Abstract:In this paper, we present a regular partial product array (PPA) for radix-8 Booth multiplication by removing the extra row with a small overhead complexity. A radix-8 multiplier design is proposed based on the regular PPA which offers a saving of 10.7 % area-delay product (ADP) over the existing radix-8 multiplier design. The n lower-order bits of 2n bit output of full-width multiplier are truncated to have a fixed-width multiplier with low truncation error, where n is the operand bit-width. Few redundant logi… Show more
“…Design of the proposed work is done using Verilog HDL and the synthesis results are done in Cadence Genus of 90nm technology. The ASIC implementation results of proposed Radix8 Booth multiplier, CSD multiplier and Booth multiplier [16] are shown in Table 4 which shows parameters like delay, area and power. The ADP of the CSD architecture is 29.018% excess ADP (EADP) and for booth multiplier it is 28.22% EADP than proposed Booth multiplier and the PDP of the CSD architecture is 26.12% excess PDP (EPDP) and in booth multiplier it is 34.97% EPDP than proposed architecture are computed and it shows how much better performances does the proposed method gives than the existed method relating to area and power.…”
Section: Resultsmentioning
confidence: 99%
“…The total number of hardware components used in the 2D DWT is shown in Table 3. Below table comprises of the total number of registers, XOR/XNOR, AND/OR/NOR/NAND gates and latency required for the implementation of the 2DDWT architecture for CSD implementation, Booth multiplier [16] and proposed architecture. The CSD implementation consumes more number of registers and the proposed architecture requires less number of registers.…”
This paper presents a modified 2D Discrete Wavelet Transform (DWT) architecture with a proposed 16bit Radix8 Booth multiplier. Existing architecture makes use of Canonic Sign Digit (CSD) representation and when replaced the CSD multiplier with the proposed 16-bit Radix8 Booth multiplier it achieves better performance with small area and low power. In proposed Radix-8 Booth multiplier, the necessary product terms are generated and the remaining terms are truncated. In this method, the n order bit required by the specific coefficient is obtained and the remaining n bits are truncated so that 2n bit output truncated to n bit. The modified 2D DWT architecture is proposed to enhance that it occupies less number of clock cycles, so that it improves in the speed of operation By comparing synthesis results for existing CSD multiplier and the proposed Radix-8 Booth multiplier achieves an improvement of nearly 29.02% Area Delay Product (ADP) and 26.13% Power Delay Product (PDP).
“…Design of the proposed work is done using Verilog HDL and the synthesis results are done in Cadence Genus of 90nm technology. The ASIC implementation results of proposed Radix8 Booth multiplier, CSD multiplier and Booth multiplier [16] are shown in Table 4 which shows parameters like delay, area and power. The ADP of the CSD architecture is 29.018% excess ADP (EADP) and for booth multiplier it is 28.22% EADP than proposed Booth multiplier and the PDP of the CSD architecture is 26.12% excess PDP (EPDP) and in booth multiplier it is 34.97% EPDP than proposed architecture are computed and it shows how much better performances does the proposed method gives than the existed method relating to area and power.…”
Section: Resultsmentioning
confidence: 99%
“…The total number of hardware components used in the 2D DWT is shown in Table 3. Below table comprises of the total number of registers, XOR/XNOR, AND/OR/NOR/NAND gates and latency required for the implementation of the 2DDWT architecture for CSD implementation, Booth multiplier [16] and proposed architecture. The CSD implementation consumes more number of registers and the proposed architecture requires less number of registers.…”
This paper presents a modified 2D Discrete Wavelet Transform (DWT) architecture with a proposed 16bit Radix8 Booth multiplier. Existing architecture makes use of Canonic Sign Digit (CSD) representation and when replaced the CSD multiplier with the proposed 16-bit Radix8 Booth multiplier it achieves better performance with small area and low power. In proposed Radix-8 Booth multiplier, the necessary product terms are generated and the remaining terms are truncated. In this method, the n order bit required by the specific coefficient is obtained and the remaining n bits are truncated so that 2n bit output truncated to n bit. The modified 2D DWT architecture is proposed to enhance that it occupies less number of clock cycles, so that it improves in the speed of operation By comparing synthesis results for existing CSD multiplier and the proposed Radix-8 Booth multiplier achieves an improvement of nearly 29.02% Area Delay Product (ADP) and 26.13% Power Delay Product (PDP).
“…Default are the remaining parameters). The architectures for multipliers based on 8-bit MLAC 4 and the recent roughly CMOS (45nm) [25] are not directly comparable with the plurality logic b.…”
Approximate calculations are a new nanotechnology paradigm for improving efficiency and reducing energy use. Most of the logic extends to many contemporary nanotechnological developments and is used for the design of digital circuits in its basic portion (3 input plurality, MV). This paper suggests implementations of additional compressors and ML multiplicators. An additional bit discovery circuit is used for the proposed compressors. The size of the multiplier is calculated by a control factor for the importance of different extra bits. The designs proposed are tested with hardware (for example, time frame and port complexity) as well as with error calculation. These designs have superior performance in terms of area and delay. The validity of the proposed designs is also shown by case tests of the error resistance implementation.
“…Unlike RPA-based designs, folded design involves simple control circuitry and it has 100 % HUE. Keeping this in view, several architectures based have been proposed for efficient implementation of lifting 2-D DWT [5][6][7][8][9][10][11][12]. Most of the designs differ by their number of arithmetic components, on-chip memory, cycle period and throughput rate.…”
In this paper we have proposed a look-up-table (LUT) based structure for high-throughput implementation of multilevel lifting DWT. The proposed structure can process one block of samples to achieve high-throughput rate. Compared with the best of the similar existing structure, it does not involves any multipliers but it requires more adders and 21504 extra ROM words for J=3; its offers less critical path delay as compared to exiting structure. Synthesis results show that proposed structure has less ADP 56% less area and 13% less power compared to existing structure for block size J=2. Similarly proposed structure has 64% ADP and less power 21% as compared to existing structure for J=3. The proposed structure is fully scalable for higher block-sizes and it can offer flexibility to derive area-delay efficient structures for various applications.
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