SCIENTIFIC ABSTRACT PANIAN, Z. - PANICH, R. M.

• Document Type: CREST
• Collection: Scientific Abstracts
• Document Number (FOIA) /ESDN (CREST): CIA-RDP86-00513R001239020008-6
• Release Decision: RIF
• Original Classification: S
• Document Page Count: 100
• Document Creation Date: January 3, 2017
• Document Release Date: August 1, 2000
• Sequence Number: 8
• Publication Date: December 31, 1967
• Content Type: SCIENTIFIC ABSTRACT

PANIANY Zdmvko, sanitetsld potpuYovaik, dr.
Effect of no'.se on ocular function. Vojnosanit. pregl. 20
no.1/2-~19-26 Ja-F 163.
1. Vazduhoplovno-medicinski institut u Zemunu.
(VISION) (NOISE) (STRABISMUS)
(COLOR PERCEPTION) (ADAPTATION, OCULAR)

6.01
FANIAN, Zdravko,, &Wtetaki potpukovnik dr
Viaml illusions during flight. VojnosanIt..pregI. 29 no,32:M-936
D 062.
1. Vazduhoplovnomedicinski institut u Zemunu Ocno odo1je4ojq.
(ILLUSIONS) (AVIATI'ON MEDICGINE~ I

KAVER, Hubert, Dr.; HORVAT, Agnoiji, mr., pb?j PANIAN, Edravko, dr.
Vitamin A and carotene levels in blood and d"i idaptation,
Lijrc. vJes. 78 no.11-12:535-545 Nov-Dec 56.
1. Is Odjela za, b1gijenu prehrane Centralnog bigijanskog
seTods, I Ocnog odjeljenja Vojne bolnice u Zagrobu.
(VITAMIN A, in blood
off. on dark adaptation (Ser))
(CAMTENS: in blood
&me)
(ADAP;ATION, OCULAR,
blood Ovels of vitamin A & carotene in Aark adaptation
(Ser))

PANIM, Zdravko, Major d-r
Itralold arterial system residues of the eye. VoJesan.pregi..Beogr.
12 no.)-4:178-181 Mar-Apr 55.
1. VoJna bolnica u Wrebu Ocno odJelJenJe.
(RETINA, blood supply,
byaloid artery residues)

PANIBRATCHENKO, N.
Review of the book by V.A. Skogorev "Integrated la-bor orga-
nization in stopes and development heftdings in coal mines."
Ugoll 39 no.7:78 Jl 164. (YJRA 17:10)
1. Upravlyayushchiy trestom, Petrovskugoll.
ff--~ N -
R
A ft-, PIN,
-M-3 -
IMM 05M %

PANIBRATCHENKO, N.
Continuous improvement of mining practices. Mast-ugl. 5 no.10:
7-9 0 '56. (MM 9:12)
1. Glavnyy inzhener shakhtoupravleniya iment Kiseleva tresta
Chistyakovantratelt.
(Donets Basin-Coal mines and mining)

PANIBRAnTHENYLO, M.I.; SVPTLOY, V.M. Elsvietlov. V.M.3
Increasing production of coal. Hauka i zbyttia 6 no.9:
25-26 s '56. OURA. 13:5)
1. Glavnyy inzbener ehakhty imeni KiBeleva tresta "Chistvakovantratsit,"
Stalinskaya oblaet' (for Panibratchanko).
(Stalino Province-Coal mines and mining)

GRINBERG, Ya., inzh.; PANIERATETS, Nov Jnzh.; ODINTSOV, Gop inzh.
potentia:Lities of increasing thp efficiency Of t&nk 7eeoel-
operationso &r, f3.ot 23 no,9:10-,13- S 1639 (miRA 16:11)
1. Chrncmorskoye parokhodstvo.

'PAMBRATETS. N.A.
Factors affeotine the preservation of cargoes transported by
sea. Trad TSNIIW no-.29:105-.111 160. (11TILk 15:11)
y
rchant, ohips-Cargo) (?reservation of materials
is

STOSIC, Darko, dr (Simina 22a.. Beograd); RUZICIC, Nikola., dr,, redovni
profesor; MILOSEVIC, Ferisa, dr, docent; PANIC, Bozidar, inz,,
asistent; MARTINOVIC, Borkap asistent
Study of the degree of homogenization in the mixtures of
livestock fodder by applying radioactive isotopes. Technical
and economical aspects. Tehnika Jug 17 no.6:Suppl,: Radioizotopi
zrac 1 no.6;1050-10%a JO 162*
1. Savetnik Savezne komisije za nuklearnu energiju, Beograd.
2o Poljoprivredni fakultet Univorziteta u Beogradu (for Ruzicic,
Milosevic Panic). 3, Institut za primenu nuklearne onergije u
poljoprivredij veterinarstvu i sumaratvu, Zemun (gor lIxrtinovic).

PANA ICEIL,$ - G*
Rational us# of seasoned wood. P. 7
TEMICA NOUA,, Bucaresti., Vol 3., No- 35s Feb-s 1956
SO: East European Accessions List (EM) Librar7 of Congresso Vol 5., No. 7., July., 1956

YIGtB-oRGY)M-; MMTICIV.
*tho4s of ~.studylnk the bigyntheoio of vitamin E~2 with the
rehiog.Lative cobalt Go; abstract. Glas Hem dr 27
1 9333-04 164
1. lnpiit~~6 f0, Applying Nuclear 114fafty in Agrimaturalp
Vleterl~iiit i6d'?brootry Sciencet) telgrade-?Amun.

JOVANOVIC, Radoslav;,PANIC JeLkov
-- Z."
Appearance of acid magmatic rocks on the southern slopes
of the Prenj Mountain. Publ Teh fak Sarajevo 1 no. 1:
59-60 158.

DLMJANOVIG,Radomir; PANIG,Jovan; STIVANOVIG,I)acilo
Subcorneal pustular dermiatosis. Srpski aLrh. celok. lek. 87
no.11:1050-1054 N 159.
1. DermiLtovenaroloska klinikm6 Medicinskog fakulteta u Beogradu,
UpravAlk: prof. dr Sima Ilic; arecka boltdca 7a Somboru, UpravrLik:
dr Ljubomir Iazio.
(SKIN dis.)

