floating-point adder 中文意思是什麼
floating-point adder
解釋
浮點加法器-
The data and conclusions prove that these designs are better than the original ones ; the floating - point adder is really optimized
實驗證明這些設計的性能都比原有設計有所提高，達到了優化浮點加法器的目的。 -
The main research area is the structure optimization of floating - point adder, which is intent to minimize the delay of floating - point addition and optimize the circuit structure
主要研究方向是優化浮點加法器結構，減小浮點加法運算的延遲，優化電路結構。 -
The algorithm and its implementation of the leading zero anticipation are very vital for the performance of a high - speed floating - point adder in today s state of art microprocessor design. unfortunately, in predicting " shift amount " by a conventional lza design, the result could be off by one position. this paper presents a novel parallel error detection algorithm for a general - case lza
目前國際上已有很多演算法對前導0預測演算法進行了研究，但是出於設計方法和延遲等方面的限制，大部分前導0預測演算法都為非精確演算法，其預測結果可能與真實加法結果中前導0的個數產生一位的誤差，這個誤差需要在浮點加法的后規格化過程中進行修正，因此反過來又增加了浮點加減演算法的關鍵路徑延遲。 -
After that, it gives the measures of designing dsp ' s assembler as a part of the dsp ' s software development environment together with the c - compiler. moreover, this paper explores the method of design the floating - point arithmetic unit. referring to the ieee754 - 1985 standard for binary floating - point arithmetic, the algorithm and the behavior description of floating - point adder and multiplier is given, and the simulation and verification is shown at the end of this paper
此外，本文還對處理器的浮點運算單元設計做了初步的研究，以ansi ieee - 754浮點數二進制標準為參考，借鑒了經典的定點加法器和乘法器的設計，嘗試性的給出了浮點加法單元和乘法單元的實現模型和行為級上的硬體描述，並對其進行模擬和驗證。 -
The primary contents and innovations of this article are introduced below. in order to take advantage of the high speed of calculation, and at the same time, improve the accuracy and dynamic - range of the algorithm, three kinds of multi - input floating point adder algorithm ( fpa ) are summarized and a high - performance multi - input fpa structure is put forward with a self - defined floating point format. the performance of the high - performance structure on calculation speed and logic resource consuming is better than the normal structure
論文的主要工作及創新點如下:為了充分利用fpga處理速度快的特點，同時盡量提高演算法的精度及動態范圍，本文在對浮點加法器演算法進行深入研究的基礎上，規納總結了三種不同的多輸入浮點加法器演算法，並創造性地提出了一種高效的多輸入浮點加法器結構及一種適合於fpga實現的自定義浮點數格式，這種高效的結構在所需的邏輯資源和運算速度上均遠優于傳統的多輸入結構。
分享友人