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- W4383746300 abstract "The primary driving force behind the creation of this work was to provide the design and implementation of a 4-tap, 8-tap, 16-tap, 32-tap, and 64-tap RNS (Residue Number System) based on efficient and excessive-overall performance FIR filter. RNS mathematics is a prized tool for theoretical investigation of the speed limitations of rapid mathematics. Some suggested solutions also include a few addition operations; however, using conventional adders will slow down operation and add to the amount of logic gates. So, to address the aforementioned concerns, Kogge-Stone Adder and Brent Kung Adder are being used to reduce delay and area and enhance performance as a whole. First, the multiplier is created using the RNS methodology. In which the Vedic multiplier's power dissipation is also minimized while the latency is shortened from 70% to 90%. In order to assess the findings, we are also using a simple adder and a simple multiplier. Using the Quartus 9.0 Simulation Tool, the combination of those methods results in a completely new structure with an excessively high speed and a small implementation area for the FIR filter." @default.
- W4383746300 created "2023-07-11" @default.
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- W4383746300 date "2023-05-26" @default.
- W4383746300 modified "2023-10-18" @default.
- W4383746300 title "Design of FIR filter with Fast Adders and Fast Multipliers using RNS Algorithm" @default.
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- W4383746300 doi "https://doi.org/10.1109/incet57972.2023.10170321" @default.
- W4383746300 hasPublicationYear "2023" @default.
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