SCIENTIFIC ABSTRACT SLOBODYANNIKOV, S.S. - SLOBOZHANIN, V.R.

• Document Type: CREST
• Collection: Scientific Abstracts
• Document Number (FOIA) /ESDN (CREST): CIA-RDP86-00513R001651330007-5
• Release Decision: RIF
• Original Classification: S
• Document Page Count: 100
• Document Creation Date: November 2, 2016
• Document Release Date: August 25, 2000
• Sequence Number: 7
• Publication Date: December 31, 1967
• Content Type: SCIENTIFIC ABSTRACT

Ultrasonic Processing (Cont.) SOV/2261
Intensification of metallurgical and casting processes 40
Ch. 4. Ultrasonics in the Metalworking Industry
Machining to dimensions of parts from hard brittle materi-
a 1.3 43
Welding, soldering, and tinning 52
Galvanizing 58
PaBsivation of metals 59
Cleaning of products 61
Ch. 5. Ultrasonic Machining of Nonmetallic Parts
Ultrasonics in the production of plastics 69
Ultrasonics in the production of leather 71
Ultrasonics in the rubber industry 73
Ultrasonics in glass production 75
Ch. 6. Application of Ultrasonics in Quality Control
Ultrasonic flow-detection methods 78
Quality control of metals 87
Analysis of games and liquids 93
Card 3/4

. Ultrasonic Processing (Coht.) SOV/2261
Flaw detection in electria.welds 95
1
Bibliography 99
AVAILABLEs Library of Congreas
00-00
Oard 4/4 10/4/59

SLOBODTANNIKOV. Sergey St&panovich; GUROV, S., red.; PAVLOVA, B.,
takhn.nd. '- -
(Increasing the wear resistance of machine parts] Povyshenie
stoikosti detalei mashin. Koskva, Mosk.rabochii, 1960. 91 p.
(MIRA 13:7)
(Friction) (Machinery--Maintenance and repair)
(Mechanical wear)

Q/7 -7 /0 1 /,-. .101,41 C) 13
Voc,
A. S; Gar'@rll,,nov, D.`T. , @Iob@jLya __J kov, S. 71--rush2' ov,
T J.
7', 1-'.
M T
T !,E ir nie.-:iory of Ijeo-I,id irladimirovich -Yelin
S 0 _U- __,, C E Lastitut r-1-sh, _', novedeniya.
v. 14, 'icJ60, 290 291
LF
IT Y;-7, 1 i r. died :@_r_ Cdessa in 110,57 at- t,`ie a@;e of '@T,@ r-ted
J ".-.e Odes-! i y s 4 tu 6
0 C1,_.,iCal D, -i
ne@ari- )3 6 a L,
in--l@--enercv no rsko o fio t- aOd e s s a in. s ti tut e o f P'Larit, ime 21 ee t
.1-leel,s) and obtained a DeL;ree of Candidate of Technical Sciences in
1938. He subsequently took up a teaching ap-ointmen' at tie Dep@---
'is
o@ .'.eta! T'eclmiology atu tlie above Institu e. 7111i - his activi-
U - t,
ties riere mainly pedagogical, he also carried out research on the
friction and wear in machine com-oor-ents. His doctorate was obtained
at the L-.stitu t A@,-ademii nauk SS13IR ( Institute of
iences o' t-e Academy o-- Sciences USS"). He put Iorwiard a
-achine Sc
@-_e-@,i e:!crilanation folr t',,-e possible cau3cs of -,vear of rne-uais in con.-
havin- oz@ogeneous properties , ejid witU11--cut des-
d I e2
C ar

FEDOROV, Boris Fedorovich; SIQBCDIANNIK(JV,_S.5.,, kand.tekhn.nauk,
retsenzent; TOLSTN-,, M.A., inzh., retsenzent; BOGOSIAVETS,,
N.P., tekhn.red.
(Mechanization and automation of fitting and assembling
operations] Makhani eiia i avtomatizatolia slesarno-
sborochzWkh rabot. Moskvaj Mashgiz., 1962. 310 p. (KIRA 15:5)
(Assembly-line methods) (Machine-shop practice)
(Automation)

YE-LIZAVETIN, M.A.; SATELI, E.A.;.SIILO BODY P1111 IKOIT, S.Skand.
tekhn. nauk, retsenzent; RMTOV-,-D-II----Tokto-r tekhn.
naill., red.
(Technological methods for increasign the durability of
machinery; increasing the operational properties and
reliability of machine parts] Tekhnologicheskie sposoby
povysheniia dolgovechnosti mashin; povyshenie ekspluatatsion-
nNkh svoistv i nadezlinosti raboty detalei mashin. Moskva,
Izd-vo W-Tashinozitroenie,,, 1964. 438 P. (HIIU- 17:8)

SLOBGDYATTNIKOV,-"3.,., kand. tekhn. nauk, dotsent
Using electronic analog computer in solving the nonlinear
thermal problem of friction. Izv. vys. ucheb. zav.;
mashinostr. no.9:34-39 165. (MIRA 18.11)

MOLOTKOVSIKIY. G.1h.; SU)BODYANSIKA D.V.
............. :-
The phenomenon of polarity and chlorophyll distribution In the shoots
of certain plants. Dop.AN UFAR no.6-.417-420 153. OMRA 7'-1)
1. Chernivetalkiy derzh&vniy universitet. Predstaviv dlyeaiy chlen
Akademli nank Ukrainelkoi BSR O.I.Dashechkin.
(Blectrophysiology of plants) (Chlorophyll)

