SCIENTIFIC ABSTRACT SIDOROV, YU.P. - SIDOROVA,, I.I.

• Document Type: CREST
• Collection: Scientific Abstracts
• Document Number (FOIA) /ESDN (CREST): CIA-RDP86-00513R001550510019-4
• Release Decision: RIF
• Original Classification: S
• Document Page Count: 100
• Document Creation Date: November 2, 2016
• Document Release Date: August 23, 2000
• Sequence Number: 19
• Publication Date: December 31, 1967
• Content Type: SCIENTIFIC ABSTRACT

s/z,35/60/000/128/002/008
Eo36/EI!5
AU'FiIUR: 5 1 do:, ~~ k- YU, En~,inv,~r
TITLE; Present Day Semik.,,tiductor CApa-citors WLth Variable
Capacitan~e
PLRIODICAL~ Moscow. Avizitsiorinyy ingtitiit, Trudy~ No. 128, Moscow,
196o, PrLme,ieniye prluprov(.dntko-.rykh priborov v
a."latfilonrlykn ZAA.,ri~60inizheskikh untroystvakh;
,iborll.,P 'StAtF-V pp 9 - 27
TEXT: riie propert tet; of somi~ nv,iilable American and British
variable capacitancs? p--n jutiction dtodes are reviewed after a
brief ~enii-qu.-*litative eescriptioa ot the features of this type of
device, An ettensive table gives the principal parameters of the
,,e, .nitial capacitance,
dickies ;n.~luding maximum working voltag
range of capacitanze ~.hnngir!. snri~-.-; (both maximum and
typlCal)~ all',l tVl)14:,'Al ;) Valte8 ~-Y fUT1'Zt1OnS produced by
I-SI, Trans:tron Ferianti, Wiqhes and IRC Type of' junction is
aisi,) no+ed; wheAler !Lifu.-ied- In addition to this
table gral)hs -hcw the !enipera~-.ztp Aept-nden-c.? of the capacitance
at various, t-ias volteggs i,f part!c!.1ar produced by PS I
Card 112

M
uc-~J/ 1, 20/002 if Liu 8
C 11 Va r I ab 1 -3 Ca pac i taiice
,A lat if i - Semi,:(Midu tc,~ s I v. as weil as the ~errlperature
clependen.--e of' he 1117, e R 1 S ~ -x I I -, ~' --ilid of th- Q- is a ISO
plotted agains, fr iu e w7 The clata i zi !, 'i e t a b 1 e a r e from
pub 1 i she -1 1 n t ~, L,-.1 n 11v 1, c- tm-~ roi fa 1.1 re r!5
There are i3 fl(T-Arl~-S I t~tbl(.- atill 2"! r c f,~- r , 11,- e B 7 Soviet and
15 noti-.1sQV1;-1
LateLit English
Ro f 6 Vub I i I ria t I a
Ile f Pu b 1 1 c i Y ma t r
London, 1959 )
Ref,-9; Publif.ity material.
TE- 13 12
Ref, 10 - Public ity material,
Llt~ctroyit~ tidustries, 1959,
Transiti-on. Bull TE;-1340 A(3-59) and
IRC Hull- No. -.-,R-2u5-
Card. 2/2

SIDOROV, Yu. -P., G~ind or T-.1-i Sul -- (dics) "Inv~;,--Ivit:atlon of the
:!echen1s;m of Ure Control f)1- a Weft Thread In the Jaws of an Automatic
Loom," Mosco-,v, 1959, 12 ;)p (Nioscv.,i Textile Inotitute) (KL, 1-60, 123)

DAMSKIN, B.I., prof.. doktor takhn.rAuk; SIDGROT, Tu.P., kand.takhn.
nauk. inxh. 11-~~~~
Might way of UNIA9 the control sechaniess of looms. Toket.
prom. 20 no.6:27-'31 Js 160. (MINA 13 -'?)
(ZOCAM)

DAVASKIN, Boris IvanoTich,, daktor tekW6 mink; SIDGM) Turly Pavlovich.9
sIKAKIN, V.V., reteezzent; AMENOVA, bhvt;I:Lijv, 5-v-,
tekbn. red.
[Standardization and modernization of weft control mechanisms]
Normalizatsiia i modernizatsiia mekhanizmov kontrolia utochnoi
niti. 1.',oskva, Izd-vo nauchno-tekbn. lit-ry RSFSR, 1961. 108 p.
(MIRA 15:3)
(Looms)

