SCIENTIFIC ABSTRACT YU.L. CHERNOSVITOV -

• Document Type: CREST
• Collection: Scientific Abstracts
• Document Number (FOIA) /ESDN (CREST): CIA-RDP86-00513R000308520020-1
• Release Decision: RIF
• Original Classification: S
• Document Page Count: 100
• Document Creation Date: November 2, 2016
• Document Release Date: June 12, 2000
• Sequence Number: 20
• Publication Date: December 31, 1967
• Content Type: SCIENTIFIC ABSTRACT

C11ERNQSKiTOv,,,Xu.L.; VASILIYEV, G.A.; DZENS-LITOVSKIY, A.I.;
MELINIKOV, I.I., nauchnyy red._...
(Industry's requirements as to the quality of mineral raw
materials; handbook for geologists] Trebovaniia proryshlen-
nosti k kachestvu minerallnogo syrtia; spravochnik dlia
geo3vwov. lzd.2.. -n-rer. Voskva. GosReoltAkhi76~!+. No.ii
[Barite and witheritel Barit i Viterit. 1963. 41-p.
No-70-Promine and iodinej brom i iod. 1963. 47 p.
(MIRA 17:3)
1, Moscow. Vaesoyuznyy nauchno-isaledovateliskiy institut
minerallnogo syrtya.

KASHKAROVI O.D.; FMGO M.P.; ORLOVA, Ye.V., nauchn. red.;
CHERNOEN)ITOV Yu.L'y naucbn. red.; FEDOBOVA, L.N... red.
1zd::;a";TVi*JO-V~Aj'i..G., tekhn. red.
[Industry's requirement as to the quality of mineral raw
materials) Trebovaniia proryshlennosti k kachestvu mine-
rallnogo syrfia; spravochnik dlip eologo-v. Izdo2,) perer,
Moskva, Gosgeoltekhizda-t. ho.22. 5otassium and mngnesian
salts) Kaliirye i magneziallrWo noli. 1963 54 P.
iMIRA 16:12)
1. Moscow. VsesoyuzrWy nauchric-insiedovatellskiy institut
minerallnogo syrtya
(Potassium salts; (Magnesium oxide)

CHERNOSVITOV V .; ROZHKOVA, Ye.v., nauchn. red.; KROTOVA,
.Ye..V red.izd-va; SEMAKOVA, T.M.p tekhn. red.
(Industry's requirements as to the quality of mineral raw
materials; handbook for geologists] Trebovaniia promyshlen-
nosti k kachestvu minerallnogo, syrlia; spravochnik dlia geo-
logov. Izd.2., perer. Moskva., Gosgeoltekhizdat. Vo.18.[Flintj
Kremen'. 1963. 19 p. (NIRA 17:1)
1. Moscow. Vsesoyuznyy nauchno-issledovateliskiy institut
minerallnogo syr1ya.

KASHKAROVI O.D.; FIVEG, M.P.; ORLOVA, Ye.V., nauchn. red.;
CIMiNOSVITOV, Yu.L.., nauchn. red.; FEWROVA, L.N.,
IVANOVA, A.G., tekhn. red.
[Industry's requirements as to the quality of mineral raw
materials; handbook for geologists) No.22.[Potassium and
magnesian salts) Kaliinye i magneziallrqe soli. 1963. 54 p.
(M]aA 17. 1)
1. Moscow. Vsesoyuznyy nauchno-issledovatellskiy institut mi-
nerallnogo syrIya.

STAVROV, O.D.; GINZBURGq A.I., glavnyy red.; FOLYAKOV, N.V., zam. glav-
nogo red.; APELITSIN, F.R., red.; GRIGORIYEV, V.M., red.; ROD10-
NOVP G*G., red.; STEPANOV, I.S., red.; TROKHACHEV, P.A., red.;
FAGUTOV, V.P., red.; KHRUSHCHOV, N.A., red.;,,.qWOSVIMV, Yu*Ley
red.; SHMANENKOV, I.V., red.; SHCHERBINA, V.V.,
M*Ae, red.; FEDOTOVA, A.I., red.izd-va; IYERUSALIMSKAYA, Ye., tekhn.
red.
(Basic characteristics of lithium, rubidium, sesium in the process
of the formation granite intrusives and the pegmatites connected
with them.) Osnovnye cherty geokhimii litiia, rubidiiaii tseziia v
protsesse stanovleniia granitnykh intruzivov i sviazannykh s nimi
pegmatitov. Moskva, Gosgeoltekhizdat 1963. 140 p. (Geologiia Ines-
torozhdenii redkikh elementov, no.21~- (MIRA 17:2)

