2018
DOI: 10.14419/ijet.v7i2.7.10934
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Low power and high speed GDI based convolution using Vedic multiplier

Abstract: Convolution is having extensive area of application in Digital Signal Processing. Convolution supports to evaluate the output of a system with arbitrary input, with information of impulse response of the system.  Linear systems features are totally stated by the systems impulse response, as ruled by the mathematics of convolution. Primary necessity of any application to work fast is that rise in the speed of their basic building block. Multiplier, adder is said to be the important building blocks in the proces… Show more

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Cited by 9 publications
(7 citation statements)
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“…Exceptionally similar to its theoretical value(75.9µV/hz)flash commotion. All the commotion from the rms can be noticed [31] Vn,rms(FL , FH ) = VnW FC ln(FH/FL ) + (FH − FL ) (28) where Vnw is the background noise thickness decided from reenactments, FL is the most minimal recurrence of enthusiasm for 1/f district, and FC is corner recurrence where control thickness of gleam clamor and warm commotion are equivalent. FC is 800 kHz as appeared in Fig.…”
Section: Methodsmentioning
confidence: 99%
See 1 more Smart Citation
“…Exceptionally similar to its theoretical value(75.9µV/hz)flash commotion. All the commotion from the rms can be noticed [31] Vn,rms(FL , FH ) = VnW FC ln(FH/FL ) + (FH − FL ) (28) where Vnw is the background noise thickness decided from reenactments, FL is the most minimal recurrence of enthusiasm for 1/f district, and FC is corner recurrence where control thickness of gleam clamor and warm commotion are equivalent. FC is 800 kHz as appeared in Fig.…”
Section: Methodsmentioning
confidence: 99%
“…In this manner, the proposed circuits can be alluded to as evident (or completely) and pseudo-differential capacity squares if the internal structure of the capacity square is likewise differential or rather stays single-finished, individually. The genuine differential capacity squares for the most part include extremely high normal mode dismissal proportion, however the multifaceted nature of the circuit topology fundamentally increments [4][5][6][7][8].They proposed a system to perform arithmetic operations according to the BODMAS sequence generating random numbers by LFSR developing encryption algorithm[9-10].In this paper they have implemented a orthogonal codes by using cryptography techniques to improve error detection and correction rate and also by using symmetric encryption and hamming code [11][12].They have implemented a technology name GDI technology for developing the comparator circuit which is designed in Tanner EDA to reduce the power and delay [13][14][15].They compared the high speed carry skip adder to the conventional carry skip adder to check the parameters such as area, power, delay, LUT's [16].In this paper they have shown the reconfigurable key generations methods suitable in cryptography applications for data security [17].…”
Section: Introductionmentioning
confidence: 99%
“…The problem of deterministically creating a test example for a deficit (Sa {0,1}) is to detect the assignment of a combination of logical values (0 or 1) to the main inputs that recreate the deficiency (line support) and to monitor the deficiency [24][25][26][27][28].…”
Section: B Problem Modelmentioning
confidence: 99%
“…This technique allows the reduction in propagation delay, power consumption and area of the circuit while maintaining less design complexity [8,9]. The most complex applications such as convolution, which evaluate the output of the system can be designed with fast and accuracy by using GDI technique [10]. The GDI technique achieved 37% power saving and 30% delay compared to CMOS [11].…”
Section: A Literature Reviewmentioning
confidence: 99%