Канадаhttps://ir.lib.vntu.edu.ua//handle/123456789/94382026-04-22T17:31:56Z2026-04-22T17:31:56ZDevice for reducing irrational-base codes to minimal formStakhov, Alexei P.Kozak, Andrei A.Solyanichenko, Nikolai A.Kuzmin, Ivan V.Azarov, Alexei D.Стахов, Олексій ПетровичКозак, Андрій АндрійовичСоляніченко, Микола ОлександровичКузьмін, Іван ВасильовичАзаров, Олексій ДмитровичСтахов, Алексей ПетровичКозак, Андрей АндреевичСоляниченко, Николай АлександровичКузьмин, Иван ВасильевичАзаров, Алексей Дмитриевичhttps://ir.lib.vntu.edu.ua//handle/123456789/94442016-04-14T00:00:38Z1982-09-21T00:00:00ZDevice for reducing irrational-base codes to minimal form
Stakhov, Alexei P.; Kozak, Andrei A.; Solyanichenko, Nikolai A.; Kuzmin, Ivan V.; Azarov, Alexei D.; Стахов, Олексій Петрович; Козак, Андрій Андрійович; Соляніченко, Микола Олександрович; Кузьмін, Іван Васильович; Азаров, Олексій Дмитрович; Стахов, Алексей Петрович; Козак, Андрей Андреевич; Соляниченко, Николай Александрович; Кузьмин, Иван Васильевич; Азаров, Алексей Дмитриевич
Abstract of the Disclosure
A device for reducing irrational-base codes to a mini-
mal form, comprising "n" identical functional cells whereof
each l-th cell incorporates a flip-flop with a count input
and an AND convolution element intended to evaluate the por-
sibility of performing the operation of convoluting the
(l-I)-th and (l-p-I)-th code digits to the l-th code digit.
One of the inputs of the AND convolution element is connect-
ed to an inverting output of the flip-flop whose direct out-
put serves as an information output of the l-th functional
cell; the flip-flop has its set, reset and count inputs con-
nected to an information input, a convolution set input and
an inversion signal input, respectively, of the l-th func-
tional cell, which latter input is connected to an informa-
tion output of the (l-I)-th functional cell. The remaining
inputs of the AND convolution element are a first convolution
signal input, a second convolution signal input and convo-
lution control input of the l-th functional cell. An output
of the AND convolution element is a convolution signal output
of the l-th funtional cell, which output is connected to a
first convolution signal input and a second convolution sign-
al input of the (l-I)-th and (l-p-I)-th functional cells.
1982-09-21T00:00:00ZConverter for converting P-codes into analog valuesStakhov, Alexei P.Azarov, Alexei D.Мoiseev, Vyacheslav I.Uzhvak, Yury N.Vekhovoi, Viktor P.Стахов, Олексій ПетровичАзаров, Олексій ДмитровичСтахов, Алексей ПетровичАзаров, Алексей ДмитриевичМоисеев, Вячеслав И.Верховой, Виктор П.https://ir.lib.vntu.edu.ua//handle/123456789/94432016-04-14T00:00:28Z1984-04-17T00:00:00ZConverter for converting P-codes into analog values
Stakhov, Alexei P.; Azarov, Alexei D.; Мoiseev, Vyacheslav I.; Uzhvak, Yury N.; Vekhovoi, Viktor P.; Стахов, Олексій Петрович; Азаров, Олексій Дмитрович; Стахов, Алексей Петрович; Азаров, Алексей Дмитриевич; Моисеев, Вячеслав И.; Верховой, Виктор П.
The proposed converter comprises means for code permutation, meas for separating a difference between output signal levens, means for storing numbers of faulty positions, meams for selecting a type of permutation, and control means, which means when taken in a combination provide for determining numbers of faulty positions accurate to one bit position, and for correct conversion of a digital value into an analog eguivalent in a case of the presense of a certain number of faulty positions in the converter, said conversion being based upon the main relationships between the code bit position weights of a final golden proportion, and Fibonacci p-codes.
1984-04-17T00:00:00Z