EGELI, Lev Yevenlyevich; YERSHOV, A.D., glavnyy red.; ZUBREV, I.N., zam.
glavno o red.; GUDALIN, G.G., red.; KRASHIKOV, V.I., red. (de-
oeasedl-;KORESHKOV, 9.Ya., red.; MOHDZHI, G.S., red.; POZHARITSKIY,
K.L., red.; SMIRNOV, V.I., red.; POLOVOV, A.P., red.; TROYANOV, A.
T., red.; FILIPPOVSKAYA, T.B., red.; KHRUSHCHOV, N.A., red.; Hpr
NON V Yu.L, red.; GINZBURG, A.I., red.vypuska; PROKOFIii"Pt-
SOKOLOVSKAYA, Ye.Ya., red.izd-va; BYKOVA, V.V.,
tekhn.red.
[Rare-earth metals.) Rodkezemellnye metally. Moskva, Gostoptekhiz-
dat, 1963. 332 p. (Otsenka mestorozhdenii pri p61skakh i razvedkakhp
no.21). (MIRA 1712),.

GORZHEVSKAYAP Susanna Aleksandrovna; SIDOFIENKO, Galina Aleksandrovna;
GINZBURGp A.Ie, glavnyy redo; POLYAKOV, M.V., zamestitell glavnogo
red.; APELITSIN, F.R., red.; GRIGORIYEV, V.M., red.; RODIONOV, Me,
red.; STEPANOV, I.S.,, re&; TROKHACHEV) P.A., red.; FAGUTOV, V.P.p .
red.; CHEHHWxl=QV,.Yu.L.,, red.; SIDIANENKOV,, I.V., red.; SHCHEFMINA,
V.V.p redo; EYGFJM, M#Aep redo -
(Titano-tantalo-niobates. Part 2.1 Titano-tantalo-niobat7.
Moskva,, Nedra. Pt.2. 1964. 3.15p. (Geologiia mestorozhdonii
radkikh elementov, no*23) (MIRA 18:1)

DZENS--LITOVSKIY, A.I.; IVATIOV, V.A.;
KULICHKOV, S.A., nauchn. red.
[Industry's requirements as to the quality of mineral raw
material.s; a handbook for geologists) Trebovaniia pro-
myshlennosti k kachestvu ini-ioral'no-o syrlia; spravochnik
dlia geologov. Moskva, Nedra. Nos.Q,, 77. 1065.
(MIRA 18:9)
1. Moscow. Vsesoyuznyy nauchno-i-ssledovatellskiy institut
minerallnogo syr1ya.

BLOKH.. A.M.; KOCHENOV, A*V.; GINZBURGY A.I... glavnyy red.; APELITSIN, F.R., red.
GRIGORIYEV, V.M., red.; POLYAKOV, M.V., red.; RODIONCV, G.G., red.;
STEPANOV, I.S., red.; TROKHt.CFMV, P.A., red.; FAGUTOV, V.P., red.;
CHERNOSVITOV,,-,Yu.~., red.; SHMANENKOV) I.V., red.; SHCHERBINA, V.V.,
S'") red.
(Impurity elements in bone phosphate of fossil fishes.] Element~-
primesi v kostnom foafate iskopaemykh ryb.-Moskva$ Nedra, 1964.
106 p. (Geologiia mestorozhdenii redkikh elementov., no.24).
(MMA
19: 1)

