₹16,000.00Original price was: ₹16,000.00.₹10,000.00Current price is: ₹10,000.00.
Source : TANNER EDA
Abstract:
A multiplier is one of the key hardware blocks in most of the processors. Multiplication is a lengthy, time-consuming task. Vedic multiplication in field programmable gate array implementation has been proven effective in reducing the number of steps and circuit delay. Conventionally at the circuit level, complementary metal oxide semiconductor (CMOS) logic is used to design a multiplier. In CMOS circuits, the area is always an issue. Gate diffusion input (GDI)-based logic has been explored in the literature to reduce the number of transistors for various logic functions. Thus, Vedic mathematics, on the one hand, simplifies the multiplication process and reduces the delay; while on the other hand, GDI technique helps in minimizing the transistor count (TC) and reduction in power. Therefore, this study puts forth a GDI logic-based 4-bit Vedic multiplier. To study the effectiveness of the GDI logic, the transient response of a 2-bit Vedic multiplier using CMOS and GDI is compared. For the 4-bit Vedic multiplier, two design approaches are taken into consideration. The performance of these circuits is analyzed in terms of average power dissipation, delay, and TC. The effect of supply voltage scaling is also studied. The circuit simulations are carried out at 130 nm for bulk metal oxide semiconductor field effect transistor predictive technology model-based device parameters.
List of the following materials will be included with the Downloaded Backup:
₹16,000.00Original price was: ₹16,000.00.₹10,000.00Current price is: ₹10,000.00.
Source : TANNER EDA
Abstract:
The logic size, propagation delay, power of applications, based upon this improvement the adder design logic size will reduced year by year, here a proposed In recent technology of any application, adders is a more priority to do a function and task of arithmetic operation, in crucial this adder based arithmetic operation will decide work of this paper will design using a single bit full adder to design a multiplier. In this multiplier design, adder is a main priority to reduce the arithmetic logic size and increases speed of multiplier, in recent we have lots of multiplier design, Vedic multiplier, Wallace tree multiplier, booth multiplier, approximate multiplier. Here, the proposed work will taken truncated multiplier design, it's because, the truncated multiplier will have a capability to reduced internal and external architecture size in every design, regarding this truncated multiplier will have three options such as rounding, deleting, truncating, here the MSB bits will be truncated and present the output of n x n multiplication will provided only n bit level, using this truncated multiplier the proposed work will designed a 8-Tap FIR(Finite impulse response) filter and shown the efficiency of filter design using this CMOS GDI (Gate Diffusion Input) adder design. This proposed work will design in CMOS Logic gate and which 10-T transistor level of full adders with 90um technology, finally proved the terms of area, delay and power.
List of the following materials will be included with the Downloaded Backup:
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