• Title/Summary/Keyword: Decimal Floating-Point Adder

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Design of Decimal Floating-Point Adder for High Speed Operation with Leading Zero Anticipator (선행 제로 예측기를 이용한 고속 연산 십진 부동소수점 가산기 설계)

  • Yun, Hyoung-Kie;Moon, Dai-Tchul
    • Journal of the Korea Institute of Information and Communication Engineering
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    • v.19 no.2
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    • pp.407-413
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    • 2015
  • In this paper, a DFPA(decimal floating-point adder) designed a pipeline structure that uses a LZA(leading zero anticipator) to reduce critical route to shorten delay to improve the speed of operation processing. The evaluation and verification of performance of proposed DFPA applied the Flowrian tool with simulation and Cyclone III FPGA was set as the target on the Quartus II tool for the synthesis. The proposed method compared and verified to proposed the other method using same input data. As a result, the performance of proposed method is improved 11.2% and 5.9% more than L.K.Wang's method and etc.. Also, it is confirmed that improvement of operation processing speed and reduction of the number of delay elements on critical path.

Design of Dual-Path Decimal Floating-Point Adder (이중 경로 십진 부동소수점 가산기 설계)

  • Lee, Chang-Ho;Kim, Ji-Won;Hwang, In-Guk;Choi, Sang-Bang
    • Journal of the Institute of Electronics and Information Engineers
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    • v.49 no.9
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    • pp.183-195
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    • 2012
  • We propose a variable-latency Decimal Floating Point(DFP) adder which adopts the dual data path scheme. It is to speed addition and subtraction of operand that has identical exponents. The proposed DFP adder makes use of L. K. Wang's operand alignment algorithm, but operates through high speed data-path in guaranteed accuracy range. Synthesis results show that the area of the proposed DFP adder is increased by 8.26% compared to the L. K. Wang's DFP adder, though critical path delay is reduced by 10.54%. It also operates at 13.65% reduced path than critical path in case of an operation which has two DFP operands with identical exponents. We prove that the proposed DFP adder shows higher efficiency than L. K. Wang's DFP adder when the ratio of identical exponents is larger than 2%.