GORITSKIY, Sergey Gennad'yeArich; GISBOV, D.V., retsenzent; SIVIKIN, V.V.,
retsenzent; S~N4QV, Yu.P., spets. red.; SOKOLOVA, V.Ye., red.;
SHVETSOV, S.V., tekIin--.--r--e-d-.-
[Basic problems in the development of the technology and equipment of
cotton weaving] 0snovnYe problery razvitiia tekhniki i tekhnologii
tkatskogo khlopchatobumazhnogo proizvodstva. Moslcva., Izd-vo nauchno-
tekhn. lit-ry RSFSR, 1961. 121 p. (MIRA 14:11)
(Cotton weaving)

GORDEYEV,.Vasiliy Aloksandrovicb; NEMWOVp Konstantin Pavlovicb;
VOLKOV, Pavel Vasillyevich; SIMAKIN,-V.V., retsenzent; SOKOLOV,
A.F., spots. red.; AjPq4QYj,ju*P.&p spots. red; AKMOVA, I.I.#
red.; VINOG W OVAp G.A., tekhn. red. I
(Cotton weaving] Kh3.c)pkotkachestvo. Moskyaj, Izd-vo nauchno.-
tekhn. lit-r7 jismp 1961. 5.17 p. (M3RA ;Lr,:.I)
(Cotton weavinc) (Looms)

SIDOAOV, Yuriy Favlo-vich; KOHOREV, Vasiliy Alaksandrovich; BELYSIIEV,
Ye.V-.I, retsenz~n't; ChUGMEVA, Ul.,, red.; TRISHBA, L.A..,
tekhn. red.
(The P-105 pnoumatic rend G-105B hydraulic loonmjPnevmaticheskio
P-105 i gidravlAcheskie G-105B tkatskie stanki. Moskva, Rostekh-
izdat, 1962. 85 P. (NnA 15:12)
(Looms)

AVAYEV, Sergey Aleksandrovich, kand. tekhn. nauk; BELOV, Vladimir
Pavlovich; ZINGYAN, Aleksandr AbramovUb; MIILVIDOV,
Nikolay Nikolayevich; SIDDROV Turly ftylovich; SVIGIN,
.9 - -- Fdg-erzWh , I
Petr Andreyevich; GP-RTM6',T. .:,-r t--*Ki&LOV A.P.,
retsenzent; CHUGREYE.VA,V.N., red.; VINOGRADC)VA,G.A., tekhn.red.
(Automatization of technological processes in the cotaton
industry) Avtomatizatsiia tekhnologicheskikh protsessov
khlopchatobumazhnoi promyshlenn6ati. Moskva, Gizlegprom,
1963. 279 p. (MIRA 16:11)
(Cotton machinery) (Automation)

Y,Oi~UREV, kuni. tckll~ri. itaulk;
nau-;nn. red
I.V.,, red.
b3asic trends in ui~ improverient of the design of looms
and the development of a new type of weaving machinei-j;
a survoyl Osi:(jvnye napravleniia u,,~ rive r:; hen 3tvov ani ia
kori,qLrukuli tkat:kikh 3tankov i suzdrinle tkat:3kikh ma-
shln novogo tipa; cbzor. Mcskva~ 190. 97 1). (Serilit 1I1:
lllovye mashArq, obcrudcvarlle 4. sredstva avLomatizateii, no.67)
IkIML4 17:10)
1. Noocow. T:~,--ntrallyqy ip..;tltut nauc-hno-tekhnicheskoy In-
formatsil po avioru.tizatsJ4 i mashinostroyerdyi.,.