mp-T-Ni, Y-S** SHMIGAp T.H.1 GIMBURG
liail6stit~.Il Cgb Y!A.I!,jA94vPn red.;
.' 4 " redaktqx-4 q' 'CfEMI-YSMA.?
4vor r8d-; 0, A.Avpjred.4 GlqKu L.A.
GRIGCRIYEV, Y,M * re 'ZABOLOT p ky red,;,
f-p d.; RAYAR p j, red,; MAT
AS
red,; POXALOVv*VvK# redo; RODIONOV, r,. " y VOVGR
tea.; cwm op red-ob,; STEP NOV;
PA
Iled.; SIWJM 0%~ -T.V., re
d
metas,
cmatic formations #380ciated Vith su
granitoicb,l Redk hl4a2-4ne
cmet"I'r-'Ys metaso-maticheskie ojrs.~Zovaniiia,
OviaZO-InnYe s subsh'chalcchzi~mi granitoidami, Moskva
1965. 145 p. 9 Nedra..
no.25) (GeOlOgiia mestorozhdenii redkikh elementov,
(MIRA 18.-8)

kandidat meditsinskikh nauk (Leningrad, Muchnoy per.
35)
Rare forms of goiter. Vest.khir. 77 ao*12:99-105 D 156. (mLRA 10:2)
1. Iz fakulltetskoy khirurgichookoy kliniki (zav. - prof. V.I.
lolesov. rukovd. raboty - prof. A.V.Hellnikov) 1-go leningradekogo
meditsinskogo instituta r.F.Favlova.
(GOITSR
rare forms. etiol. and ther.)

LEVITOV, M.M.; TOVAROVAY I.I.; GOTOVTSEVA., V.A. 1__~HBIUIOSVITOVA P V.I.;
SHORMOVA, O.V.
Fermentative production of 6-aminopenicillanic acid from benzylpenicillin.
Antibiotiki 7 no.5s/+15-421 My 162. (MIRA 15:4)
1. Vsesoyuznyy nauchno-idsledovatellskiy institut antibiotikbv i
Institut khimii prirodnvkh soyedineniy All SSSR.
(PENICILLIN) (PENICILLANIC ACID)

ALIKHANYAN, S.I.,- CITMOSVITOVA, V.I.; LYUBINSKAYA, S.I.
Some characteristics of the selection of highly active strains
of penicillin-producing organism. Antibiotiki 7 no.6:491-495
Je 162. (MIRA 15:5)
1. Vscsoyuznyy nauchno-isaledovatellskiy institut antibiotikov.
(PENICILLIUM)

AMOMV, B. A., ZOLOTMEV, V. S., PANIN, V. V., SHCHEPM, G. Y. and
CEERNOTOTOV, B. a.
Tlectromagnetic Separation of Iaotopea of the Rare-Earth Elements."
paper to be presented at 2nd UN Intl. Conf. on the peaceful uses of Atomic
Eneray, Geneva, I - 13 Sept 1958.

%j* jAos n-wvb Scii Rea, Inst.- of Pestorative Suxgery,
Tramnatboro-g-yand Orthopedics; BOGWMV, F. R., Kiev, and VOROBIMI, Z. A., Kiev.
"Reparative Regeneration of Bone Tissue, Experimeatal and Clinical Survey."
report submittLhd for the Eighth Congress, Intl. Society of Surgery (Orthopedic)
and Traumatology, New York, N.Y., 4-lo Sep 6o.

CH E~ IZNCT5K I Y I) P. \11/ ~
RODIONOV. M.P. redaktorLk SKIY, P*V., tekhnloheskiy, radaltor,
[The Party's work envoys; work practices of collective farm chairmen
belonging to the Thirty Thousand] Poslante7 Wtii pa rabotois, is
opyta raboty predoUtelei kolkhozov Tridtsatityeiachnikov. Saratov
Isd-vo OKomzanistl 1955. 106 p. [Microfilm] (MM 10:55
(Collective farms)

,A,J1WjW,*xjah; SUKWOVSEIY. Alsksey 11lich; GRIGORIY37,
F.I., red.; HOROZOV,' Th.T., red. izd-va; SHITS, T.P., tekhn. red.'
[Principal problems In planning production costs of the lumber
industry In economic councilsi OsnowWe voprosy praktiki pla-
nlrovaniia sebestoinosti produktaii lesnol promphlennosti v
sovnarkhozaldi, Moskva$ Goelesbumisdat, 1958. 59 p. (MM 11:9)
(Iumbering- Cost)