G31IC, Miladint sanitetriki pukovnik dr;,pANIC, jovan, dr
On a ease of ophthalBO-ma-xMar7 nevus fusco-coeruleus (Ota) and
a case of blue"nevus (Jamamoto). Voj*san. egl Beogr. 18 no.l:
7,c.79 Ja i61.
1. Voinomedicinska Akademija u Beogradu~". Kotno-venerieno odeljonje
(IMS PIGMENTED case reports).
(M neopl)
(FACE neopl)

8.TOJM, N.j ansal:
m4nical pictures Of tubOrculoo 'is in child an who received the
Beld vaceime, Ra so Youg 7 no.6:170 D 162.
1, Fiziolosks, klinika, Yadioinakog fakultetap Sarajevo&

P9410, Rade
Our experience with the treatnent of Kochs bacillus positive
.1 chronic infection before the appearance of indirect resistance.
Tuberkuloza 16 no.5'.442-446 S-D 164
1. Bolnica za tuberkulozu pluca, Kasindo (Direktor: dr. blenad
Giimio).

STO.TKOV, Nevena; PANIC, Rade
Clinical forms of pvlwmry tubercalosis in BCO-vaccinated
children. Tuberkulote 15 no.1-.24-28 Ja-Mr 163.
1. Klinicka bolnica za pluene bolosti i tubarkulozu modicinakog
fakulteta, Sarajevo - Sef: prof. dr Spiro Janovic.
(TUBERCULOSIS IN CHILDHOOD)
(TUBERCULOSIS, PULMONAU)
(BCG VACCINATION

0'1~ LIFIN. ii~~IWO-~--,~---3~qi~. 1-,!K ~M~
MKIN, Ya., kandidat takhnicheakikh nauk; PARICH, A., in2h8ner.
Quality Improvement and increased output of buckwheat grits.
Muk.-slev. prom. 20 no.4:15-17 AP '54. (MLU 7:7)
1. Veasoyusnyy mauchno-iseledovatellskiy insititut torm I produktoy
ago parerabotki.
(Buckwheat)
in :Pz,------~

IRYKIN,Ya., kandidat tekhnicheakikh *auk; PANICH,A., inzhener
Study of nev varieties of buckwheat and millet. Muk.-elov.prom.
21 no.6:15-18 Je'55- (MIURA 8:10)
1. ,VsesoyUwWy nauchno-issladovateltakiy institut zerna i pro-
duk-tov yego -parerabotki
(Buckwheat) (Millet) (Grain milling)

ITSXOVICH, G.M.; KISELEV, V.A.; CIIERNAVSKIY, S.A.; Wi3l"LOV, K.N.;
PAVICHy B.B.; BAZIMIOV, D.V.p red.
[Preparation of a course project on machine parts; reference
manual] Kursovoe proektirovanie detalei mashin; uchebno-
spravochnoe posobie. Izd.4., perer. Moskva, Mashinostroenie
1964. 594 P. (MIRA 18:5)

BAGREYEV, Vladimir Vladimirovich; VINOKUROV, Anatoliy Ivanovich;
KISEIEV, Vyacheslav Aleksandrovich; FANICH Boris
wRaceff,
-lovic
ITSFOVICH, Georgiy ra3aLffy
KONDRASHOV, D.A., inzh., retsenzent; RUBASHKIN, A.G.,
inzh., retsenzent; ARKUSHA, A.I., nauchn. red.; KOZINTSOV,
B.S., nauchn. red.; VASIL'YEVA, N.N., red.; YEROMITSKAYA,
Ye.Ye... red.; SHAURAK, U.N., red.; KRYAKOVA, D.M., tekhn.
red.
(Collection of problems In technical mechanics] Sbornik za-
dach po tekbnichesko'L mekhanike [By) V.V.Bagreev I dr. Le-
ningrad~ Sudpromgiz,, 1963. 551 * (141RA 16:8)
(Mechanical engineerin~--Prob!ems, exercises,etc.)

ITSKOVICH, G.M.; Pq,IGH,'B.B.; YERDAKOV, V.I.; CMMAVSKIY# S.A., red.;
AINOSHNAt X.I., -va; PAVIDVA, V.A., tekhn. red.
[Engineering mechanics: a program, tasks for control operationsp
and brief instrudtiov~s for fulfilling-them for instructior
engineering students in correqpondenae schools of technology and
their branches) Tekbnit'heskaia mekhahika; progr&mma, zadaniia dlia
kontrollmykh rabot'i kratkie.ukAzaniia k ikh vypo:Lneniiu dlia
uchashchikhoia stroitel'm7kh spetaiallnostei zaochnykh tekhniku-
mov i otdelenii. Moskvaq Gos. izd-vo "Sovetskaia naukatn 1957.
X6 p. (MI11A 14:6)
(Building-Study and teaching)

SHNEYEROV, Ya.A.; SAVCHENKOV, V.A.; PANICH, B.I.; MONAbHJVA,L.V.; SOTNIK, I.S.;
BOKOLOVSKIYJ P.I.; I-TOL.,N,
Using reinforcements of St-5Ps semi-killed steel. Stall 24 no.11;
1025-1030 N 164. (IJIRA 18:1)
1. Ukrainskiy r3auchno-issledo,.,atellskiy institut metallov, TS-entrallny-j
,-auchno-issledovatellskiy institut stroitelInykh konstruk-tsiy i Nauchno-
isBledovatel'skiy institut betona i zhelezobetona.

UIULAREVICH, S.A.; KARAULOV, A.G.; SAFRONOVA, !.P.j PANICH, B.I.;
DUAPIK, Ye.P.; DMARSM, Y.Ta.; MOrSEYMO, A.I.;
TARZEYAN, P.G.
Replacing steel, eircular-flanged ingot stools by
graphite-contalning ones, Ogneupory 28 no*10:437-443 t63.
(MRA 16- 11)
1. Ukrainskiy nauchno-issiedovatellskiy institut ogneuporov
(for Zhikharevich, Karalulov, Safronova). 2. Ukrainskiy
nauabno-issledovatel'skly inst4.tut metallov (for Panich).
3. Ko=narskiy metallurgichookiy zavod (for Dryapik,
Dymarskiy, Moiseyenko, Tarzeyan).

