FUNCTIONAL STRUCTURE OF CONDITIONALLY "i" POSITION OF PARALLEL ADDER FOR TERNARY NUMBER SYSTEM f(+1,0,-1) IN ITS POSITION-SIGN FORMAT f(+/-) Russian patent published in 2010 - IPC G06F7/505 

Abstract RU 2380741 C1

FIELD: information technologies.

SUBSTANCE: invention may be used for building arithmetic units and executing arithmetic operations of summing up and subtracting in position-sign codes. Each adder position is made in the form of two structurally equivalent channels - positive and conditionally negative channels for summing up summands. In one of the implementation versions, each channel includes four OR gates, three OR-NOT gates, six AND gates, AND-NOT gate.

EFFECT: device speedup.

2 cl, 9 dwg, 4 ex

Similar patents RU2380741C1

Title Year Author Number
FUNCTIONAL DESIGN OF PARALLEL POSITION-SIGN ADDER OF ARGUMENTS OF TERMS OF TWO FORMATS OF BINARY NUMBER SYSTEM f(2) AND POSITION-SIGN NUMBER SYSTEM f(+/-) (VERSIONS) 2008
  • Petrenko Lev Petrovich
RU2390050C2
INPUT STRUCTURE FOR PARALLEL ADDER IN POSITION-SIGN CODES f(+/-)(VERSIONS) 2007
  • Petrenko Lev Petrovich
RU2378682C2
FUNCTIONAL INPUT STRUCTURE OF ADDER WITH SELECTIVE LOGIC DIFFERENTIATION d*/dn OF FIRST INTERMEDIATE SUM ±[S ] OF MINIMISED ARGUMENTS OF TERMS ±[n]f(+/-) and ±[m]f(+/-) (VERSIONS) 2009
  • Petrenko Lev Petrovich
RU2424548C1
FUNCTIONAL STRUCTURE OF A TRANSFORMER OF PRELIMINARY FA f [n]&[m](2) OF PARALLEL-SERIAL MULTIPLICATOR f (Σ) CONDITIONALLY, OF "i" DIGIT TO SUM UP OF POSITIONAL ADDITIVE OF SUMS [n]f(2) AND [m]f(2) OF PARTIAL PRODUCTS USING ARITHMETICAL AXIOMS OF TERNARY NOTATION f(+1, 0, -1) WITH THE FORMATION OF A RESULTING SUM [S]f(2) IN A POSITIONAL FORMAT 2010
  • Petrenko Lev Petrovich
RU2443008C1
METHOD PARALLEL BOOLEAN SUMMATION OF ANALOGUE SIGNALS OF COMPONENTS EQUIVALENT TO BINARY NUMBER SYSTEM AND DEVICE TO THIS END 2006
  • Petrenko Lev Petrovich
RU2362205C2
FUNCTIONAL STRUCTURE OF ADDER f(Σ) OF ARBITRARY "i" BIT FOR LOGIC-DYNAMIC PROCESS OF SUMMATION OF POSITIONAL ARGUMENTS OF TERMS [n]f(2) and [m]f(2) USING ARITHMETIC AXIOMS OF TERNARY NUMBER SYSTEM f(+1,0,-1) (VERSIONS OF RUSSIAN LOGIC) 2010
  • Petrenko Lev Petrovich
RU2429522C1
FUNCTIONAL STRUCTURE OF SELECTIVE LOGICAL DIFFERENTIATION OF ARGUMENTS OF BINARY SYSTEM FORMAT f(2) 2008
  • Petrenko Lev Petrovich
RU2373640C1
FUNCTIONAL STRUCTURE OF PARALLEL ADDER FOR MULTIPLICATION, WHEREIN ARGUMENTS OFTERMS OF PARTIAL PRODUCTS ARE ARGUMENTS OF TERNARY NUMBER SYSTEM f(+1,0,-1) IN POSITIONAL-SIGN FORMAT THEREOF f(+/-) (VERSIONS) 2008
  • Petrenko Lev Petrovich
RU2386162C2
METHOD OF GENERATING LOGIC-DYNAMIC PROCESS OF CONVERTING CONDITIONALLY MINIMISED STRUCTURES OF ARGUMENTS OF ANALOGUE SIGNALS OF TERMS [n]f(+/-) AND [m]f(+/-) IN FUNCTIONAL ADDER STRUCTURE f(Σ) WITHOUT RIPPLE CARRY f(←←) AND PROCESS CYCLE ∆t → 5∙f(&)-AND FIVE CONDITIONAL LOGIC FUNCTIONS f(&)-AND, REALISED USING PROCEDURE FOR SIMULTANEOUS CONVERSION OF ARGUMENTS OF TERMS THROUGH ARITHMETIC AXIOMS OF TERNARY NUMBER SYSTEM f(+1,0,-1) AND FUNCTIONAL STRUCTURES FOR REALISATION THEREOF (VERSION OF RUSSIAN LOGIC) 2013
  • Petrenko Lev Petrovich
RU2523876C1
DEVICE FOR PARALLEL BOOLEAN SUMMATION OF ANALOGUE SIGNALS OF TERMS EQUIVALENT TO BINARY NUMBER SYSTEM 2006
  • Petrenko Lev Petrovich
RU2363978C2

RU 2 380 741 C1

Authors

Petrenko Lev Petrovich

Dates

2010-01-27Published

2008-04-29Filed