I
CHMOUDOVP Hikolay Hikolayevich; SUMMOVSKIT), Aleksey Illich;
GRi-C,-OAIUV,--7.-r.7r-eli-efisent; POPOV. Vj. , iod.; GORTUROVA,
L.K., red.izd-va; IMATISHKO, L.V., takhn.rede-
[Planning the unit cost in logging, floating, and timber
transshipment] Plenlrovania sebestoim;'6ti produktsii leso-
ekspluatataii i stoimosti splevnykh i lesoperevalocbnykh rabot.
Moskva, Goelesbumisdato 1959. 26o p. (MIRA 13:11)
(Lambering-Costs)

CHERNOIXHOV, A. M.
Cand Agr Sci - (diss) II'Conditions and several characteristics of
techniques of irrigation of tomatoes under conditions of the
Voronezhskaya Oblast." Voronezh, 1958. 21 pp; (Ministry of
Agriculture USSR, Voronezh Agr Inst); 150 copies; price not given;
(KLI ?-61 sup, 253)

CHIRIOUIROV. A.M.; NUZHDIN, A.V.
Determining the usmimal hygroscopicity of liwW soils. Poch-
vovedenie no.itIZ5-126 Ja 159. (MMA 12:2)
Is Voronsibekly eel'skokhor,7qystvemW inatitnt.
(Soil absorption)

CHIRNOUKEFOV, A.M,; NUZffDIN, A.V.
Mobility of soil moistix-6 and its availability to plants
summary in ZnglishJ. Pochvovedenie no.4:98-100 Ap '59.
(MIRA
l.Voronezhakiy sel'skokhospystmW hatitut.
(Soil moisture)
[with
12:7)

CHnHW=IVOI-A&'M~
Methods of determining the rate of movement of the*absorp-
tion line, Pochvovedenie no.11:102-104 N '59.
(MIR& 13:4)
1. Voroneshakiy sel'skokhozyaystvennyy institut.
(Soil absorption)

CH321,10LIMAY: A.M.
Selecting gruand water samples from small bored holes for
chemical analysis. Pochvovedenle no.3:1120-113 M-r t64.
(I,r~*IRA'
1. K--liningradA-tya Sth
. Jft~;iya.

CHERNOUS, A.P., gomyy inzh.
Classification of phenmena and processes arising in conneerhow
with rook pressure in warking ore d6posits. Sbor. naueb. trud,
KGRI no.13-.66-69 162. (MIRA 16,-t8)
(Rock pressure) (Mining engineering)

CHMM. A.P gornyy inzh.
a 1-1,
)behanieal hardness of rooks frou the Krivoy Rog iron ore
basin. Sbor. nauch. trud. KGRI no-l3t63-66 162.
(MIRA 108)
(Irivoy Rog Baain-Rooke-Tenting)
I..

uo~,;O, 1--,Clfel ", ta~Y:?. 1', ?, ;,
1 .1 , '." , I .a
Dc'v,.MlnJ.ng the degree cj.C roclc adhesion In a wassif, -lbor.
nauoh. trud. KGRI no.23t5-13. 163 (MRA 17 -.8 )
I'- L,-tb I I ilty of roc)o-8 bn Vne I-.-- I'l v;~y "CIg Eq~- in. I bid. &11-17

KLLMGV, G.K., professor, doktor tekhnicheskikh nauk; LAVRINEM, V-F-;
CHOMM. A.P.
Control of 'block-caving. Gor.zhur. n0-7:8-16 Jl '55. (KM 8:8)
(Krivoy Rog-Mining engine6ring)

KALAKHOV, G.M*, prof., doktor takhn.nauki CHWOUS, A.P., inzh.;
SOSEDOV, 0,0., otv.red.; SKOLDYRNT. A.Ye., reff-eizd-va;
LCKILINA. UjN., takhn.red.; 'BIRM-ATWTA, L.Sh.. takhn.red.
[Opening and mining ore deposits at great depths] Vskrytie
L razrabot6 rudnykh neetoroshdonii na bollshikh glubinakh.
Moskva, "s~nauchno-tekhn.izd-vo lit-ry po gornoma delu, 1960.
299 P. (MIRA 13 -' 9)
(Xining engineering)