3/13,5/61/000/003/003/014
A054/AO33
AUTHORS: _j~an~ h B.-L.-, Candidate of Technical Sciences; Khmirov, V.I.,
Ingineer, and U11yanov, D.P., Engineer
TITLEs Floating hot dozzle with ceramic ring
PERIODICAL: Stall, no. 39 196i, 225 .. 227
TEXTt When using stationary dozzles in casting killed steel, horizon-
tal cracks sometimes occur in the ingot, due to delayed shrinkage. These
cracks are mainly found at the top, under the feeder. In order to prevent
the sticking of the ingotv floating dozzleB (ceramic or metallic), based on
American designs are used at the Kuznetskiy kombinat (Kuznets Combine). It
was found that the bottom of steel dozzles contacting with the-'liquid metal
was destroyed. To prevent this the zavod im. Dzerzhinskogo (Plant im. Dzer-
zhinskiy) used floating dozzles with oeramic rings. The lower part of the
dozzles (produced for the 3essemer-process and 4.4 t ingots) can be replaced
as they are fixed to the dozzle-construction by 4 bolts. The test dozzles
had a smaller diameter than the conventional ones. Yn this way the H/D ratio
Card 1/5

S/133/61/000/003/003/014
Floating hot dozzle with ceramic ring A054/AO33
is increased and this improves the heat conditions of the dozzle. As a re-
sult their volume could be decreased by 2 %. As the special stand to fit
the ceramic rings to the dozzle is not yel available,, a projection is mount.-
ed to prevent the ceramic ring from fracturing when the dozzle is fitted.
The dozzles are lined with chamotte mortar, 80 mm thick. In the first tests
the ring was fixed to the dozzle with a metal clamp, (Pigs, 1, 4) but this
intricate method was soon abandoned and rep2aced by mounting the ring in the
liquid siliceous refractory mass used for coating the dozzle and dTying it
over a burner. The ceramic rings were tested in prod-acing railway steel,
which was poured from the top through an intermittent spout. It was found
that when ceramic rings are u5ed undez the dozzles, the intermittent epout
car, be dispensed with, if the following conditions are observed: 1) the gap
between the ingot mold walls and the dozzle must not be more than 10 mm;
2) the metal flow must stop when the dozzle is filled to a height of 30 - 40
mm; 3) the pouring breaks should be about 30 - 40 seconds. By abandoning
the intermittgnt spo,.It,, the pouring time could be reduced to 50 %, trans-
verse cracks in the ingot were eliminated and the surface of the rails made
of these ingots is much smoother.. Morecver~, only 11 - 14 %f of the casting
has to be cropped instead of the conventional 15-5 - 18.2 % and the amount
Card 2/ 5

S113~161 / 0!~ 7'~j r) 4
Floating hot dozzlo with corar-'Q ring A054A033
of metal used for the riaor caii bo doorefteed by 1-5 - 2.0 Uowovor, tho
ceramic rings still show the following deficiencies: 1) the 10-0er Dart Of
the dozzle is not fixed firmly enough to the upper part; 2) the taper of
the lining is inadequate (10 %), rendering it difficult to remove the
dozzle fiom the ingot. The taper should be increased to 13 - 15 3) t"
dozzle is" rot,heavy enough.It happens, that it rises when the upper part of the
riser is being filled and then metal flows out from the riser. Moreovex,
the production and especially the drying of the ceramic rings is labor-con-
suming and complicated. Tests are being made to use Nvooden frames instead
of these rings, as they are easily made and handled. There are 2 figures
and 2 tables.
ASSOCIATION-. Ukrainskiy institut metallov, zavod im. Dzerzhinskogo (The
Ukrainian Institute of Metals, the Plant im. Dzerzhinskiy)
Card 3/5

S/133J61/000/003/003/0i",
Card 4/5 h ceramic ring A054/AO33
Floating hot dozzle wit ipecimen) of the Plant im- 'DzerzhinskiY
Figure 1: Floating dozzle (test E ozzle, (2) lower part of the dozzle,
1~ upper part of the d
c ampt (5) metal level.
ring, (4)
g
1:~
~SO
335

ISO
R a

Floating hot dozzle with 4 -,s.
1~.Jgure 1 (continued)
/A03;
R190
Card 5/5

PANICHo B.IO taLkhn.nauk; XHMIROVp V.I., inzho-, UIYANOV9 D.Poo inzh.
Floating rtserheads urith ceramic ringe. Stall 21 no.3:221,-227
Mr 6.L (MIRA 14:6)
1. Ukrainskiy intUtut metallov, i zavod im. Dzerzhinskogo,
(Risera(Founding)) (Steel ingots)

ZHIKHAREVICHJ* AX.; YJMUIDV.. A.G.; PANICH, B. SHEYKOY I.I.;
POLYMVP V.F.;
Replacement of cast steel plugs used in the top pouring of
ateel by ceramic graphite-bearing inserts. Metallurg 6
no.nsu-iq N 161. (MMA 14: 11)
(Steel ingots)

PANjq&-R#4&,.X&pdidat takhnicheskikh sauk.
I
Reducing the amount of cutLoff discards in ingot rolling. Metal-
lurg 2 no.1:36 Ja 157. (MIaA 10:4)
16' Ukrainskiy institut metallov.
(Rolling (Metalwork))

AUTHOR: Panicht B. I., Cand. Tech. Sc. (The Ukrainian 377
Institute 6_1 Metals).
TITLE: A rational method of heatinG the top surface of ingota.
(Ratsionallnyy sposob utepleniya zerkala slitka).
PERIODICAL: "Stall" (Steel), 1957, No.41 PP.371-372 (U.S.S.R.)
ABSTRACT: Various methods of heating the top surface of ingots
of rail steel were investigated. It was found that the
use of lunkerite (181% aluminium. powder, 5% of 4576 ferro.-
silicon, 309/6 of ground coke breeze, 2% of ground chamotte
and 220/c of bauxite) does not produce any improvement in
comparison with a 50/50% lime-coke mixture. On the other
hand, the use of insulating covers (50-60/16 wood filings,
20-25% round chamotte or blast furnace slag and 20-259o'
of clay5 decreases the depth of the shrinkage cavity.
To prevent the formation of bridges in the top part of
.the shrinkage cavity some heating insulating mixture
(I kg/ton) should be placed under the cover. The above
covers are made for a single use. They weigh 8-9 kg.
1.5-2% economy in metal for shrinkage head is obtained.
There are 2 tables and 1 f igure.