0 U b () t 1+ 4, -1 r% A ) '+, ii V .
MOIDMVSXIY, G.Kh.; MOLOTWVSKIY. Yu.G.; SWBODUNSKATA, D.V.
Relation of the polarity of metaimers of cereals to the activity of
oxidizing enzyme@ and to the vitamin C content. Bot.shur.[Ukr.] 11
no.1:67-72 154. WRA 8:7)
1. Chernivets1kiy dershavniy universitet, kafedra fisiologil roslin.
(Ascorbic acid) (Grain) (Enzymes)

BLEM11-IR, 11T.M.; SIOBODYI;NSK.,%YA,T
Combination of' Alzheimer's diseas.-,, and atherosc.7eroa-LIS of
cerebral vessels. Zhur. nevr. i psikh. 611; no,".:552-557 '65.
( Id P A L 8 -. ;)
1. Kafedra psikhiatrii (zaveduyushchiy - prolf. Ya.P. F'rtjM*.@:in)
Kiyevskogo ordena Trudovogo Krasnogo Znaneni meditsinskogo
instituta imeni Bogomolltsa i Kiyevskaya psikhonevrologichc-
skaya bollnitsa imeni Pavlova (glavnyy vrach P.N. Leuekhov').

KADUK, B.G.; g@LOBODYANSKIY, L.E.
Effect of the phase shift of harmonic components da the
measurement error of electronic pha96 meter. I=A@
no.8254-55 Ag 162. 16W
(Electronic instruments-Testing)

Sposob 1-1 tc-rh-ovaniya uravricidy s chist!-.yrd prcinvo(wyrd i yc[:c
I- zaclacha- teorli u,)rw.posti. FriL--l 7!1-@teri. i riel-h., 3 Ua,3(@), 75-82.
SO: ;-@--themntics in the U:35a, 1917-191,@7
edited by KiLwosll, -4. G.,
Narkushevich, A. I.,
RashevsIdy, P. K.
-oscovi-Leningrad, 1948

S,Lo(3ob YAN

f
-Th
%b6dg"9jd1, Gi 0 detetihimtida'of the defiwa@
tives of the uimfwoft functions m the@solutiolx of p6blerim
method of finire -differences* Akad. Nziuk SSSR'
by the
Prikl. Mat. Meh. 15j. 24-5-250 (19511). kRussian)
A ial
t
i In certain problems requiring'the solution w o a part
d4ffen@ntial eQtm6n6 the desired quantity is not 6, itself but@
one or more partial derivatives of W. Whe@ An approximate
i5 btained b th e use of.a latti -and'a difference-
solution o y ce I I .:
- . - I .
. 11 - - !, , I
equation, the Aerivati Ves can be jound by. difference for-
mulas, but t.he degree of accuracy is less.thatt for' w itself.:
Theatithorshowshowtosetup rtia1differentialeQuations,
P
satisfied by the desired derivatives Arid which can be solved,
for a given lattice, to the saine degree of accuracy.as the
'equation foe w. The idea is apolled to:the torsion of, a rod..
of square cross section; and to the case of a ..square loaded
417, E. Afiltic -(Corvallis Ore.).
plate
SOurceU Ila thematical- Reviews,
0--
7 ---l

USSR/Physics - Elasticity Theory, Varia- 'Jul/Aug 52@
tional Problem
"Evaluating the Error in the Approximate Solution of
Linear Problems Reduced to Variational Problems, and
Thus Determining the Tvo-sided Approximations in Sta-
tistical Problems of Elasticity Theory," M. G. Slobo-@
dyanskiy, Moscow
"Prik Matemat i Mekh" Vol Xvi, No 4, pp 449-464
Considers the problem of constructing the approx soln
and of evaluating the error in the case of linear
problems that reduced to variational problems. The
approx solns found and indicated evaluations of error
225T89'
can be applied to a deft of 2-sided approximations
for stresses and other desired quantities in sta-
tistical elasticity problems. Considers in detail
the planar problem of the theory of elasticity and
the problem of flexure,in a clamped plate.
Z

SLOBODYANSKIY, M. G.
USSR/Mathematics - Variational Me-thods 11 Sep 52
"Evaluating the Error of the@ Unknown Function in
the Solution of Linear Problems by Variational
Method8," M. G. Slobodyanskiy
"Dok Ak Wauk SSSRI' Vol 86, No 2, PP 243-246
Finds -errors'.1.2%-4-5% of the exact soln accord-
ing to various procedure's In the'variational
iithod*qf Galerkin and Ritz. Compare results of
other authors (S. 0. Nikhlin, "Direct Methods in
Mathematical. Physics, " 1950; L. - S. Leybenzon, ".
"Variaitiofial Methods for the Solution of Problems
in Elasticity Theory," 1943)i Submitted by Acad
A., I Nskrasov 9 Jul 52. 235T81

-5Lt)6D,PyAWSK1Y, _M'J@@,
I SlobodXaaLkjjjUf& Estimates of effors oflp2roxyfflate
0111fir-rug of kl. Mat. ATeT7Tr1__X___ F/w
(1953), 229-244. (Ruisian)
In in n
a tile determi@-
nation of. tile. unknown function, or of its derivatives
up to a certain order, *or of, a linear operator of the
unknown function, may be shown to be equivalent to'.
the detertnination@of the scalar product where
A it=/, Av=ip, with / and W given elements of a real
Hilbert space H, and it and v unknown elements of tile
linear manifold of 11 where the -positive-definite,, sym-
metric, linear operator. A' is defined. The author- has
@n
given earlier a meth6d for. the construction of umerical
approximations -to, U, iv) undet such circumstances
(Priki. Mat., Mth..16 (1952),,449-464; AIR 14i 502]. The.'
present paper contains furthier developments of this
method, and numerical ajiplications to boundaTy-value
problems- foe ordinary differential equations, e.g.
du +(1+x)u=J (O