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  4. Low Power Multiplier Architectures Using Vedic Mathematics in 45nm Technology for High Speed Computing - 2015
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Category: MTech VLSI Projects
By MTech Projects
MTech Projects
01.Jun
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Low Power Multiplier Architectures Using Vedic Mathematics in 45nm Technology for High Speed Computing - 2015

PROJECT TITLE:

Low Power Multiplier Architectures Using Vedic Mathematics in 45nm Technology for High Speed Computing - 2015

ABSTRACT:

Speed and the performance of any digital signal processor are largely determined by the efficiency of the multiplier units gift among. The use of Vedic mathematics has resulted in vital improvement within the performance of multiplier architectures used for top speed computing. This project proposes 4-bit and eight-bit multiplier architectures primarily based on Urdhva Tiryakbhyam sutra. These low power designs are realized in forty five nm CMOS Method technology using Cadence EDA tool.

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  • Unequal-Error-Protection Error Correction Codes for the Embedded Memories in Digital Signal Processors - 2016
  • Approximate Hybrid High Radix Encoding for Energy-Efficient Inexact Multipliers - 2018
  • A Low Power, Low Noise Amplifier For Recording Neural Signals amplification in SCL 180nm - 2017
  • Low power multiplier architectures using vedic mathematics in 45nm technology for high speed computing - 2015
  • Area and frequency optimized 1024 point Radix-2 FFT processor on FPGA - 2015
  • Overloaded CDMA Crossbar for Network-On-Chip - 2017
  • Flexible DSP Accelerator Architecture Exploiting Carry-Save Arithmetic - 2016
  • Low Latency and Low Error Floating-Point Sine/Cosine Function Based TCORDIC Algorithm - 2017
  • Design And Analysis Of Combinational Coding Circuits Using Adiabatic Logic - 2017
  • Adaptive Approximation in Arithmetic Circuits: A Low-Power Unsigned Divider Design - 2018
Previous article: Low-power, high-speed dual modulus prescalers based on branch-merged true single-phase clocked scheme - 2015 Low-power, high-speed dual modulus prescalers based on branch-merged true single-phase clocked scheme - 2015 Next article: Digtial to time converter using SET - 2015 Digtial to time converter using SET - 2015
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