25(l) PHASE I BOOK gqLPITATION sov/2494
Triahevskiy, Igor' Stefanovicb, Bor;q 1111ch Fanich, and Nikolay
Antonovich Nikolayenko
Slitki i izlozhnitsy (Ingotq And Ipgot Molds) Kiyev, Gostekhizdat
UkrSSR, 1959. 221 p. 2,,200 copies printed,
Ed.: L. Raytburd; Tech. Ed.1 X. Gqparov,
PURPOSE: This book is intended for engXpqerp and technicians in the
steelmaking, rolling, ano tou~dlnjg ~n4ustriea, as well as for stu-
dents of vuzes and tekhni"a,
COVERAGE: The authors discuss mQld dppigns for casting heavy ingots
in the production of rimme4--and klj~eo_steel i?looms and Blabs.
They make suggestions for calculating ingot and mold dimensioi.'Is to
assure minimum waste, A1�9 discussed are mold failure and its pre-
vention,, and modern methQds of ingot-mq1d making. T11 the Apper-,-~Ay
diagrams of molds and hot tppq used at larger Soviet steel plants
are presented. No personaj~ties 9,re menti,~pxl. . There are 39
references: 25 Soviet, 3'Qe*an, apd 11 English.
Card 1/4

Ingots (Cont.)
TABLE OF CONTENTS:
Foreword
SOV/2494
3
Cdnstructional Paramttters.of Mqldq for barge Castings (Over 5 Tons) 5
Ratio between the height of tho p vred metal and the width of the
9
mean cross section of thq Mold qavity 6
Ratio between the side diMenoions.or the Internal cross section of
the mold 14
Angle of taper of molds 14
Mold wall-thickneBs 18
Configuration of intprnal purtapep 9~ Tno~4 walls 24-
Radii of mold fillets 27
Configuration of the bottoj4 of ~pjlO-bottom Molds 30
Reinforcing molds with steel hoops 35
Hot top for b1g-end-up M. Q fe? 38
Ingot and Mold Des:,L$n 46
Determining weight qnd dXmenstonq of ingoto 46
Determining dimenOtgnp of mol4a ' J~q
Determining dimensions of 4ot Opo ~i4 hot-tpp extensions 58
Card 2/4
. .... Pi

ingots (Cont.) SOV/2494
Design example of molds for killed-tsteel Ingots 6o
Design example of a hot top for a 4~1;pd-stepl ingot mold 65
Design example of ingot molds for rimme.d steel 67
Eliminating weight variation In ~npts 70
Making ingots for blooming mills 72
Reducing the Number of Types of Ingots apd Molds at Ukrainian
Metallurgical Plants 76
Ingots and ingot molds of the "Azovetal?" Plant 76
Ingots and ingot molds of the Plant'imeni )4rpv 79
Ingots and ingot molds of the Plant imepi Azprzhinskiy 80
metallurg~cheskiy
Ingots and ingot molds of the Alphevakiy
-fombinat (Alchevsk Metalli4ro'cal CombIne
) 84
i tj
ngots and ingot molds of the NaporoFhstall Plant
88
Defects in Molds Resulting From Use, and Means to Combat Them 92
Erosion 92
Hot cracking 94
"Bu rnout" 96
Crack formation 98
Accidental types of mold defi~cta 101
Card 3/4

ingots (Cont.)
Methods of Producing Ingot Molds
Technical conditions for Oastl*ng Molds
Brief summary of methods of gastXng ingq~ molds
Preparation of Molds for casting ingot Molds
Mixes for cores and molds
Paints for molds
Drying cores and molds
Assembly and p6uring
Cooling of ingot molds
Materials for making ingot molds
Types of casting defects
Appendixes
Bibliography
AVAILABLE: Library of Congress
Card 4/4
SOV/2494
102
102
log
110
116
lig
120
121
124
125
129
133
219
GO/jb
11-6-59

PANICHP B.I., L--zd. tekhn. Yauk; TRISEUVSKIT, I.S., irevvlh,
Nair.- parameters of molds used Ir. casting large ingot
TSNIIC,F34 no.15:6-18 157, NIRL 11:5)
(Holding (7ounding))

PARICH, B.I., kandidat tekhnicheskikh nauk.
Bfficient method of heating the face of an ingot. Stall 17 no.4:371-372
Ap '57. (MLRA 10:5)
l.Ukrainskiy institut.metallov.
Pteel ingDtB)

246
AUTHOR: -Panich, B.I., Candidate of Technical Sciences, Ukrainian
TITLE: Reduction of amount of trimmin in angot rolling (Sokrash-
chenie obrezi raskata slitkov.~
PERIODICAL: "Metallurjj~ (Metallurgist),
195?, No. 1, P. 36) (U.S.S.R .
ABSTRACT: The use of ingot moulds with spherical bottoms has enabled
the amount of tail trimming to be reduced to 11,,~ of the total
rolled lun6th and to dooveaLu tho number of dofocts duo to
sub-crust blisters,
2 figures (photos).

PANICH, B.I.:
PANIGH, B.I.: "Some problerw io perfecting the technology of ca6ting rail
steel". Stalino, 1955. 1Ain Hi.gher Education USSR. Donets Order
of Labor Red Banner Industrial Inst imeni N.S. Kbrushchev. (DissertationE
for the Degree of Candidate of Technical Sciences).
50: in zhnavp letmis' No 44, 29 October 1955- Mosemy-
L-

p~~,,ypxov.
SHNEYEROV, Ya.t.; MONAKHOM qAVrjjFNK0V.
ARISIrovs N*Po; Yut..
Mechanical properties Of 8~,-mj-tzkilled and capped St 3Ps and St 3-KP
st,eels. MetalIDvad. J term.cbr.mt. no.9:2-8 S t65.
I., Irk-rainski-y nauchno--isslednvutol'8~17 institut mLI 10

TRISMSKIY, Igor' Stafanovich-, PANICH. Boris Illich; NIKOLA17MO.
Nikolay Antonovich; RAIMiM.-'-Z.. -(9=0V, K.,
takhn.red..
[Ingots ana ingot molds) Slitki I izlozhaitay. Kiev, Goo.
izd-vo takhn.lit-ry USSR, 1959. 221 p. (KM 12:7)
(Steel Ingots)

DOLGOPOLOV9 A.F,; PANICHj B.I.; MINEVICH, V.Ya.
Surface quality imProvement of a.top cast semikilled steel
ingot. Sbor.trud. UNIIM no.11-lo4_108 165. (MIRA 18:11)

-67 '___FSS-2/q-W.T(jV ~9 TTIAW
L 10834 jj~j_
~A]16034627 SOURCE CODE: UR/0313/66/000/008/0015/0015
_A. P.; Gri-gorevskiy, V. M
UTHOR&F Panich, I. M.; lq]~ivrenko
ITLE: Motion of satellite 1965 06V
DURCE: Ref. zh. Issledovaniye kosmicheskogo prostranstva, Abs. 8.62.122
EF SOURCE: Astron. tsirkulyar, no. 347, noyabrya 18, 1965, 2-3
TAGS: artificial earth satellite, satellite motion, photometric analysis
i.BSTRACT: During photometric analysis, an unusual change was detectedin the
ycle of the artificial earth satellite (ISZ), 1965, 06V (Cosmos -53 -rocket). From
3 February to 20 September 1965, the satellite cycle increased 7.1 times, while
a other cases such an increase, as a rule, did riot exceed 30-401o. [Translation of
bstract]
CODE: 22/
I'Card
UDC: [522. 6+621. 396]:629. 19

