A Nanomechanical Fredkin Gate

Quantum-dot Cellular Automata (QCA) is a newly developed paradigm for digital design. It explains how computation can be performed using nano sized quantum dots. One of the trending application of QCA is the design of reversible logic circuits and gates. Reversible logic is a dissipation less digital logic. According to this logic digital circuitry with almost zero power dissipation can be designed. The most important application of reversible logic is quantum computing. Quantum Computation cannot be performed without the use of reversible circuits. A number of reversible gates have been designed and used in quantum computing. The best way to derive the maximum out of reversible computation is to design those gates and circuits using systems which are inherently reversible. This is true for the quantum mechanical systems. For this quantum level designing Quantum-dot Cellular Automata stands as the appropriate choice. It's a nano level based archetype. Performing multiple functions using single circuits has always been the aim of the digital industry researchers. In reversible logic the approach is developing towards designing multifunction gates that can perform a number of functions using a same circuit with some adjustments. This development has however not yet been explored much in QCA. In this paper the majority logic equations for the outputs of a multifunction reversible logic gate are derived and the novel Quantum-dot Cellular Automata design is proposed. Some of the functions of multifunction reversible logic gate are discussed and simulated results using QCA Designer 2.0.3 are shown in the figure.

Reversible logic has various applications in fields of computer graphics, optical information processing, quantum computing, DNA computing, ultra low power CMOS design and communication. As our day to day life is demanding more and more portable electronic devices, challenging focus on technology is demanding great system performance without any compromise in power consumption. It is obvious to find tradeoff between processing power and heat generation. As decreased processing speed leads to reduced power consumption but obviously compromise in performance is not acceptable for sophisticated applications. Thus power consumption is a prime target now days. Needless to say, researchers will now look at reversible logic in this vein. Primitive component of reversible logic synthesis are reversible logic gates. Thus it is very important for a new researcher to look into extensive literature survey of reversible logic gates. Many papers have been reported with review of reversible logic gates. This paper aims on updates in reversible logic gates which are stepping stones in design and synthesis of any complex reversible logic based synthesis.

Reversible logic has various applications in fields of computer graphics, optical information processing, quantum computing, DNA computing, ultra low power CMOS design and communication. As our day to day life is demanding more and more portable electronic devices, challenging focus on technology is demanding great system performance without any compromise in power consumption. It is obvious to find tradeoff between processing power and heat generation. As decreased processing speed leads to reduced power consumption but obviously compromise in performance is not acceptable for sophisticated applications. Thus power consumption is a prime target now days. Needless to say, researchers will now look at reversible logic in this vein. Primitive component of reversible logic synthesis are reversible logic gates .Thus it is very important for a new researcher to look into extensive literature survey of reversible logic gates. Many papers have been reported with review of reversible logic gates. This paper aims on updates in reversible logic gates and propose a novel reversible DS gate which will be stepping stone in design and synthesis of any complex reversible logic based synthesis.

The reversible logic gate is a great choice for designing various types of optical processors due to so many advantageous aspects of it; such as low power consumption and the ability of data recovery. At first, the optical circuit of Fredkin gate, a universal reversible logic gate, is designed theoretically using a semiconductor optical amplifier (SOA)-based polarization switch, and the performance of the circuit is studied using simulated results. The frequency-encoded binary data are used to execute the operations. Subsequently, we propose the techniques of developing NOT, AND, OR, EX-OR, EX-NOR gates, and full adder circuit using reversible Fredkin gates. Finally, we develop an optical arithmetic logic unit using the proper combination of reversible Fredkin gates. The theory of nonlinear polarization rotation of the probe beam in the presence of the pump beam in SOA is adopted here. The simulated input–output spectra of the optical circuits enhance the admissibility of the proposed concept.

