Urdhva Tiryagbhyam Sutra Multiplier Based 32-Bit MAC Design

The Vedic Multiplier and the Reversible Logic Gates has Designed and actualized in the increase and Accumulate Unit (MAC) and that is appeared in this paper. A Vedic multiplier is composed by utilizing Urdhava Triyagbhayam sutra and the snake configuration is finished by utilizing reversible rationale entryway. Reversible rationales are likewise the crucial necessity for the developing field of Quantum processing. The Vedic multiplier is utilized for the increase unit in order to decrease halfway items and to get elite and lesser territory .The reversible rationale is utilized to get less power. The MAC is composed in Verilog HDL and the recreation is done in Xilinx 14.2 and blend is done utilizing Xilinx. The chip outline for the proposed MAC is likewise completed

Explorations for Efficient Reversible Barrel Shifters and Their Mappings in QCA Nanocomputing

This thesis is based on promising computing paradigm of reversible logic which generates unique outputs out of the inputs and. Reversible logic circuits maintain one-to-one mapping inside of the inputs and the outputs. Compared to the traditional irreversible computation, reversible logic circuit has the advantage that it successfully avoids the information loss during computations. Also, reversible logic is useful to design ultra-low-power nanocomputing circuits, circuits for quantum computing, and the nanocircuits that are testable in nature. Reversible computing circuits require the ancilla inputs and the garbage outputs. Ancilla input is the constant input in reversible circuits. Garbage output is the output for maintaining the reversibility of the reversible logic but is not any of the primary inputs nor a useful bit. An efficient reversible circuit will have the minimal number of garbage and ancilla bits. Barrel shifter is one of main computing systems having applications in high speed digital signal processing, oating-point arithmetic, FPGA, and Center Processing Unit (CPU). It can operate the function of shifting or rotation for multiple bits in only one clock cycle. The goal of this thesis is to design barrel shifters based on the reversible computing that are optimized in terms of the number of ancilla and garbage bits. In order to achieve this goal, a new Super Conservative Reversible Logic Gate (SCRL gate) has been used. The SCRL gate has 1 control input depending on the value of which it can swap any two n-1 data inputs. We proved that the SCRL gate is superior to the existing conservative reversible Fredkin gate. This thesis develops 5 design methodologies for reversible barrel shifters using SCRL gates that are primarily optimized with the criteria of the number of ancilla and garbage bits. The five proposed methodologies consist of reversible right rotator, reversible logical right shifter, reversible arithmetic right shifter, reversible universal right shifter and reversible universal bidirectional shifter. The proposed reversible barrel shifter design is compared with the existing works in literature and have shown improvement ranging from 8.5% to 92% by the number of garbage and ancilla bits. The SCRL gate and design methodologies of reversible barrel shifter are mapped in Quantum Dot Cellular Automata (QCA) computing. It is illustrated that the SCRL-based designs of reversible barrel shifters have less QCA cost (cost in terms of number of inverters and majority voters) compared to the Fredkin gate- based designs of reversible barrel shifters

Design and synthesis of reversible logic

Energy lost during computation is an important issue for digital design. Today, all electronics devices suffer from energy lost due to the conventional logic system used. The amount of energy loss in the form of heat leads to immense challenges in nowadays circuit design. To overcome that, reversible logic has been invented. Since properties of reversible logic differ greatly than conventional logic, synthesis methods used for conventional logic cannot be used in reversible logic. In this dissertation, we proposed new synthesis algorithms and several circuit designs using reversible logic