首页> 外国专利> FUNCTIONAL STRUCTURE FOR PARALLEL-SERIAL MULTIPLIER f_Σ(Σ) IN POSITION FORMAT OF MULTIPLICANT m_jf(2ⁿ) AND MULTIPLIER n_if(2ⁿ) WITH MINIMISED PROCEDURE OF FORMING FIRST LEVEL INTERMEDIATE SUMS f_1..kS_j+2 OF PARTIAL PRODUCTS, WHERE k IS NUMBER OF FIRST LEVEL INTERMEDIAT SUMS (VERSIONS)

FUNCTIONAL STRUCTURE FOR PARALLEL-SERIAL MULTIPLIER f_Σ(Σ) IN POSITION FORMAT OF MULTIPLICANT m_jf(2ⁿ) AND MULTIPLIER n_if(2ⁿ) WITH MINIMISED PROCEDURE OF FORMING FIRST LEVEL INTERMEDIATE SUMS f_1..kS_j+2 OF PARTIAL PRODUCTS, WHERE k IS NUMBER OF FIRST LEVEL INTERMEDIAT SUMS (VERSIONS)

机译：[m _{j ] f（2 ^{n ）和乘法器[[m _{j ] f（2） n _{i ] f（2 ^{n ），具有形成第一级中间和解f _{1..k [S _{j + 2 ]的部分产品，其中k是第一级中间和（版本）的数量}}}}}}}

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FIELD: information technology.;SUBSTANCE: in the first version, the multiplier design has four adders, linear logic functions AND, as well as three linear logic functions OR for generating intermediate sums of partial products of the first level of summation, wherein functional structure of the adders is adapted to receive position-sign arguments of intermediate sums of partial products.;EFFECT: simple functional structure of a parallel-serial multiplier and high speed of operation of the multiplier.;4 cl

机译：技术领域：信息技术;实质：在第一版本中，乘法器设计具有四个加法器，线性逻辑函数AND，以及三个线性逻辑函数OR，用于生成第一级求和的部分乘积的中间和。加法器的作用是接收部分乘积的中间和的位置符号自变量。效果：并行串行乘法器的简单功能结构和乘法器的高速运算。4 cl

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公开/公告号RU2422880C1

专利类型
公开/公告日2011-06-27

原文格式PDF
申请/专利权人 PETRENKO LEV PETROVICH;
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申请/专利号RU20100110852
发明设计人 PETRENKO LEV PETROVICH;
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申请日2010-03-22
分类号G06F7/527;
国家 RU
入库时间 2022-08-21 17:48:21

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FUNCTIONAL STRUCTURE FOR PARALLEL-SERIAL MULTIPLIER fΣ(Σ) IN POSITION FORMAT OF MULTIPLICANT mjf(2n) AND MULTIPLIER nif(2n) WITH MINIMISED PROCEDURE OF FORMING FIRST LEVEL INTERMEDIATE SUMS f1..kSj+2 OF PARTIAL PRODUCTS, WHERE k IS NUMBER OF FIRST LEVEL INTERMEDIAT SUMS (VERSIONS)

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FUNCTIONAL STRUCTURE FOR PARALLEL-SERIAL MULTIPLIER f_Σ(Σ) IN POSITION FORMAT OF MULTIPLICANT m_jf(2ⁿ) AND MULTIPLIER n_if(2ⁿ) WITH MINIMISED PROCEDURE OF FORMING FIRST LEVEL INTERMEDIATE SUMS f_1..kS_j+2 OF PARTIAL PRODUCTS, WHERE k IS NUMBER OF FIRST LEVEL INTERMEDIAT SUMS (VERSIONS)