"-MALAKHOVt Georgiy-Mikbi7lo*icb:;'GWWOUSv A21)ksandrL-Eatrayich4 KISEWP
Vya6be s2av Mikhqrlovick SO, it otv. red.; SIPYAGINAt
Z.A., red. izd-va; BOLDMTAp Z.A., tekbn. red.
[Working de4j)-~seated bra deposits in the Krivoy Rog Basin) Raz-
rootka rudz*kh zaletsbei'aivorozbskogo basseina na bollshikh glu-
b4iakb. 'Koskia, Gos. nauchno-tekbn. imd-vo lit-ry gornomu delu,
1961. 207 pe VA 14:7)
(Krivoy Rog Basin-Mining engineering)

. . 11
MAJAKHOV, G.H.0 prof., doktor tekhn.4:uk; TARAN, P.N.p kand.tekhn.nauk;
CHERNOlust-A.?-, gornyy insh.
"Nveloping ore depositeR by V.D.Timov. Reviewed by G.M.
Malakbov, P.N.Taran, A;P,Chernous. Gorahur. no.1279-80 Ja
163. 1. (MM 16sl)
(Mining engineering)
(Timov, V.D.)

MMII~KHOV2 cl~ IN . p 1,.rof . -, Cl I EIRNOUS, A, P.y -Jw~h.
.
Studios an the footwall rock defamation in the Kirvoy Rog
Disin. Izv. vys. ucheb. zav.; gor. zhur. 8 no.7:3-8 165.
(MIRA 180)
1. Krivorozliskiy gornorudnyy ilrtstdtut. Rekomendovana kafedroy
rav.ramtki. mostorozhdonjy polrznyKn iskopayrenykh.

KNYAZHEVICH, D.M., inzh.; C2HIR~NOUG,I, inzh.
Calculat!ng,Ahe length of railroad lines insV-ad of moasuring
them. Tra6p. stroi. 14 no-5943 My 164. (MIRA 18:11)

IOGANSON, V.Ye.; CHERNOUSt N.A.
ummidob-
Torrential floo7d,27in A~tthh. ovorossiyak region and their control
by afforestation. Vop. geoR. no.60:.14D-148 163.
(MIRA 16:6)
(Navorossiyok region-Flood control)
(Novorossiyak region-Afforestation)

v
A
130-3-18/21
~7 'ro":-'a"o, R. 1. and. Chernou,-~, V.:,., Section Heads
or
TITLI~~': J-.oL 61ven.
PERIODICAL: liletallurC,, !~,5B, 110.3, p.34 (USSIZ).
ABSTRACT: The authors discuss lice at the "Zaporoz,hstall"
Works in the curtailuont of the tec'111nical 3ualitv
control departuaent's operations. T.Iiey in,"i-icate that
dif f icultie s a-rose at t I la --o i,, arl-Cs iL,:iLlE up
of differe.,at t3,pes of steel vh,2u --..-ex-c
elL:inated emd, strosr, th,:~- neod for controllers in all
operations j,,here this is possible. The-- urGe research
orGanizations to develor, nethods -~ ' e
Of avoidin.-, uh
of steels md of auto matin,-, End raechanizin[~ the
measurement of
ASSOC IATITO-11 T: '-'Za--Doro--hstall" 1,11orlKs.
AVAILAELE: Library of Congress.
Card 1/1

ACCNR~-A~P~6o~Fo~~
kURCE CODE: UR/0421/66/oOO/005/0152/0156
AUTHOR: Petrov, V. M. (Moscow),-" Chernousiko, F. L. (114joscow)
ORG: none
TITLE: Determ.1nation of the shape of liquids in equilibrium under the
effect of g-rorces and surface tension
SOURCE: AN SSSR. Izvestiya. Mekhanika zhidkosti i-gaza, no-5, 1966,
152-156
TOPIC TAGS: hydrostatics, fuel, hydro-
dynamics, gravitation field, fluid surface, incompressible
fluid, surf ace
ABSTRACT: Thehydrostatics and hydrodynamics of liquids subjected to
,gravitational and surface forces is of interest in connection with the
study of the behavior of liquids in weak gravitational fields and under
conditions of weightlessness. In the present study, the shape of the
contact surface between two liquids in a vessel was-analyzed in the
presence of gravitational and surface forces by the method of local'.
variations developed previously bv the author (Chenoushko, F. L.,
Metod' lokallnykh variatsiy dl~a chislennogo resheniya variatriof'nYkh
Card V4't,
-- - ------ - ------

