SCIENCE, RESEARCH, DEVELOPMENT #10 TECHNICS AND TECHNOLOGY. London 30.10.2018- 31.10.2018

 

 

ÎÐÃÀÍÈÇÀÖÈß ÊÐÓÃÎÂÎÃÎ ËÅÑÍÎÃÎ ÏÈÒÎÌÍÈÊÀ

ÁÛÐÄÈÍ Ï. Â., ÁÛÐÄÈÍÀ Ñ. Ñ.................................7

ÀËÃÎÐÈÒÌÛ ÑÎÐÒÈÐÎÂÊÈ

ÒÛÍÜßÍΠÀ. Ä.................................11

ÀËÃÎÐÈÒÌ Ï×ÅËÈÍÎÉ ÊÎËÎÍÈÈ

ÔÅÄÓÍ Ó.À.................................15

RESEARCH AND CONTROL OF THE VISCOSITY OF MOTOR OILS DEPENDING ON THE SHEAR RATE

IENINA ².²., CHORNOHLAZOVA H.V., MUNSHTUKOV I.V.................................17

DEVELOPMENT OF A CONTROL SYSTEM FOR THE RADIAL PRESSING OF CONCRETE PIPES

YENINA Y.N., MATSUI A.V.................................20

TECHNOLOGY OF SORTING VEGETABLES AND FRUITS WITH VIDEOSIGNAL

TSVIRKUN L.,  TSVIRKUN S. .................................24

ÎÏÈÑÀÍÈÅ ÒÅÕÍÎËÎÃÈ×ÅÑÊÈÕ ÑÕÅÌ ÓÁÎÐÊÈ ÇÀÕËÀÌËÅÍÍÎÑÒÈ ËÅÑÀ È ÎÒ ÅÑÒÅÑÒÂÅÍÍÎÃÎ ÎÒÏÀÄÀ

ÃÀÐÓÑ È.À., ÃÀÐÓÑ Å.À., ÁÎËÜØÅØÀÏÎÂ Ì.Ñ.................................26

ÍÅÊÎÒÎÐÛÅ ÎÑÎÁÅÍÍÎÑÒÈ ÂÎÑÑÒÀÍÎÂËÅÍÈß ËÅÑÎÂ: ÑÏÎÑÎÁÛ È ÏÅÐÑÏÅÊÒÈÂÛ

ÃÀÐÓÑ È.À., ÃÀÐÓÑ Å.À., ÑÓÐÒÀÅÂ Â.À.................................29

²ÍÔÎÐÌÀÖ²ÉͲ ÒÅÕÍÎËÎò¯ ÊÎÍÒÐÎËÞ ÎÏÅÐÀÖ²É Ç ÁÀÍʲÂÑÜÊÈÌÈ ÊÀÐÒÊÀÌÈ

ÒÊÀ×ÅÍÊÎ Î.²., ²ÂÀÍΠÌ.À.................................31

ÑÈÑÒÅÌÈ-ÌÅÑÅÍÄÆÅÐÈ: ÄÅßʲ ÀÑÏÅÊÒÈ ÎÏÒÈ̲ÇÀÖ²¯ ÑϲËÊÓÂÀÍÍß

ÒÊÀ×ÅÍÊÎ Î.À., ÒÊÀ×ÅÍÊÎ Ê.Î., ØÅÑÒÀÊÎÂÀ Â.Ì.................................35

Ê ÒÅÐÌÎÄÈÍÀÌÈÊÅ ÏÐÎÖÅÑÑΠÂÎÑÑÒÀÍÎÂËÅÍÈß ÆÅËÅÇÀ ÈÇ ÅÃÎ ÎÊÑÈÄΠ ÑÛÐÎÄÓÒÍÎÌ ÃÎÐÍÅ. ×ÀÑÒÜ 1. ΠÂÎÑÑÒÀÍÎÂËÅÍÈÈ ÎÊÑÈÄÎÌ ÓÃËÅÐÎÄÀ

