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ArticlePeer ReviewedOpen AccessPlagiarism Passed
Paper ID:IJSREM66481

DESIGN AND IMPLEMENTATION OF REVERSIBLE VEDIC MULTIPLIER WITH USING BVF, BME GATE, CNOT GATE, AND PERES GATE

Stream/Area:

-

Subject:

-

Paper ID:

IJSREM66481

Volume:

10 |

8 |

Aug 2026

Pages:

1-7

Publication Frequency:

Monthly (12 issues per year)

DOI
Digital Object Identifier
10.55041/IJSREM66481

License:International Journal of Scientific Research in Engineering and Management follows the Creative Commons Attribution 4.0 (CC BY 4.0) License, allowing free use and distribution with proper attribution.

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Authors

Dr. NANDHINI V

Dr. NANDHINI V

DEPARTMENT OF ELECTRONICS AND COMMUNICATION SYSTEMS

SRI KRISHNA ARTS AND SCIENCE COLLEGE

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DSOM

Dr. Saravanakumar O. M

DEPARTMENT OF ELECTRONICS AND COMMUNICATION SYSTEMS

SRI KRISHNA ARTS AND SCIENCE COLLEGE

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RAP

Rajesh A. P

DEPARTMENT OF ELECTRONICS AND COMMUNICATION SYSTEMS

SRI KRISHNA ARTS AND SCIENCE COLLEGE

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SM

Selvam. M

DEPARTMENT OF ELECTRONICS AND COMMUNICATION SYSTEMS

SRI KRISHNA ARTS AND SCIENCE COLLEGE

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Abstract

The Vedic mathematical algorithm has been developed by ancient Indian and there have been 16 sutras available. Urdhva Tiryakbhayam (UT) is one of the Vedic mathematic algorithm that can be applied to all cases of multiplications viz. Binary, Hex, and also Decimals. It is based on the concept that the generation of all partial products can be done and then concurrent addition of these partial products is performed. The parallelism in the generation of partial products and their summation is obtained using Urdhva Tiryakbhayam. Unlike other multipliers, with the increase in the number of bits of multiplicand and/or multiplier, the time delay in the computation of the product does not increase proportionately. Because of this fact, the time of computation is independent of the clock frequency of the processor. In this phase, the Vedic multiplier (VM) has been designed and implemented using a reversible gate. The main object of the work is to design an efficient multiplier which aims at lowering the value of proposal restriction. The fast, low-power reversible logic and VM with lower hardware density have combined and have brought about in a lessening in TRLIC of the anticipated design equated to the other designs.

KEYWORDS

Reversible gate Vedic multiplier BVF BME PERES CNOT Garbage Outputs Constant inputs Gate Counts Quantum cost

Cite This Article

Dr. NANDHINI V, Dr. Saravanakumar O. M, Rajesh A. P, Selvam. M, "DESIGN AND IMPLEMENTATION OF REVERSIBLE VEDIC MULTIPLIER WITH USING BVF, BME GATE, CNOT GATE, AND PERES GATE," International Journal of Scientific Research in Engineering and Management, vol. 10, no. 8, pp. 1-7, Aug 2026. https://doi.org/10.55041/IJSREM66481

Full Article/Conclusion

Vedic Multiplier is one of the best solutions which are capable of performing the quicker multiplications by eliminating the unwanted steps in the multiplication process. In this work, the reversible Vedic multiplier with the reversible logic gates of BVF, BME, PERES and CNOT has been implemented in Vedic multipliers of various sizes has been simulated. The performance metrics of power, delay, and the area has been measured with the synthesis result and simulation result. The simulation results, observed for all the variations of bits and performance metrics of various prevailing and anticipated method. The result shows that the proposed work obtains the Garbage Outputs of 5, Constant inputs (CI) of 5 of Gate Counts (GC) of 5, Quantum cost (QC) of 17 and TRILC value of 32.

References

 1.       Bhagyalakshmi. H. R, and Venkatesha. M. K, “Optimized Multiplier Using Reversible Multi-Control Input Toffoli Gates”, International Journal of VLSI Design & Communication Systems, 2016, Vol. 3, No.6, 27-40. 2.       Mamataj. S, Das. B, and Rahaman. A, “A More Effective Realization of BCD Adder By Using a New Reversible Logic”, International Journal of Computational Engineering Research, 2014, Vol. 4, No. 2, 13-19. 3.       Praveena. M, and Thanushkodi. K, “A Novel Design of Reversible BCD Adder with Reduced Delay”, European Journal of Scientific Research, 2012, Vol. 83, No.2. 4.       Sarker. A, Bose. A, and Gupta.S, “Design of a Compact Fault-Tolerant Adder/Subtractor Circuits Using Parity Preserving Reversible Gates”, 17thInternational Conference on Computer and Information Technology, 2014, 1-7. 5.       Patil, Hemangi, and Sawant, "Design and Implementation of Vedic Algorithm using Reversible Logic Gates," International Journal of Engineering and Computer Science, 2015, No. 08. 6.       Narendra, Chandra shekar, “Optimization Of Delay By Using Reversible Logic Compressor Based Vedic Multiplier”, International Journal Of VLSI Design And Data Communication, 2016, Vol 4. 7.       Srikanth., and Nasam Sai Kumar, "Design of High speed low power reversible Vedic multiplier and reversible divider", International Journal of Engineering Research and Applications, 2014, Vol 4. 8.       Anitha, Neha Deshmukh, Prashant Agarwal, Sarat Kumar Sahoo, Prabhakar Karthikeyan, and Jacob Reglend, "A 32 bit mac unit design using vedic multiplier and reversible logic gate," International Conference on Circuits, Power and Computing Technologies, 2015, pp. 1-6. IEEE, 2015. 9.       Saravanan, Subramanian. "Design and Implementation of efficient reversible arithmetic and Logic Unit," Circuits and Systems, 2016, No. 6, pp. 630. Ravi, Vijay Prakash, Madan, “Design and Implementation of Vedic Multipliers Using Reversible Logic Gates,” Journal of Electric and Electronic Systems, 2018. DOI: 10.4172/2332-0796.1000255.

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Publication Date

8/4/2026

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Review Rounds: 2

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