zadach. Zh. vychislit. matem. i ma'Cem. fiziki, 1965, ti5, n0.4.).
It was assumed that.a stati'onary vessel containingst~q incompressible
f luids with surface tensions al and 02 and densitie iand P21S located
in a uniform field of mass forces. The walls of,the yessel are
assumed to b0s,cylindrical. .In the absence of surface.tensioni the shape
of the contact surface is flat. Pig. I shows-the'representations
used in the formulation of the~-problem. In the diagram, z(x,y) Is the
displacement of. the contact surface'above.the,yjane. xy; D is the pro-
jection of the surface S on the surface xy.
Card 214
Fig.-1 Representations used for fomulation of
problem

';-ACC-NR1- AP603-4553---------------'-*''*
:The solution was based on the minimIzatpion of the two functionals;
n i.)=' (V i ++ -y- + ul) d, dy - Cos udli
2
2"
(P2.-P, )g
!,..ihere u=zA; B~
number); v(x,y) represen- a minimum of
!the functional J(v); and r is the boundary of D. Numerical computer,
t
~calculations were-niade.for~'tlhe regions of D In the square O (A - Q apa A < C
Q*>40-0to,/C njm,i>c
whereA 0 is the rotational anguler velocity of tho,satellite, W0 is its orbital
angular velocity, C and D are its noments of inertia about its axis of symetry and
Card Ili

ACC MIM NRt AP4013389
about an axis perpendicular to the ayis of inmmetry, respectively. The necessary
or
conditions are shown to be either C/A = x <
18x*- 27x + 8 + 2 (3x- 2) (3x 1) (3x - 4~
X>-~-, COB, 6.>, .
3 270 (x - 1)
where 00 is the angle of nutation, Several special cases are reviewed on the basis
of the above com3arison. Orig. art. has: 19 equations and 2 figures.
ASSOCIATI M i none
SUBVIMDo 1511-sy63 DATE ACQt 26Feb64 ENGLs 00
SUB CODEt AS NO REP SM 002 OMRt 001
Ca.rd -2/2

ACCFSSXON Nfl: AW43293 B/0040/64/028/004/0735/0745
AUTHOR: C~ernot~
TITIE: Motion of a solid body wLth a cavity containing an ideal liquid and an
air bubble
SOURCE: Prikladnaya matematika i mekbanika, V. 28# no. 4., 1964,, 735-745
TOPIC TAGS: air bubble,, solid liquid bubble motion) surface tension coefticient.,
liquid viscosity# hydrodynamicap aerodynamicop s6ttelite dynamica
ABSTRACT: The author considers the case of the notion of a solid bodywith a
liquid almost completely fJ11' g a cavity thus leaving an almost spherical air
bubble. The problem consists of-~.detexminatioa of the motion of the liquid and of
the bubble in the cavity., and of the solid body. Lct a be the radius of the bubble.,
e and JA - the density and the viscosity of the liquid, re6p,,., 6 - coefficient
of uurfaco tension, jr- the average velocity of liquid in tho cavity. The equa-
tion of motion are derived for the conditions Va>>-AlF and 4/re . These
conditions axe fulfilled for vater and many other liquids. Several cases are
considered.. among them the behavior of the system upon an impact. The equations
Card
1/2

Acassim NR: Ap4o43293
am not valid if the air bubble its in contact vith the solid. Orig. eat* bas:
2 figuren and 51 equations-
ASSOMTION: Yyebislite1vnyy* sentr AN SSSR (Computer Center AN SSSR)
SUBMITTED- 24jan64 MML: 00
SUB CODE: Mss SV NO M7 SM: 005 011M: 002

YEVTUSHENKO., Yu. G.; CHERNOUSKO, F. L.
"Asymptotic methods for solution of some problems of satellite dynamics."
report submitted for 15th Intl Astronautical Cong, Warsaw, 7-12 Sep 64.