ÏÀÍÒÅÉÊÎÂ Ñ. Ï.................................39

INFLUENCE OF VELOCITY ON TEMPERATURE OF FLUID FLOW IN PACKET CHOKES

D. CHEMEZOV. M.KULIKOV, I. MEDVEDEVA, I. PAVLUHINA, T. LUKYANOVA, P. NIKITINA              48

ÏÎÊÀÇÍÈÊÈ ÒÅÕÍÎËÎò×ÍÎÑÒ² ÎÁ’ªÌÍÈÕ Ã²ÄÐÀÂ˲×ÍÈÕ ÒÐÀÍÑÌ²Ñ²É ÏÐÈ ÒÅÕͲ×ÍÎÌÓ ÎÁÑËÓÃÎÂÓÂÀÍͲ

ËߨÅÍÊÎ Ä. Î., ÌÅËÜßÍÖΠÏ.Ò.................................52

ÑÏÎÑÎÁÈ ²ÍÒÅÑÈÔ²ÊÀÖ²¯ ÒÀ ϲÄÂÈÙÅÍÍß ßÊÎÑÒ² Î×ÈÑÒÊÈ ÀÊѲÀËÜÍÎ-ÏÎÐØÍÅÂÈÕ Ã²ÄÐÎÌÀØÈÍ Â ÒÅÕÍÎËÎò×ÍÎÌÓ ÏÐÎÖÅѲ ¯Õ ÐÅÌÎÍÒÓ

ÌÈÑÍÈÊ Ì. À., ÌÅËÜßÍÖΠÏ.Ò.................................56

ÇÀÁÅÇÏÅ×ÅÍÍß ÐÅÑÓÐÑÓ Ã²ÄÐÀÂ˲×ÍÈÕ ÍÀÑÎѲ ÍÀ ÎÑÍβ ÀÍÀ˲ÇÓ ÒÈÏÎÂÈÕ ÄÅÔÅÊҲ ÒÀ ÑÏÎÑÎÁ²Â ¯Õ ÓÑÓÍÅÍÍß

ÐÓÑÀÊÅÂÈ× Ä. Â., ÌÅËÜßÍÖΠÏ.Ò.................................63

ÑÏÎѲÁ ÏÅÐÅÄÐÅÌÎÍÒÍÎÃΠIJÀÃÍÎÑÒÓÂÀÍÍß  ÍÀÑÎѲ ÑÈÑÒÅÌÈ ÌÀÙÅÍÍß ÀÂÒÎÒÐÀÊÒÎÐÍÈÕ ÄÂÈÃÓͲÂ

ÐßÁÊÎ ª. Þ., ÌÅËÜßÍÖΠÏ.Ò.................................68

BAYESIAN NEURAL NETWORK

IVANENKO V. Y., OLEYNIK E. V.................................73

ËÈÍÅÉÍÎÅ ÄÈÔÔÅÐÅÍÖÈÀËÜÍÎÅ ÓÐÀÂÍÅÍÈÅ Ñ ÏÅÐÅÌÅÍÍÛÌÈ ÊÎÝÔÔÈÖÈÅÍÒÀÌÈ

ÃÀËÈÅÂÀ Ð. Õ.................................78

ÐÅØÅÍÈÅ ËÈÍÅÉÍÎÉ ÎÄÍÎÐÎÄÍÎÉ ÑÈÑÒÅÌÛ ÄÈÔÔÅÐÅÍÖÈÀËÜÍÛÕ ÓÐÀÂÍÅÍÈÉ Ñ ÏÎÑÒÎßÍÍÛÌÈ ÊÎÝÔÔÈÖÈÅÍÒÀÌÈ ÌÅÒÎÄÎÌ ÝÉËÅÐÀ

ÃÀËÈÌÜßÍÎÂÀ Ë. Ô.................................82

ËÈÍÅÉÍÛÅ ÍÅÎÄÍÎÐÎÄÍÛÅ ÑÈÑÒÅÌÛ ÄÈÔÔÅÐÅÍÖÈÀËÜÍÛÕ ÓÐÀÂÍÅÍÈÉ Ñ ÏÎÑÒÎßÍÍÛÌÈ ÊÎÝÔÔÈÖÈÅÍÒÀÌÈ. ÌÅÒÎÄ ÂÀÐÈÀÖÈÈ ÏÐÎÈÇÂÎËÜÍÛÕ ÏÎÑÒÎßÍÍÛÕ