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UR/2649/65/000/189/0033/0041 #-4.0
IAUMOR: Konakov P K.; Kumskov V. T.;
Sidorov. V0 S.
'TITIX: Solution to the problem of -IM24A heat
exchan er
e
4 tin a moving Gray medium
;with low optical density based on bound!a Iffir !Suat ons
r2Z~:Ttons
ISOURCE: Moscow. Institut inzhenerov zheleznodorozhnogo transporta. Trudy, no. 1899
11965. Issledovaniye teploobmena v toploenergeticheskikh ustanovkakh I v ustano ch
VkW
Idlya polucheniya. poluprovodnikovyki materialov (In4estigati n of heat-exchange In
0
Ithermal power unite and in equipmait for producing semiconductor materials), 33-41
beat exchange~,.grey b.)dy radiation, optical density, boundary layer
_JTOPIC TAGS: I
ABSTRACT: This article presents a solution to the problem of complex heat exchange,
in amoving gray medium-with-low c1ftical-density.- The solution Is based on boundary'--
Uayer equations. The complex trannfer of energy from the gray medium to a plate s
lexamined. A medium with density p,i kinematic viscosity v and temperature To runs
against the plate with velocity w0. A boundary layer is formed near the surface of
the plate. Let the temperature of the wall equal T W. It is assumed that the bound-,!'-
ary layer which is formed is lamineir. The nonlaothermal motion of the fluil is des-"
card 1/3
ions
625157
501.6419 er equat
Stag HRI. AT tes boundarl
*Ca eye
the moo,
~crlbed bY 04WX
+
W" ax dlr.,- Or
at +,W Z; . a?
equations is-. 4 4
steuk Cf for, he re- 1
ion to this SY 0.096.2(*-rl nt t
jhe 501ut M w 1', in th,,blndavY Uyer it'
)-T w5t is obtained for radia+-14
-T fie 'olution absorbin
tion of 0 beat ey-chavle*
V the tewp6reture ticle I #the Sr SO diist'dj-.'
ibes In this avl,,,,r during of compler. d the ra . -
solution descr the case increase * sro,4vaai4~-
I enGrV* medius is- __ -th
of therma in -t,,, boundary k for case Of
tor - I f the gray -In the
ttransfer of enera tion. fee 0 -inished,
flow in absOrP ', dens ity the ---- --
SU Vith octica layer is
edium gunda_VY
that when the
f Und enera in the N
f
low 0
e
Card

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62557-65
AT5016479
--ACCESSION NR: Equations.,
je wall disapPews,
enera lit tt
low of heat orig. art. has*. 3 figures,:2.
11,equilibrium, the overall f the overall heat flow
for determining
','~'are derived
(Institu 0
formulas.
!tables, 21 eznodo )zhuogo tramportat: Moscow
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;ACCESSION MR: ATS016480;- _t44U906/60/189/0041A052
W)THOR: Konakov, P. K.; Kumskov, If. T. Sldorov,Yu. P.: Sidorov. V. S.
Complex heat exchange4d Is
ydraulic drag in a moving; gray fluid with hAgh
'optical density
iSOURCE: Moscow. Institut inzhen;sr:,v.zhe1eznodorozhnogo transporta. Trudy no, 189,1
11965. Issledovaniye teploobmena v teploenergeticfiiesiki~h Ustanovkakh,--i'v ustano4kakh,
idl~-a--'p-o-lucheniya--p-olupmvodnikovykh materialov-11ovestigation of heat exchange in
ithermal power units and in equipment for. pr6duolng-semlconductor~-- mater1als)','__-_1k1_52
ITOPIC TAGS: thermodynamic analysis, heat exchangel.grey body, optical densityj
boundary layer, laminar flow
ABSTRACT: This article examines the problem of complex heat excha 'nge and hydraulic
drag in a moving gray fluid with bigh optical density. Let a stream of in 8-
compt's I
--sible--gray fluid with high optica:1 .density strike a plate with velocity w0 (see fig
I of the Ena_os_u_re_)_.Fe-ar the-surface-of-the-plate a laminar boundary layer is I
,formed of thickness 8= 4W. During nonisothermal motion-of a me empera--~_
I . .-
iture To a temperature boundary larer 6 4W is also formed near the'vall. Physl-
T
Card 1/3

1 62556-65
!ACCESSION NR: AT5016480
ical characteristics of.the medium: :density coefficient of heat conductivit
;coefficient of absorption X coefficitnt of.kinematic viscosity v are assumed con-
istant. Transfer of heat energy In ibe gray,fluid is-determined by-con~ective and
1radiant components. Because of thiti, the energy equation must be completed by-a
~term which takes account of radiant~heat exchange. These considerations are used
in setting up laminar boundary laye*7 equations. On the basis of these equations.cal-.-~'--
culated relationships are derived f)r hydraulic resistance and heat exchange during
-1movement of. gray fluids. Variation in the,optical density of the.fluid to a Sig-,
nificant degree deter-mines the value of the radiation components of thp.complex heat,.*
.exchange, Analysis of the solutions sho-ws-that.bydrodynamics is a determining fac'!1
tor for intensification not only of convective but also of complex heat exchange.
For gray fluids with very high optical.density the share of radiant transfer of
energy is diminished. Orig. art. t,as: I figure, 35 formulas,
ASSOCIATION: Institut inzhonerov iftel6zaodombnogo transporta, Moscow (Inatitute-
Railr
asmortation Uginears)
ENCIS. 01 SUB CODE- TD9 ME
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GORDEYEV, Vasilly A.Ickstindrovich; GWIKOV, V.K., kand. I.ekmi.
rlauk) ret-senzenL; ISAKOV, kand. t(Ahr.. n(Auk,
retsenzentj..,~~1,0.16V, Yu.P., ?and. tekhn. zrauk, re%::enzerA,
AGADZHAIIOVA, .
.V
[Dynamics of the mechanisms for warp releasing and tengict.-
ing in loor.81 Dinamika mekhanimov otpuska I natlazhenila
osnovy tkatskikh stankov. Moskva, I.egkaia Industriia., 1965.
223 1;. (MIRA .18.10)