TSELINKO, M.G. (Zhitomir)j ORMOV, V.P. (Ryazan); FANICH, K.I.;
FEDOROVI I.V. (g. Kurgan); KULIGHITSKIYI AiF-V
(pos. Tovarkovskiy Bogoroditakogo rayona, Tul'skoy oblasti); GALLOU,
M. (Bratislava, Chekhoslovatskaya Sotsialisticheskaya Respublika;
YANOV~~l (Bratislava, Chakhoolovatskaya Sotsialistichaskaya
) 1. (Bratislava, Chekhoslovatskaya Sotsialisticha-
Respu IKADLECHIK,
skaya Respublik~); PETEAKI M. (Bratislava, Chekhoslovatsk&ya Sotsialisti-
cheskaya Respublika); PRITOKA, 0. (Bratislava, Chekhoslovatskaya
Sotsia-Usticheskaya ResImblika); LBOV, A.G.
Suggestions and advice. Fiz. v ahkole 22 no.6.-62-64, 96 N-D 162.
(MIRA 16:2)
1. 636-ya shkola., Moskva (for Panich). 2. Chkalovskaya arednyaya
shkola Gor1kovskoy oblasti (for Lbov).

PANICHp K.I.
Ole 22 no.2:
Subject pl" assigiment and quizzeoo Fizo v Bhk (MIRA 15%11)
64-65 Mx-AP 162.
1. 636-.va odinnadtoatiletnyaYa shkola g. Moskvy.
(Physics--Study and teaching)
--J

FANICH, 1. 1. (Moskva)
On conducting a physics practicum. Fiz.v shkole 16 no.1:66-71
J&-Fe '56. (HLRA 9:3)
1. 636-ya arednvaya shkola.
(Pbysice-Experiments)

PANICH Xulya Ikhelev- DROZHZHIII, Yu.N., redaktor; PONOMAREVA, A.A., te-
:i-
s ei-eti k t o r
C&Perience in organizing laboratory work in physics] 1% opyto
orgenizateii laboratornogo praktikama po fizike. Moskva. Goo.
uchebno-pedagog. izd-vo M-va proav. RSFSR, 1956. 87 P. (MIPIA 10:4)
(Physl:ca--Study and teaching)

. . . . . . . . . .
MOROVA, O.F., kandidat pedagogicheskikh neuk, redaktor- PANIGH, H.S.,
redaktor; LIVONBYSXAYA, L.G., tekhnicheskiy reds &T.
(School and labor; a collection of papers on volytechnical training
in school] Shkola i trud; abornik o oplitekhulcheskom obuchenii v
shkole. Claningrad] lenizdat. 1957. 202 p. (HIRA 10:11)
(Technical edueatio4j,

it-
r -0
1,
O'l A Ojm
me 110- - "
A-4t.
W11110
g -20 'Ego""
Alp
a 0 N
lot
AMU
ISO !-6 WI-41 Elm
, I .
Sao
Inn
14
0"0
14
10
M
'z
Alb I

PARIGH. 0.1.
One partial differential equation of the fourth order to which
the plans problem on flow in Osseen's linearization of the
Navier-Stokes e7stem of equations is reduced, IISuch.dokl.vys.
ehkoly; ftz.-mat.nauki no-3:57-63 159. (KMA 13:6)
I.T.
1. Odesskiy gosudarstvennyy universitet imeni XJ~ Kecbnikova.
(Differential equations, Partial)
(Hydrodynamics)

I PANICH, 0, Is
"I lybarmonic equation of the
Basio bound[Ary value problem for a p0 nanki no,,3t
fourth order* I%ucb.dokl.vyI.shkoly-, fix.-Mt
64-70 '59- (ZA l3s6)
is 01636kir cogudwetTeoW universitet imenj I.I. Meabnikovas
(Differential equationes Partial)

PANICH, 0.1. (Odessa)
Potentials for a polyharnumnic ecrlation of the fouxth order.
Mat.sbor- 50 nos3:335-3068 Yr 160. (MIRL 13:6)
(Harmonic functions)

ACC- NR, AP60347.50
SOURCE CODE: UR/0020/66/170/005/1020/1023
AUTHOR: i&~ich,..,O.
ORG: Odessa Electrical Engineering Communications Institute (Odesskiy
-elekt-rotekhnicheakiy institut svyazi)
TITLE: Elliptic boundary value.problems with a parameter only in the boundary
conditions
SOURCE: AN SSSR. Doklady, v. 170, no. 5, 1966, 1020-1023
TOW TACAi ~111ptic. fu4ilon, lmoodqry voltip prOlem, #ric~let problem
ABSTRACT: In this paper elliptic boundary value problems are considered. 111o equa-
tions'of these boundary problems do not depend on the parameter, but the boundary con-,
ditions do. The case when both the equations and the boundary conditions depemd an
the pAr4meter was e~xazin_-d by H. S. 4-ranovich and M. 1. Vishik (06f.%, 19,
1964). Tjjoy~fowRo tht zrito-vio for whloh the probleia ha3 a unique solution for fairly'~'
large values of the parameter. '11%d above reaults &to_ by, tho. progmkt
author for t" case when only boundary conditions depend on the parameter. The need
for the solution.of such a problem arose when equivalent regulation of elliptic bovmd-~
ary problems with the help of potentials was studied. A special representation of
normal derivative solutions of the elliptic system is obtained through use of
Dirichlet boundary data. This paper was presented by Academician 1. G. PetrovaMy 1)
Card 1 /7" UDC: 517.43

~!-.,--7.- -., --- I ~~; -z-jr. :~~ -,; - ;~, ~~-: I - '~ " 1~,7.",--,,:, ~ ~,- -.._
~. r I- - I - - . i,
-1 ~, . I . "I . , . I ." a - , -
, , -,.' ~ : 4', ', - - - , . .~4
., I I- ., - .-, . - , -
-:*O.~ il-,~-:z ~ J.-

~;L. tne

.than tile thircx. !--,-e
'OTri 'e r%regularirv
0i MRR~
RN
'N4

....PAVICH I- ~-- I ~- Iving a system of Oseen's
.......... thod of Potentials in 00 incompressible
Tjse of the Me .eceady flow Of a visaoue
equatiOus.describing a * Part 2. izv. vys ucheb. Zav-;
fluid past a Ilant contour (kii 15210)
mai. n0.4:118-321 162.
10 Odesekiy go.eudarstvennyy universitet I="' 1. j. Nechnikova.
(Differential equations) (Hydrodynamics)

