Acta Scientific Computer Sciences

Review Article Volume 4 Issue 4

Clarification of Power Loss Redemption through Reversibility Concept

Nirupma Pathak1, Santosh Kumar2 and Neeraj Kumar Misra3*

1Department of Computer Science and Engineering, Maharishi University of Information Technology, Lucknow, Uttar Pradesh, India
2Department of Computer Engineering & Information Technology Swarrnim Startup & Innovation University Gandhinagar, Gujarat
3Department of Electronics and Communication Engineering, Bharat Institute of Engineering and Technology, Hyderabad, India

*Corresponding Author: Neeraj Kumar Misra, Department of Electronics and Communication Engineering, Bharat Institute of Engineering and Technology, Hyderabad, India.

Received: January 27, 2022; Published: March 03, 2022

Abstract

When it comes to designing nano-electronic systems, one of the most important considerations is to create a product that is efficient while also using less power. However, the best possible power value is achieved without sacrificing speed, area, or high-performance applications in the process. This is geared at the use of modern technologies. As a result, quantum technology is a completely new technology for the next generation of nano-electronics applications, and it represents a paradigm shift. This article provides an overview of upcoming ideas such as quantum technology in circuit synthesis with power loss redeemed via the reversibility notion, as well as quantum technology. Reversible gates are a fundamental building component in the construction of quantum circuits. In addition, in this work, we will look into power loss and redemption via the reversibility notion, namely the reversible circuit synthesis, in more depth. A special emphasis is placed on logical and physical reversible systems in this paper. After that, we'll go through the fundamental quantum gates, which include additional qubits such as Pauli gates and Hadamard gates as well as the Phase gate, Controlled NOT gate, Phase Gate, Controlled Z gate, and Swap gate.


Keywords: Quantum Computing; Logical Reversibility; Physical Reversibility; Power Loss; Qubit

References

  1. Neeraj Kumar Misra., et al. "Design of conservative, reversible sequential logic for cost efficient emerging nano circuits with enhanced testability”. Ain Shams Engineering Journal4 (2018): 2027-2037.
  2. Neeraj Kumar Misra., et al. "Towards designing efficient reversible binary code converters and a dual-rail checker for emerging nanocircuits”. Journal of Computational Electronics2 (2017): 442-458.
  3. Neeraj Kumar Misra., et al. "Testable novel parity-preserving reversible gate and low-cost quantum decoder design in 1D molecular-QCA”. Journal of Circuits, Systems and Computers09 (2017): 1750145.
  4. Neeraj Kumar Misra., et al. "An inventive design of 4* 4 bit reversible NS gate”. IEEE International Conference on Recent Advances and Innovations in Engineering (2014): 1-6.
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  11. Neeraj Kumar Misra., et al. "Optimized approach for reversible code converters using quantum dot cellular automata”. In Proceedings of the 4th International Conference on Frontiers in Intelligent Computing: Theory and Applications (FICTA) (2015): 367-378.
  12. Bandan Kumar Bhoi., et al. "Synthesis and simulation study of non-restoring cell architecture layout in perpendicular nano-magnetic logic”. Journal of Computational Electronics1 (2020): 407-418.
  13. Bandan Kumar., et al. "Analyzing design parameters of nano-magnetic technology based converter circuit”. In International Symposium on VLSI Design and Test (2019): 36-46.
  14. Bandan Kumar Bhoi., et al. "An Explicit Cell-Based Nesting Robust Architecture and Analysis of Full Adder”. In Recent Trends in Communication, Computing, and Electronics Springer, Singapore (2019): 547-555.
  15. Jurcevic Petar., et al. "Demonstration of quantum volume 64 on a superconducting quantum computing system”. Quantum Science and Technology (2021).

Citation

Citation: Neeraj Kumar Misra., et al. “Clarification of Power Loss Redemption through Reversibility Concept". Acta Scientific Computer Sciences 4.4 (2022): 08-11.

Copyright

Copyright: © 2022 Neeraj Kumar Misra., et al. 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.




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