ABSTRACTs The authOr PrOpDOM's soheme for finding u(t)t u(a) A# u(b) B,
Minimizing
f(tvUA)dt
a
which consistia essentially of replacing this problem by a natural finite
dimensional po3ygonaZ onee- He asserts that his scheme is much more efficient
on a digital compater than thDae of HeNe UDiseyev (Metody dinsmicheskogo -
programmirpur.iya v teorii optivallnfkh upravleniyg I,, IL Zho Vychiel. matem*
i mateme Met 19649 4P Noe 39 485-4941 1965# 5t Fos 19 44-56) and of No Us
~P-14 - Vk-

i
1 . J,)
I -
2 2
I
. - -1 . I - ~l
I I .
I ~ 11 - ,
- i
I
I
f
- i

C!HERNOUSIKO F L. (Moskva)
Self-similar motion of a liquid under the action of surface
tension. Prikl. mat. i mekh. 29 no.1:54-.61 Ja-F 165.
(MIRA 1814)

L 17832=6-6, -WW/DJ-
ACC fiRt AP910- 04-0'70'' SOURCE CODE1 UR/6040/65/029/005/0856/0862
AUTHOR a Chernoue ko :F. L (Moscow)
ORGs none.
15"
-movement of a thin fluid lajer under the effect of gravity forces and
TITLE: The
surface tension
SOURCE: Prikladnayanatematiks. i mekhanika, v. 29p no- 5, 1965, 856-e62
~.TOPIG TAGSt wave equation,.wave &iurface, fluid mechanicat flow profile, surface
tension, motion equation, incompressible fluid, gravity, fluid density, fluid
velocity, acceleration force
ABSTRACT: Equations of,motion of a thin layer of an ideal incomDressible fluid
under the effect of:gravity forces and of surface teneionqare derived. The density
of the fluid is IP ; t denotes time; xv y, and z are Carte4ian coordinates; u, vt
and w are the projections of fluid velocities on the x9 yo and z axes; p is pres-
sure, and g is constant gravitational accelerationp or the acceleration of other
mass forces, directed in the negative z direction. With this notation the author
expresses the equations of motion 'as
tit uuX + P. P of -
UV
Card 1/~ + P'./ P

L 17839-66
ACC NR: AP6OD4070
surface tension. These equations are the basis for further inferences'on the
theory of "Shallow water presented by J. Stoker (Volny na vode. Izd-vo inostr.
lit.t 1959). A system is derived for vortex free motion of the fluid and expressed
as iuy + P.) At.0
i v# +MVv+ Vvw + gt,- (*/p) A/v = 0
((J"h)uj. + ((/- h) 0, U. vv t
.where A in the Laplace operator. This system is solved for a given set of initial
and boundary-conditions. Certain statics and dynamics problems are studied using
!.the equations derived. .Orig. art. has: 24 equations and 5 figures-
SUB CODE SMM DATE: 2MIny65/ ORIG REP.- 005/ OTH REP: 003
20/
Card 3/3- "t - -------

d) IFW- (y) /MiNk) /R1,TP(h) /9
1-66 Arr 1) nc
ACC NR% AP6011354 SOURCE CODE, UFt/0208/66/006/002/0203/0217
AWHOR: Krylovq 1. A. (Moscow); Chernouslko, F. L. (Moscow)
ORG: none
TITLE: Solution of optimal control problems by the method of local variations
SOURCE: Zhurnal vychislitellnoy matematiki i matematir-heskoy fiziki, v. 6, no. 2,
1966, 203-217
TOPIC TAGS: optimal control, machine language
ABSTRACT: An algorithm is described for the numerical solution of problems of optimal
control by the method of local variations (cf. article by co-author Chernous1ko in Zh.
vychisZ. matem. i matem. fiz., 1965, 5, No. 4, 749-754). The results of the numerical
solution of a number of variation problems are introduced to show the effectiveness of
the method. A computer algorithm of the method of local variations is given in ALGOL-
-60 language. The control process is described by the equation
i =.At' X, U) - (1.1)
where t is an independent variable (time), x is the phase coordinate vector, u is the
control function vector, and f is a vector function. The time of the process is con-
UDC: 518:51:62-50
Card 1/2

L 43023-66
ACC NR, AP6011354
0
sidered fixed; the beginning is designated as tz-O, the end as t=T. A phase trajectory
is sought, along with the corresponding control, to satisfy (1.1), to meet the condi-
tions
X(t) EEIG(t), 'U (t) 4=- U#' X) i(O < t < T).
here G and U are variable closed regions of n- and m-dimensional spaces, respectively-,
and to minimize the ftmetional
fo'(t,' x,',u) dt,
0
Orig. art. has: 8 figures, 2 tables.
SUB CODE: 12/ SUBM DATE: lOJun65/ ORIG REF: 004