PANEHO 0.1.
Solution of a system of Oseen equations for the steady flov
around a plane contour of a viscous inconressible fluid using
zUe method of potentials. Izv.vys.ucheb,,zav,; mat, no.6:73--84
162o (MM l5fl2)
1. Odeoskly goaudaretvennyy universitet imeni I,LMecbniWva,
(Differential equatione) (Hydrodynamics)

PANICH, 0.1.
Using the method of potentials in solving a system of
Oseen's equations describing the steady flow of a viscous
incompressible fluid past a plane contour. Part 1.
Izv. vys. acheb. zav.; mat. no.3:98-210 162. (NIkk 15-9)
1. Odesskiy gosudarstvannyy universitet Imeni
I.I. Mechnikova.
- (Hydrodynamics)

S/l40/62/0o0/O06/oo2/oo6
E
031/E435
AUTHOR: Panic~, O.T.
TITLE: The solution of Oseen equations for the steady flow
t round a flat plate by a viscous incompressible fluid
by the'method of potentials, III
PERIODICAL-: Izvestiya vysshikh uchabnykh zavedeniy. Matematika.
no.6, 1962, 73-84
TEXT: . The present paper is a continua~tion of two prev'lous
articles by the author (Izv.VUZ. Matematika. no.3, 1962 and
no.4, 1962Yin. which the boundary problem,
2u 2k ~ IAU 0
x
U f f
IL 0 Zn~L = I
from which the solution of the stated problem can be determined,
was studied. In this part the case of k tending to zero,
,i.e. for Small Reynolds numbers, is discussed. The solution has
Card l/

s/140/62/Ooo/oo6/002/006
The solution of Oseen E031/E435
been sought in the form
A
U(P) wl w 2(P'10
where the potentialq are those previously defined. Integral
equptions for X and p in the limiting case of It tending to
zero are derived. It is shoim that the corresponding homogeneous
equations have only a null solution, from which it follows that the
actual (inhomogencous) equations have unique solutions. In
considering the character of the flow for small Reynolds numbers,
it is shown that the velocity components tend to zero as
k tends to zero. Expressions are deduced for the pressure and
the resistance of the medium in the limit. The pressure remains
determinate. The case of a straight circular cylinder is
..considered to illustrate the theory. The expressions for the
velocity components and the principal terms In the pressure are
only valid near the c.ylinder but they are completely valid for
calculating the resistance of the medium.
Card 2/3

PANICH, 0.1.
Solution of the basic boundary value problem for a polyharmonic
equation of the fourth order in a plane with the method of poten-
tials. Part 3. Izv. vys. ucheb. zav.; mat. no.6:89-96 161.
(Mj*Pdk 15:3)
1. Odesskiy gosudarstvennyy universitet imeni I.I.Hechnikova.
(Boundary value problems) (Potential, Theory of)

PANICH, 0.1.
Solution of the fundamental boundary value problem 11-.. a 4th
order polybarmonic equation on c.4 plane by the method of potentials.
Part 2. Izv. vys. u~heb. zav.; mat. no.4:66-77 161. (MIRA 14!7)
1. Odeaskiy gosudarstvennyy universitet imeni I.I. Mechnikova.
(Boundary value problems) (Integral equations)
(Potential, Theory of)

C '3 8 0 0
34767
S/140/62/000/001/008/011
C111/0444
AUTHOR: Panich, 0. 1.
TITLE: The solution of the basic boundary value problem for
the polyharmonic equation of fourth order in the plane
by the potential method IV
PERIODICAL: Izvestiya vysshikh uchebnykh zavedeniy, Matematlika,
no. 1, 1962, 118-129
TEXT: The present paper i,~ a continuation of the former publications
of the author (Izv. vuzov. matem., no. 3, 1961; no- 4, 1961; no. 6, ig6i)
There one had introduced potentials w 1 and w., by aid of which one
could reduce the boundary value problem
A 2u + 2a Au + bu 0
nu
UIL = f-' In
to a system of regular Fredholm integral equations of second kind which
had possessed a unique solution in the case of positive roots of the
characteristic equation. In the present fourth part the case a = b = 0
Card 1/4

S/140/62/000/001/008/011
The solution of the basic boundary C111/0444
is considered. The potentials w 1 and w 2 have in this special case the
shape
w(0)(2,X) 2 f (0 ) (13, Q) dSQ (9-1)
1 T r j1 1
w (0) (1" ~L I S (Q) ln 1 dS (9.2)
2 TI, L R(P, qF Q
where COS3 0 (P. Q)
VP(P" Q) = R (PI Q) z (Q) COS2
(Q) [RI (P. Q) In
-~SQ 0SQ (P. Qj), (9.3~
is the curvature of the closed boundary L, E)is the angle between
the inner normal in Q and the vector W (from Q tq P). The limits of
the potentials on the boundary are written down, and one investigates
the properties of the potentials (amonG others in dependence on the
kind of the boundary). W(O)(P, 6L) is the usual potential of a simple
2
layer and is shortly discussed. Thoroughly investigates is w(0)
Card 2/q- 2
V~

B/140/62/000/001/008/011
The solution of the basic boundary ... C111/C444
especially one points out those properties which cannot be observed in
the general casep and which only occur for a = b = 0, e. g. it is
stated (theorem 3): If A ~_ U*= const, and if the fourth derivatives
of the parameter representation of L satisfy the Hblder condition in
every system of coordinates, then there is w 1(0)(P,U) = 0 in the inte-
rior domain S i of L, =_ - C on L and S - 2C in the exterior domain S
Adjoining the interior and t e exterior problem are formulated: I. De-
termine a solution u of A u = 0, being continuous in S i together
with the first four derivatives, where u 6 C 3 in S i+ L, uIL=fo9
Zu f f 6 H f E H and where the fifth derivatives of the
'En I L = 0 31 1 2
parameter representation of L satisfy the H61der conditions. The
solution with the set-up
U(P) = W(O)(P, + '(O)('P"~t) + A7w-(P) (10-13)
1 2
where A W in Si, W C- H3in Si+L, v the solution of an auxiliary
system, is reduced to a solvable system of integral equations.
Card 38
j 7.