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SIDOROV, Yu. V. Cand Phys-Wath Sci -- (diss) "Solution of Caushyts problem
for systems of linear differential equStions in partial derivatives Weihing
more than unity." Moa, 1957. 8 pp (Los Order of Lenin and Order of Labor
Red banner State Univ im 14. V. Lomonosov. Meohanical-Math Faculty), (KL, 43-57, 86)
-5-

SIDOROV, Yu.V.
2.
Solving Cauchy I a problem for the equation 236,- + Z- !n:" L'A- = 0.
Usp.mat.nauk 12 no.4:341-348 Jl-Ag '57. -,3, t I-
(MIRA 10:10)
(Differentinl equations, Partial)

j L
AUTHORS SIDOROV, Yu.V. 20-4-10/51
TITLES The Cauchy Problem.for Systeas of.lize&r PartisI.Differential.
Equations With the Weight.GrBater Than One (Zad&ch& Xashi dlya
sistem linsynykk difforontsiallufth uraynoniy v ah&atnykh
proizvodnykh a vases 1b*l'*h* odinitay)
PERIODICAL: Dokl&dy Akademii Nauk 338R, 1957, Vol. 1 16PNr. 4,PP*560-563 (USSR)
ABSTRACT& The author conAiders the Cauchy problem ,
n,u f, (k,,,kl,..kd
;6~ Aij M
t 1 ;-1
(2) k It-0-
+k i+..+k4~j
(wv2p-p)
ki 'a X-a
5t 0 ~Xl
(i-1,29-.,pl k-1,2,..n
n
Here denotes & sus avex all k 0 k,j .... kn for which ZY ka ,4 L
(k 3) swo
Card 1/4 L - intogral,positivei k0< nji A and-f- complex functions of real
arguments.

The Cauchy Problem for Systems of Linear Partial Differential 20-4-10/51
Equations With the Weight Greater Than One
The equations
(k0 kit..,k n)(t) -xk0(it~)kI('1(n)kn 0,
(k S, ) I I
where a iare real parameters and is summed up over all k
n (k 8,P)
for which k G +2:k 4pn are called okaracteriatio equations.
0 Sola
in the eight of (1). It is assumed that for 0, ~ DO - I
k-l
and Od-t :T not all roots of (3) are vanishing and that their real
parts are not negati-ve. a kui
By introducing a new variable up+11up+2"" u,, instead of the atk
(i-1,2,..-,p; k-1,2,...,n 1- 1) , (1) is reduced to a partial system
of first order. This system is submitted to a Fourier transforsiation
Card 2A and one obtains

The Cauchy Problem for Systems of Linear Partial Differenti-al 20-4-10/51
Equations With the Weight Greater Than One
dv (k0ki .... pk n) k k2...(1 ka 2 OeJ)
dt Aij (t)(ioY 1(ioc 2) )v
ka j I
By investigating the fundamental solution
VM 0 1 1
i L 0 fi 1 1
of this system the author obtains several assertions. 1.9*ti~**ioa
of IV(' )( t,c( )1, 2. Conditions for the oarrectuess
i 190(21""Qkn
of the problea (1)-(2) in the sense of Potrovski , 3.Canditions
for the incorrectness, 4. Conditions that ( 1)-(2~ is ~ &Salrtic
function of the x i and that it can be differentiated with respect
to t as often as d 2
dt
Card 3/4

S/039/61/054/004/001/002
C111/C333
AUTHOR: Sidorov, Yu. V. (Moscow)
TITLE: The Cauchy problem for some systems of linear partial
differential equations
PERIODICAL: gatematicheakiy sbornik, v. 54, no. 4, 1961, 453-4,68
TEXTt The author considers the Cauchy problem
n iui (ko kip .... kn)M
n i ~ z z .1 j
9t j=1 (k S)
ui ~ t=t
k 0
Card 1/8
d 0 nu
k k kn
at 0 RXI n
p) (I)
4
(x) (i=1,2,..-,p; k = 1,2,..., n i (n)

S/039/61/054/004/001/0c'
The Caucby problem for some systems ... C111/C333
where is extended over all integers k a>/ 0, the sum of which
(k0 kl,***,k n) k)(X) f(k)(X
is'-' L;ko