Heat is an important issue in VLSI circuits. But the reversible logic gives zero amount of heat dissipation. So, its an important role in nanotechnology, less energy complementary metal oxide semiconductor [CMOS] designs etc. It has been realized that quantum computing is one of the latest technologies using reversible logic gates. It is contemplating that accumulation extension of transistor density, energy desolation will command their limits in ordinary technologies. In ordinary area or range during the logic influence bits of orientation is erased resulting gratification of power in powerful amount. In the terms of reversible logic results are not lost.[1] This minimize the delays but at the amount of little hardware. So we can use reversible logic technology for decreasing the energy dispersion, heatwave dissipation, increasing rapidness etc. So it is used to maximize the speed and reducing energy consumption. In this, we can describe following reversible logic gates like fredkin, peres, Feynmen and toffoli gate etc.

In recent years reversible logic has come as a promising solution in the optical computing domain. In reversible gates, there is one-to-one mapping between input and output, causing no loss of information. Reversible gates are useful for application in low power complementary metal-oxide semiconductors, with less dissipation, and in quantum computing. These benefits can be utilized by implementing reversible gate structures in the optical domain. In this paper, basic reversible Feynman and Fredkin logic gates using a lithium niobate based Mach-Zehnder interferometer are proposed. The different applications utilizing the proposed structures are also explained in this study.

Reversible logic has represented itself as a prominent technology which plays an important role in Quantum Computing. Theoretically Quantum Computers operates at high speed and consumes less power. Furthermore, Reversible logic can break the conventional speed of power trade-off. To prove this we are implementing Ripple Carry Adder and Carry Look Ahead Adder using reversible logic gates. The paper presents efficient adder circuits using Peres gate, New fault Tolerant gate and Double Feyman gate. The complexity, simulated outputs and the speed parameters for the adder circuit have been indicated using the Quartus II 9.1 edition and Modelsim tool. Moreover, the quantum algorithms can potentially solve NP-complete problems. Furthermore, doing high performance functions beyond the limit of deterministic computer systems is possible by only reversible logic. Quantum operations are unitary in nature which is reversible and hence the arithmetic operations like adders can be implemented using the reversible logic. Likewise, optimized block size, minimum ancillary bits, and one to one mappings of inputs and outputs are obtained in the reversible adder circuit, giving fan out as 1. Hence, the Ripple Carry Adder and Carry look Ahead Adder is providing complexity reduction and high speed, proving to be an efficient and important part in the development of arithmetic blocks of Quantum Computers.

Reversible logic gate has gained importance in recent times due to its low power dissipation and less information loss. QCA on the other hand has low power consumption and has applications in reversible logic. In this paper, a 4×2 priority encoder is proposed which is based on reversible logic implemented in QCA. Firstly, this paper discusses about QCA layout design of Fredkin gate and Universal Reversible Logic Gate (URLG). Secondly, this paper uses reversible logic gate (both Fredkin and URLG) to design a 4×2 priority encoder in QCA.

Reversibility is the prominent technology in the recent era. In reversible logic the number output lines are equal to the number of input lines. In reversible logic the inputs are to be retrieved from the outputs. Reversible logic gates are user defined gates. Reversible logic owns its applications in various fields which include low power VLSI. In this paper multiplexer is implemented using QCA, SAM and QCA & SAM gate. Also demultiplexer is implemented using two new reversible logic gates RAMESH and RAMESH-1 gates. These designs are simulated and synthesized using Xilinx ISE 12.1 and Mentor Graphics tool. The result shows that the proposed designs are more efficient in terms of gate count, quantum cost and power consumption.

Arithmetic Logic Unit (ALU) as one of the main parts of any computing hardware plays an important role in digital computers. In quantum computers which can be realized by reversible logics and circuits, reversible ALUs should be designed. In this paper, we proposed three different designs for reversible 1-bit ALUs using our proposed 3×3 and 4×4 reversible gates called MEB3 and MEB4 (Moallem Ehsanpour Bolhasani) gates, respectively. The first proposed reversible ALU consists of six logical operations. The second proposed ALU consists of eight operations, two arithmetic, and six logical operations. And finally, the third proposed ALU consists of sixteen operations, four arithmetic operations, and twelve logical operations. Our proposed ALUs can be used to construct efficient quantum computers in nanotechnology, because the proposed designs are better than the existing designs in terms of quantum cost, constant input, reversible gates used, hardware complexity, and functions generated.