S/1 4Y62/OOO/OO 1/008/011
The solution of the basic boundary ... C111 C444
II. Determine a solution u of A 2u = 0, possessing four continuous
derivatives in S where u 6 C in S +L, u f , aul L = f, and u is
ey 3 e 0 an
quasiregular at infinity, e. g. u = O(R
lu 0(1); 0 ( -L ), ahu '3"Au 0 ( 1
9Y 2 IT _FY_ 3
R6 R6
By the removal of certain logarithmical terms one forms out of W(O) an
auxiliary potential 'W""i, and by aid of the set-up u(P =w +W(l) (P~A
) AI(FIX) 0
2
one proves the unique solvability of the problem II.
There are 2 Soviet-bloc references and one non-Soviet-bloo reference.
ASSOCIATION: Odesskiy gosudarstvennyy universitet im. 1. 1. Mechnikova
(Odessa State University im. I. I. Mechnikov)
SUBMITTED: February 3, 1959
Card 4/4

PANICH 0.1,
Solution of the fundamental boundary value problem for a
polyharmonic fourth-order equation on a plane by the method
of potentials. Izvi vys. ucheb, zav.; mat. no.3;80-90 161,
(MIRA 14:7)
1. Odesskiy gosudarstvennyy universitat imeni I.I. Mechnikova.
(Boundary value problem)
(Differential equations)
(Potential., Theory of)
V,
J,

26458
Iv'3900 S/1,40/6~;/000/003/004/009
CI"/C333
AUTHOR8 Panich, 0.
.-~ J
TITLEs The solution of the fundamen+al boundary value problem
for a polyharmonic equation of fourth order in the plane
with potential method. I
FERIODICALx Izvestiya vysshikh uohebnykh zsvedeniy. Matematika,
no. 3, 1961, 80-90
TEXTz The author investigates the boundary value problem
16 2u + 2aAU4 bu - 0 M
ulL f0
D,-, I f
'anL
where a, b are oonstants, L the boundary of the domain, 2
Card

26~58
S/140/61/000/003/004/009
The solution of the fundamental. C-111/0333
derivative along the exterior normal, The author construrts potentials
which reduce this problem to a regular system of Fredholm integral
equations of second class, the solubility of which as proved,
The present first part of the paper ', consisting of 4 parts acoordirig
to the author, contains a long introduction and t.te first two secticns
of the first chapter.
In the introduction the author gives a survey on the possible boundary
value problems for (I) and announces three further chapters, In the
first chapter he construc-.s potentials which are investigated in the
second one; in the third chapter the solubility of the problem (I),(II)
is proved if the roots of the characteristic equation are positive;
in-the fourth chapter the biharmonde equation is investigated.
In � 1 the author gives potentials for the polyharmonic equation
of fourth order which are partially known and partially set up in
an earlier paper of the author (Ref. 10j; 0 potenTsialakh d2ya
poligarmonicheskogo uravneniya chet7ertogo poryadkh )r..On the potentia!3
for the polyharmonic equation of fourth order] Mal-em. sb., t~50
Card 2/6

26458
S/14 61/000/003/004/009
The solution of the fundamental . . . C111%333
(92)13, 196o).
Let a - b = 0; the equation 2u has the fundamental solutions
(0) (p, Q) - in.
If 1 7R -P, V
(0) 2(p.
,P 2 (p,Q) -R 1n RTP,Q)
where R(P,Q) is the distance between P and Q. With the aid of
(1.2) the following potentials are constructedt
V(O) (pq , ~ v (Q) W (10)(PQ) ds 1 1 ds
L L
V(O) (P (0) (p
2
Card 3/01 L

26458
The solution of the fundamental ... S/14 61/000/003/004/009
C111~0333
(0) (p, (a)
V(O)(Pgv) = V(Q) ds
3 43Y
L
V(O)(F,V) - 1 S 0 6'1
4 Oy 2
L
where derivative with respect to the interior normal., ds
element of arc, ()-- angle between nQ and QP.
The characteristic equation
. p2+ 2ap + b = 0
is assumed to have the roots p -k 2> 0' P2-k22>O(kl> O,k2 0).
Card 4/3

26458
S/140J61/000/003/004/009
The solution of the fundamental ... C111/C333
Then (I) has particular solutions K 0(k 1R), x 0 (k2R), where K O(Z)
2
+ L_ + ln -1 + (z) and (~(z) is an even entire function.
4 z
If it is put
K 0(k 1R) + Ko (k 2R) 1n I + k12 + k2, R 21-n.1 + (1.10)
2 R
4
'f2 ('P k 2 k2 LKO (k 1R) K 0 (k2R)J
1 2
k2 + k 2
R2 1n 1 2' R4 1n "! +
R 16 R
if k1 k2 and (kR) R2 2
+ A: R4
T2 (P RK ln ln +
k 0 R
C a r d
"t" J~-
M

26458
S/140 6!/000/003/004/009
The solution of the fundamental . . . C11IYcC333
if kI k2 k, then the following potentials satisfy (1)
v 1 (p V(q) 9 1(p,q) - )] d3Q (1,.'2)
L - TK-Q- Lf ~ ~82 'f2 (P'0
v (Q) [Sol (p, Q) -
2(p" Tr
L
1 f2 (F
4JY S a yrQ
L
(p, V 2(P,Q)ds
4
Card 6/9 L
If ds
8 2(P'Q)j Q
ds
(~.13)
(1-14)

.26458
S/140/61/000/063/004/009
The solution of the fundamental ...
C111/0~33
2 3
D 12 (p, Q)
2 ds
A --4
v Fr
L
2
v6(pll~ -r q '), _ .1. 1 T2 ds
2 :7 (1-22)
[?j (p, 0
n
there (1.16) has the'property that it -yields a' -j6p or the function
ve is r6gular.
itself on L, while the normal derivati
� 2 treats the representation of the solutions of boundary value. rob
l.ems by potentials; e. g. the representation 'lop
U(P) - v.(P, (2.1)
+ v6(PQ~
reduces the problem M, (II) to a re&ul*ar system of integTal equations,
the investigation of which, however, turns out to be very complicated.
Oard 7/9
711 -7-1-1

R5
-26458
S/14oJ61/000/003/004/009
The sollition of the fundamental ... ciii/C533,
in the
TIherefore t.he author PrOPOses to find.the solution of. (I),
fotm (2.10)
P) (p,
( 0, + w2
U
where (2.2)
(p, de Q
L
with
4. (P. Q) fn ~P-Q,
4
(P. Q) Q
62(p, (P. Q)
(P. Q) (Q) (2.3)
+ 142 as2Q
(P' Q.)
Card 8/~)
MIIKIPMR Q%Tl FROE Mrs, U7,2VINIAR
"NO