ÃÈÌÀÅÂÀ À. Á. .................................86

ËÈÍÅÉÍÛÅ ÎÄÍÎÐÎÄÍÛÅ ÄÈÔÔÅÐÅÍÖÈÀËÜÍÛÅ ÓÐÀÂÍÅÍÈß N-ÃÎ ÏÎÐßÄÊÀ Ñ ÏÎÑÒÎßÍÍÛÌÈ ÊÎÝÔÔÈÖÈÅÍÒÀÌÈ

ÅÃÎÐÎÂÀ Ä.Â.................................90

ÄÈÔÔÅÐÅÍÖÈÀËÜÍÛÅ ÓÐÀÂÍÅÍÈß 1-ÃÎ ÏÎÐßÄÊÀ. ÓÐÀÂÍÅÍÈß Ñ ÐÀÇÄÅËßÞÙÈÌÈÑß ÏÅÐÅÌÅÍÍÛÌÈ

ÈÑÕÀÊÎÂÀ Ã. Ð.................................92

THREE PARADOXES OF PROBABILITY THEORY

ANDRUSHCHENKO M.................................96

PARADOX OF MONTY HALL AS MODEL OF REAL PROCESSES

LIUTOVA K.................................99

ÐÅØÅÍÈÅ ÑÈÑÒÅÌ ËÈÍÅÉÍÛÕ ÎÄÍÎÐÎÄÍÛÕ ÄÈÔÔÅÐÅÍÖÈÀËÜÍÛÕ ÓÐÀÂÍÅÍÈÉ Ñ ÏÎÑÒÎßÍÍÛÌÈ ÊÎÝÔÔÈÖÅÍÒÀÌÈ

ÅÐÌÈËÎÂÀ Þ. ÑÅÐÃÅÅÂÍÀ.................................101

ÇÀÄÀ×È ÍÀ ÏÎËÍÎÅ ÈÑÑËÅÄÎÂÀÍÈÅ ÔÓÍÊÖÈÉ È ÏÎÑÒÐÎÅÍÈÅ ÈÕ ÃÐÀÔÈÊÎÂ

ÇÀÐÈÏÎÂÀ Ë. Ç.................................105

ÍÅÊÎÒÎÐÛÅ ÏÐÈÌÅÍÅÍÈß ÏÐÎÈÇÂÎÄÍÎÉ ÏÐÈ ÐÅØÅÍÈÈ ÍÅÐÀÂÅÍÑÒÂ

ÊÀÌÓ×ÅÂÀ Ä. À.................................110

ÐÅØÅÍÈÅ ÍÅÎÄÍÎÐÎÄÍÎÉ ÑÈÑÒÅÌÛ ÄÈÔÔÅÐÅÍÖÈÀËÜÍÛÕ ÓÐÀÂÍÅÍÈÉ ÌÅÒÎÄÎÌ ÂÀÐÈÀÖÈÈ ÏÐÎÈÇÂÎËÜÍÛÕ ÏÎÑÒÎßÍÍÛÕ

ÊÀÐÀÒÅÅÂÀ Ä. Â.................................113

ÌÅÒÎÄ ÂÀÐÈÀÖÈÈ ÏÐÎÈÇÂÎËÜÍÛÕ ÏÎÑÒÎßÍÍÛÕ ÄËß ËÈÍÅÉÍÎÃÎ ÍÅÎÄÍÎÐÎÄÍÎÃÎ ÓÐÀÂÍÅÍÈß ÂÒÎÐÎÃÎ ÏÎÐßÄÊÀ Ñ ÏÎÑÒÎßÍÛÌÈ ÊÎÝÔÔÈÖÈÅÍÒÀÌÈ

ÑÈÌÀÊÎÂÀ À. Â.................................117

ÐÅØÅÍÈÅ ÇÀÄÀ×È ÊÎØÈ ÄËß ÎÁÛÊÍÎÂÅÍÍÛÕ ËÈÍÅÉÍÛÕ ÄÈÔÔÅÐÅÍÖÈÀËÜÍÛÕ ÓÐÀÂÍÅÍÈÉ Ñ ÏÎÑÒÎßÍÍÛÌÈ ÊÎÝÔÔÈÖÈÅÍÒÀÌÈ

ÄÎÐÛØÅÂÀ Ä. Ê.................................121

ËÈÍÅÉÍÀß ÎÄÍÎÐÎÄÍÀß ÑÈÑÒÅÌÀ ÄÈÔÔÅÐÅÍÖÈÀËÜÍÛÕ ÓÐÀÂÍÅÍÈÉ Ñ ÏÎÑÒÎßÍÍÛÌÈ ÊÎÝÔÔÈÖÈÅÍÒÀÌÈ

ÌÓÐÇÀËÈÅÂÀ Ç.Ç.................................124

PARADOXES IN PROBABILITY THEORY

TESLENKO D.................................128

ÎÁÐÀÇÎÂÀÍÈÅ ÄÅÔÅÊÒÎÂ Â ÏÎËÓÏÐÎÂÎÄÍÈÊÀÕ ÃÅÐÌÀÍÈß ÏÐÈ ÈÌÏÓËÜÑÍÎÌ ËÀÇÅÐÍÎÌ ÂÎÇÄÅÉÑÒÂÈÈ

ÍÀÄÒÎ×ÈÉ Â. À., ÒÀÐÀÑÎÂÀ Å. Â.................................132