SCIENTIFIC ABSTRACT GREBENIKOV, YE.A. - GREBENNIK, I.P.

• Document Type: CREST
• Collection: Scientific Abstracts
• Document Number (FOIA) /ESDN (CREST): CIA-RDP86-00513R000516610018-3
• Release Decision: RIF
• Original Classification: S
• Document Page Count: 100
• Document Creation Date: January 3, 2017
• Document Release Date: July 27, 2000
• Sequence Number: 18
• Publication Date: December 31, 1967
• Content Type: SCIENTIFIC ABSTRACT

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ACC NR, AT5028aO6 SOURCE CODEs UR/3124/64/0057000/0125/013
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AUTHOR; Grebenikov, YGO A*
201i
d-ov
ORG. People"s Friendeftip Universityl Moscow (Universitet druzhby narO
TITLE: solution of generalized bounded problem of three bodies with the help of,
series -7 V5,Vj
SOURCE: Moscow. Universitet druzhby narodov. Trudyt v- 5t 1964, -Teoretiaheekays,
mekhanika (Theoretical mechanioub no. 2t 125-135
TOPIC TAGSs differential equationt'approximation calculation,
I .11 1. g 4A. . ..1 *I
ABSTRACTs The author considers motion olf a-b.oO ~~th'xero mass in a fixeA coordinate
system govemed by differential equations of the forn
ou
a U
dil
d2t dU
Card 1/2

L 11131-66
ACC NRi AT5028806
waare MI + MI (2),
r, r2
(3).
are rectangular coordinates of the positively gravitating bodyl f is the
constant attraction, miare the massee.of the attraoting bodiesp are known limc-
tions of time determined by the solution of the two-body problem. The solution is
obtained in the form of a series whose form is analogous to Steffensen series (.T. F.
Steffensen. On the restricted problem of three bodies. Mat.-fys* Medd. udvivet of
Det Kong.* Danake Vid.9 Selskab, Bind 301 No- 18t Kobenhaynt 1956). The method is
suitable for use on digital computers-involving simple recursion formal e for the
series coefficients. The series generally converges in a rather szoall time interiqa.
Orig. art. has$ 35 formulase
So CODEI 12/ SM DATEs none/ ORIG MWI 001/ OTH REFs 002
Card

i fflo', BF, N I KOV f
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G B.A., in-zh.; V ELI KO UETUV,
Plan of a concrete mixing divis-lon with horizontal. distribution
of the equipment. Prom. atroi. 40 [i.e. 411 no.6:1&-Ig Je 163.
(MIRA l6elO)

FAVLOVSKAYA, T.te.; PASMIM, A.(-',.; Gf-,,'~LZOVA, A.I.
Production of waino acido by ;,tbjr.,ction of Cor-aldehyde and
Iff, 0-1.1 1
~.j!i salt solutiom to the action of ultraviolet ray.,; in
the of a'-'sorbonts. Do!:!. A,-[ SSS,-Z 135 n0-3:743-746 N 160.
(I MIPA 13: 12)
1. inzititut bioldit-nii iLi. A.N. Bakha X-,adc:..ii nauk, S.)SR. Predstav-
leno X:;-,d. A.I Oparin -.
(Alallo AGIDST (UUNUVIOL;~'r RAYS)

AnRYUHIIIA, K.N.; UJKINA, T.A.-, GRNSMIN, A.R.
Gluing FK veneer with NFC-l resin not -processed in the vacum.
Der.prom-5 no-19:19-20 S 156. ()IMA 9: 10)
I.Panernyy zaved "Krasnyy Yakor'."
(Veneers Fmd veneering) (Gluing)

GREBENKIN~ B. G.
Grebenkin,, B. G. - "Secretion Of the Glande of the Small Intestine In the Post-
castration Period. Certain Attempts to Work Out a New Method of Study of the Secretion
of the'Glands of tho Small Intestine." Kazan' State U imeni V. I. Ullyanov-lenin,
Kazan'. 1955 (Dissertation for the Degree of Candicate in Biological Sciences)
SO: Knizhnaya 14topis', No 24, 11 June 1955, Moscow., Pages 91-104

KAMMOV. B.A.. imudidat tokhnicheskikh nauk; GWIRIN. D.G.. inshener.
redaktor.
[Assayer's handbook] Bpravochnik probirers. Pod red. D.G.Grebenklm.
Kookwa. Goefinisdat. 1953. 230 P- (MU 7:1)
(Asmaying)

L 06384-~
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ACC NRz AP6021253 SOURCE CODE: UR/0041/66/018/002/ /0117
AUTHOR': GrebeWcin, G. G, (Kiev)
Oid: none.
TItu: Con ni"a .2f a half-plan* on a half-plane with a cut-out re Lou
SOURCE: Ukr matem zh'. v. 18, no. 2, 1966, 113-117
TOPIC TAGS: -conforq&il mapping, approximation method
ABSTRACT: The Image of a half-plane on a half-plane with a simply-connected cut-out
region D is studi.ed. The cut-out region is bounded by a segment of the x-axis includ-
ing the origin and by a continuous curve which may be deffned analytically,, graphical-
ly, or by 'a discrete series of points. It is assumed that the curve has two points in
common with the axis. A function is sought in the following form to give the r*quizvd
mapping to any given degree of accuracy:
X0,

-k-0064-67,
CC NRi AP6021253
To solve the problem, recourse is had to variation methods of confoxual mapping deve-
loped by H. A. Lavrentlyev'applied to the method of trigoncmetric interpolation. The
iteration process is described on the bas'i';s.of.a graph.ical illustration. The author
thanks,P. F. Fillchakoy for proposing the pr6bl4m and for his constant attention to.
the work. Orig. art. has: 20 forniulas, 1 figure.
SUB CODE: 12/ SLMM DATE: 23Jun65/ ORIG REF: 0'06

L 18005-66 Elff(d)/T T.7P(r)
P6007545 SOURCE CODE: UR/0198/66/002/001/0046/0052
AUTHOR: Grebenkin, G. 0.(Kiev)
ORG: Ins titute of mathematics, AN UkrSSR (Tnatitut matematika*AN UkrSS.P)
TITLE: Approximate method for conformal mapping of domains with corner points
SOURCE: Prikladnaya mekhanika, v. 2, no. 1, 1966, 46-52
TOPIC TAGS: conformal mapping, approximate conformal mapping
z/V,
ABSTRACT: An effective method is presented fo~ coriforma'I mappin of the interior
of the unit circle (rJ