Reversible computations, besides quantum computing, have various applications in digital signal processing, nanotechnology and bioinformatics. They are particularly useful in designing low-power devices and improving computational efficiency. Cryptography is vital for protecting sensitive information in fields such as bioinformatics and digital signal processing where private data is frequently exchanged. However, cryptographic algorithms can consume significant power and require large areas, particularly when implemented in hardware. Reversible logic gates offer a potential solution by being more power-efficient and potentially reducing implementation area. Using random numbers as keys for both encryption and decryption in a reversible logic gate-based cryptographic algorithm can enhance security. LSB watermarking is a technique to embed additional metadata into digital media, improving data security. To evaluate the performance of the Field Programmable Gate Array for the Reversible Logic Gate Cryptography Design architecture, comparing it to the other state-of-the-art approach is necessary.

In this paper, we propose design of the BCD adder using reversible logic gates. Reversible Logic plays important role in CMOS, quantum computing, nanotechnology and optical computing. The proposed circuit can add two 4-bit binary variables and it transforms the result into the appropriate BCD number using efficient error correction modules. We show that the proposed reversible BCD adder has lower hardware complexity and it is much better and optimized in terms of number of reversible gates and garbage outputs with compared to the existing counterparts. Further we have validated our design by showing our synthesis and simulation results.KeywordsReversible Logicquantum computingBCD addergarbage outputsVHDL

Quantum technology application is a rapidly developing discipline in future-generation research. It has grown its appeal due to several unique aspects which cannot be encountered in classical domains. Quantum properties can be used to create powerful and effective technology. The processing capability of a quantum computer is triggered by managing quantum particles in a quantum computer, which improves transformation in many domains. Quantum logic operations have the significant benefit of being reversible. Unlike classical irreversible processing, quantum logic gates are reversible and unitary, allowing input bits to be recovered via a one-to-one connection between input and output bits. In QCADesigner, as well as in the Quantum environment, different reversible logic gates may be constructed. Some other promising features include Superposition (Quantum Parallelism), Entanglement, etc. This study uses IBM quantum to create the QCA-based Majority voter gate.

High-performance computing beyond sub-10 nm advanced node technology allows us to explore and use complex 2.5D/3D SOC design architecture. Node scaling, heterogeneous integration, and complex design enable us to think beyond Moore’s law but, at the same time, limit the scope with concerns of excessive power dissipation. The field of quantum computation and reversible logic functions has been researched in recent years in the context of low power VLSI circuit designs and nanotechnology. Reversible computation exhibits significantly reduced power dissipation in digital circuits. In this paper, we propose a novel design of Artificial Neural Network (ANN) using reversible logic gates. A thorough search of the relevant literature yielded only a few related articles. To the best of our knowledge, our proposed approach is the first attempt to implement a complete feedforward neural network circuit using only reversible logic gates. The comparative analysis demonstrates that our proposed approach has achieved an approximately 16% reduction in overall power dissipation compared to existing approaches. The proposed approach also has better scalability than the classical design approach.

Swirling spin configurations with a non-trivial topological state are popularly known as magnetic skyrmions. They are often observed in magnetic thin films with perpendicular magnetic anisotropy and Dzyaloshinskii–Moriya interaction (DMI). Due to their small size and non-collinear spin texture, they are being considered as a potential candidate for spintronic devices such as data storage devices, and logic-based devices. These skyrmions have distinct properties and interactions, that can be utilized to control their movement by applying an external electric current. In this work, we have successfully demonstrated the operation of skyrmion-based universal NAND and NOR logic gates. We have further performed arithmetic addition of two and three single-bit by using a half and full adder, fabricated based on the XOR and AND gates. We have observed that the presence of only uniform DMI is not enough to achieve all logic operations. The presence of a negative DMI at the edges is crucial in achieving proper logic operations. The findings are very important for the realization of skyrmion-based logic and computational operations.