A Review - Quaternary Signed Digit Number System by Reversible Logic Gate

A limitation is applied over the speed of latest computers while performing the arithmetic functions such as subtraction, addition & multiplication have to deal with delay in propagation. The arithmetic operations that are free of carry are attained by implementation of high level radix number system such as QSD. We suggest high speed adders constituted over QSD number system. In QSD, every digit is presented by a number in between -3 to 3. The operations on greater numbers like 64, 128 & addition that is carry free is implemented with a persistent delay & low complicacy. In this document, a reversible logic gate is implemented that is constituted over QSD. The performance of QSD adder can be improvised by invading adder based over logic gate that absorbs low power & delay

VLSI Architecture for Polar Codes Using Fast Fourier Transform-Like Design

Polar code is a novel and high-performance communication algorithm with the ability to theoretically achieving the Shannon limit, which has attracted increasing attention recently due to its low encoding and decoding complexity. Hardware optimization further reduces the cost and achieves better timing performance enabling real-time applications on resource-constrained devices. This thesis presents an area-efficient architecture for a successive cancellation (SC) polar decoder. Our design applies high-level transformations to reduce the number of Processing Elements (PEs), i.e., only log2 N pre-computed PEs are required in our architecture for an N-bit code. We also propose a customized loop-based shifting register to reduce the consumption of the delay elements further. Our experimental results demonstrate that our architecture reduces 98.90% and 93.38% in the area and area-time product, respectively, compared to prior works

Efficient multiplier-less VLSI architectures for folded pipelined complex FFT core

Fast Fourier transform (FFT) has become ubiquitous in many engineering applications. FFT is one of the most employed blocks in many communication and signal processing systems. Efficient algorithms are being designed to improve the architecture of FFT. Higher radix FFT algorithms have the traditional advantage of using less number of computational elements and are more suitable for calculating FFT of long data sequence. Among the different proposed algorithms, the split-radix FFT has shown considerable improvement in terms of reducing hardware complexity of the architecture compared to radix-2 and radix-4 FFT algorithms. Here radix-4, radix-8, and split-radix algorithms have been used in the design of different proposed complex FFT cores. The growing popularity of adopting virtual instrumentation (modular, customizable, software-defined instrumentation) has only became possible due to the use of LabVIEW with a highly interactive process known as graphical system design. The CompactRIO programmable automation controller is an advanced embedded control and data acquisition system designed for applications that require high performance and reliability. The work explains the real-time implementation of 256-point FFT and finding the power spectrum using LabVIEW and CompactRIO. New distributed arithmetic (NEDA) is one of the most used techniques in implementing multiplier-less architectures of many digital systems. In this thesis, four architectures for different FFT cores have been proposed: • Real-time implementation of FFT using CompactRIO • 32-Point Complex FFT Core Using Split-Radix Algorithm • 64-Point Complex FFT Core Using Radix-4 Algorithm • 64-Point Complex FFT Core Using Radix-8 Algorithm The proposed designs have implemented in both FPGA as well as ASIC design flows. 180nm process technology is being used for ASIC implementation. The results show the improvements of proposed designs compared to the other existing architectures