real quantum computer. In this work, to control the operation of a nanotrigger, the NMR signal transformed by the phenomenon of chemically induced dynamic nuclear polarization is proposed to employ.

Keywords: Bottom to Up; Quantum Computer

References

1. Eriksson MA., et al. “Spin-based quantum dot quantum computing in silicon”. Quantum Information Processing 3 (2004): 133-146.
2. KA Valiev. “Quantum computers and quantum computations”. Physics-Uspekhi 175 (2004): 3-39.
3. Kastner MA. “Prospects for quantum dot implementation of adiabatic quantum computers for intractable problems”. Proceedings of the IEEE 93 (2005): 1765-1771.
4. Aldoshin SM., et al. “Towards the creation of materials for quantum computers”. Russian Chemical Reviews 81 (2012): 91-104.
5. Harty TP., et al. “High-Fidelity preparation, gates, memory, and readout of a trapped-ion quantum bit”. Physical Review Letters 113 (2014): 220501-220501.
6. Bayat A., et al. “Quantum dot spin cellular automata for realizing a quantum processor”. Semiconductor Science and Technology 30 (2015): 105025.
7. Ryabtsev II., et al. “Spectroscopy of cold Rydberg atoms of rubidium for applications in quantum informatics”. Physics-Uspekhi 186 (2016): 206-219.
8. Chen Y., et al. “Programmable quantum processor with quantum dot qubits”. Chinese Physics Letters 36 (2019): 070302.
9. Vozhakov VA., et al. “State control in superconducting quantum processors”. Physics-Uspekhi 192 (2022): 457-476.
10. Feynman RP. “Simulating physics with computers”. International Journal of Theoretical Physics 21 (1982): 467-488.
11. Feynman RP. “Quantum Mechanical Computers”. Foundations of Physics 16 (1986): 507-531.
12. Chizhik VI., et al. “Magnetic Resonance and Its Applications”. Springer Science & Business Media (2014): 782.
13. Jones JA., et al. “Implementation of a quantum algorithm on a nuclear magnetic resonance quantum computer”. The Journal of Chemical Physics 109 (1998): 1648-1653.
14. Chuang IL., et al. “Experimental Implementation of fast quantum searching”. Physical Review Letter 18 (1998): 3408-3411.
15. Vandersypen LMK., et al. “Experimental realization of Shor’s quantum factoring algorithm using nuclear magnetic resonance”. Nature 414 (2001): 883-887.
16. Voronov VK. “Quantum-dot controlled electronic block triggering a quantum computation procedure”. International Journal of Information Technology and Computer Science 12 (2020): 42-48.
17. Voronov VK., et al. “2D Material-based quantum logic gate operating via self -organization of quantum dots”. Global Journal of Science Frontier Research: A. 20 (2020): 12-20.
18. Voronov VK. “The Application of generalized Rayleigh equation for description of periodic intramolecular rearrangements, including valence tautomerism”. International Journal of Theoretical Physics 60 (2021): 924-928.
19. Sorokin PB and Chernozatonsky LA. “Semiconductor nanostructures based on graphene”. Physics-Uspekhi 183 (2013): 113-132.
20. Bagryanskaya EG and Sagdeev RZ. “Dynamic and stimulated nuclear polarisation in photochemical radical reactions”. Russian Chemical Reviews 69 (2020): 925-945.
21. I Kuprov and Hore PJ. “Chemically amplified 19F-1H nuclear Overhauser effects”. Journal of Magnetic Resonance 168 (2020): 1-7.
22. Gorbatsevich AA and Shubin NM. “Quantum logical gates”. Physics-Uspekhi 188 (2018): 1208-1225.

Citation

Citation: Vladimir Voronov. “Quantum Computation Procedure: An Up to Bottom Strategy".Acta Scientific Computer Sciences 6.7 (2024): 75-78.

Copyright

Copyright: © 2024 Vladimir Voronov. This is an open-access article distributed under the terms of the Creative Commons Attribution License, which permits unrestricted use, distribution, and reproduction in any medium, provided the original author and source are credited.