~XCCk~~11V&022524 SOURCE CODE: UR/0040/66/030/003/0476/0494
AUTHOR: Chernous1ko,
_K, k~~Moscow)
ORG: none Q?
TIME: The motion of a body having a cavity filled with a viscous liquid at high
Reynolds numbers
SOURCE: Prikladnaya matematika i mekhanika, v. 30, no. 3, 1966, 476-494
TOPIC TAGS: Navier Stokes equation, Reynolds number, motion stabilityj ,e14)V1D
/--' 0 1 0J 410 10 V1 5 0 0 -3 / r,~, ) 5H FL A S7,? 0 C 7-0 A- E
ABSTRACT: The motion of a rigid body is studied under the condition that it contains
a cavity of arbitrary shape which is completely filled with a viscous liquid. It is
assumed that the amplitude is small (thus allowing the linearization of the Navier-
Stokes equations) and that the Reynolds number is large. The boundary layer method is
used to solve the linearized Navier-Stokes equations. Supplementary terms are intro-
duced for the viscosity of the liquid in the cavity. It is shown that these terms are
dependent on the form of the cavity in a manner defined by a tensor, analogous to a
tensor of joined masses, which characterizes the dissipation of energy. The component
of this tensor are expressed only by means of Zhukovskiy potentials, i.e., through
solving the problem of the motion of an ideal liquid in a cavity of the given form.
General equations for the motion of a body containing a liquid are derived on the basi
Card

NR. AP6022524
of previous results involvi ng bodies with an ideal liquid and with low Reynolds num-
bers. Several concrete forms of cavities are considered. Small fluctuations of A
body containing a viscous liquid are studied. Orig. art. has: 120 formulas, 3
figures, 2 tables.
~SUB CODE: 12,20/ SUBM DATE: 220ct6S/ ORIG REF: 013/ OTH mr:
Card 2/2 JS

L 03000-67 EWTUVEWP(m) WW
ACC NRs AP6033201. SOURCE CODE: UR/0040/66/030/005/0836/084T
AUTHOR: Chernous1ko, F. L. (Moscow) 5-S
to is
ORG: none
TITLE: Free oscillations of a viscous liquid in a container
SOURCE: Prikladnaya matematika i mekhanika, v. 30, no. 5, 1966, 836-847
TOPIC TAGS: fluid dynamics, t24-id free oscillation, eigenvaluep=at%b= boundary
layer PxoojrM.~
ABSTRACT: Free small oscillations of a viscous incompressible liquid in a fixed
container of arbitrary form in a gravitational force field ar_e-a_n_i~_yi_ed under the
assumptior~ that the Reynolds number R >> I (the viscosity is small). The equations
of motion of the liquid and the boundary conditions are linearized and the linearized
boundary-value problem is solved by the boundary layer method developed by M. I.
Vishik and L. A. Lyusternik for linear differential equations containing a small
parameter. The complex eigenvalue X = 0 at which the boundary-value problem admits
a nonzero solution and the corresponding eigenfunctions u, q are sought. Asymptotic
expressions for eigenvalues and eigenfunctions in powers of a small parameter v are
derived and damping decrements and corrections to eigenfrequencies are established
in terms of corresponding eigenfrequencies and eigenfunctions of the problem of the
oscillations of an ideal liquid. The final formula derived for the eigenvalue
1/2

L
NRI AP6033201
A = Xm of the boundary-value problem is close to the m-th eigenvalue of the problem
of oscillations of an ideal liquid. Calculations for containers of a particular
form are carried on the basis of the derived formulas. The behavior of the solution
of the boundary-value problem (that is, the character of motion of a viscous liquid)
in the neighborhood of the line of contact of the free surface of the liquid and the
container wall is analyzed under the assumption that the Reynold's number of the
liquid is arbitrar %,
.y. Orig. art. has: 2 figures and 47 formulas.
SUB CODE: 90/ SUBM DATE: 30Dec65/ ORIG REF: 012/ OTH REF- 001/ ATD PRESS-
5099
Card 212 awm