26458
S/14 611000100310041009
The solution of the fundamental ... 0111Y0333
and
w2(p-v 6L) *(Q) W2(PtQ) do Q (2.8)
with
Y2 (P., Q) K. k, R (P, Q) (2.9)
The author mentions: S. L. Sobolev, J. N Vekua, Z. Ya. Shapiro, Ya. B.
Lopatinskiy. There are 2 figures, 8 Soviet-bloc ana 3 non-Soviet-bloc
references.
ASSOCIATION: Odesskiy gosudarstvennyy universitet imenl J. J.
Mechnikova (Odessa State University imeni J,, J.Mechnikov)
SUBMITTED: February 3, 191'59
Oard 9/9

31916
B/140/61/000/006/005/007
G111/0444
AUTHOR: Panich~ 0. J.
TITLE: The solution of the basic boundary value problem for a
polyharmonic equation of fourth order in the plane by
the method of potentials. III.
PERIODICAL: Izvestiya vysshikh uchebnykh zavedeniy. Matematika,
no. 6, 1961, 89-96
TEXTs Searched is the solution of
2u + 2a,6 u + bu 0
(1)
*~'uj, fl (II)
UIL = f0' n
where L is the boundary of a domain and is the derivative with
n
respect to the outside normal. This problem had been considered by
the author already in JVUZ 3 and 4, 1961, there it was called problem
IV 01' There were constructed potentials which allowed to reduce the
problem to a regular system of Fredholm integral equations of second
Card 1/*

31916
S/140J61/000/006/005/007
The solution of the basic boundary ... C111/C444
kind. These potentials w1(P, A) and w2(P'X ) were investigated in the
second part of the paper. In the present third part of the paper for
the case Of positive roots of the characteristic equation
p2 + 2ap + b = 0 (111)
the existence and uniqueness of the solution of problem IV is proved.
01
There one distinguishes between the inner and the outer problem. With
the notations of part I and II of the paper the exact formulations
read as follows: The inner problem IV 01 : Searched is a function u which
satisfies the following conditions;
a) in the domain S. u possesses continuous derivatives up to the
fourth order and satisfies
A2u + 2aau + bu 0 (7-1)
b) u F- C3 in Si+ L
Card 2/1f
v~

S/14 31916
ly 1/000/006/005/007
The solution of the basic boundary . . . C1 C444
c) u satisfies
u '~n f 1 (7.2)
IL = f01 -au I L
The existence and the uniqueness of the solution is proved under the
assumptions of L 6 J7 5P f0 6 H39 f1Ei H.. The outer problem: Searched
is a function u,
a) possessing continuous derivatives up to the fourth order in S e and
satisfying
A 2u + 2a4Au + bu 0 (6.1)
b) u G 03 in S + L
a) satisfying
ft -VU f
n
IL 0 n IL I
d) u 0 at infinity.
Card 3AL
(8.2)
1 77

31916
S/140/61/000/006/005/007
The solution of the basic boundary C111/6444
The same assumptions hold for L, f0, fl.
The author mentions S. L. Sobolev.
There are 3 Soviet-bloc and 4 non-Soviet-bloc references. The reference
to English-language publication reads as follows: Robert B. Davis:
Asymptotic solutions of the fourth boundary partial differential
equations. J. Rational Mech. and Analysis, v. 5, no. 3, p.605, 1956.
ASSOCIATION: Odesskiy gosudarstvennyy universitet im. I. I. Mechnikova
(Odessa State University im. 1. 1. Mechnikov)
SUBMITTED: February 3, 1959
Card 4/4

AUTHOR:
Panich, 0. J.
32734
S/14 61/000/004/007/013
C1 1 IYC222
TITLEs The solution with the aid of the potential method of the
fundamental boundary value problem for the polyharmonic
equation of fourth order in the plane. II.
PERIODICAL: Izvestiya vysshikh uchebnykh zavedeniy. Matematika,
no, 4, 1961, 66-77
TEXT; The present paper is a continuation of (Ref. 1, 0. J. Panich,
Resheniye odnoy krayevoy zadachi dlya poligarmonicheskogo uravneniya
chetvertogo poryadka na ploskosti metodom potentsialov, - EThe
solution with the aid of the potential method of a boundary value
problem for the polyharmonic equation of fourth order in the plane. I.]
IzV. vuzov, Matem., Nr- 3, 1961).
In (Ref. 1) the author considered the equation
'42 u + 2ajAu + bu = 0
and he defined the potentials v 1(P'V ), V2('Pt'7) .... , v6(P,V for it-
Card 1/3

S/140/61?0101(N4/007/013
The solution with the aid of the ... 0111/C222
The properties of the potentials v k are identical with the properties
of the corresponding potentials v(O) for the biharmonic equation A2,=O.
k
Basing on these properties the author investigates the potential W 1
introduced in (Ref. 1) and he calculates the values of w nd its normal
derivative on the boundary. 29 theorems are formulated alt,ogether, e.g.
Theorem As If A C- H m (Aqo~ ) on L, m 0,1 and L 6 J1 3(B;0!-), then
w X 11 (eA, oL in S + L and + L.
M i e
Theorem B: If H (A, ob ) on L, p 2 and L E J1 then
P p+1
wi(P,A)EH (cA,otl) in'S. + L and + L.
p I e
Theorem Ct If I(A) on L and L (B, -L ) then 'w, (P, 6,Ho (cA, of,
on L.
Theorem Es If I(A) on L and L E, 3(B, d,,), then wl(p"\)
R (cA,oL') on L. np
Card 2/3

32734
S/140/61/000/004/007/013
The solution with the aid of the ... 0111/C222
Here L is a simple curve dividing the plane into the inner part Si and
the outer part Se; is an arbitrary finite part of Se. It holds
f (X) 6 H(A, a', ), 0oL 6- 1 if for all k = 0, 1,.. ., p it holds
lf(k)(x) i5 A, If(k)(Xj) f(k) :!= A x x . A curve belongs
(x2)1 1 1 - 2 jc4
to the class np(A,OL) if its parameter representation belongs to
Hp(A,ci),
The author mentions N. M. Gyunter. There are 3 Soviet-bloc references.
ASSOCIATION: Odesskiy gosudarstvennyy universitet im. J.J.Rechnikova
(Odessa State University im. J. J. Mechnikov)
SUBMITTED: February 3, 1959
Card 3/3
'N

KOFMLVW, P.G. [Korollov, P.H.)-,-P-4NICH, P.H. [Panych. P.N.1 .
Dust protecting device for the Und wheal bushing of the ?-5-35H
plnw. Mokh. nil', hnap, 9 no.10128-29 0 158. (KRA 11:10)
1. Ukrainakaya akademiya ae1Iskokhozyayatvenrqkh nauk.
(Plows)

cA
the fjlll~-
hem, mul. the c"t.
at ver, )n dWPtaW **FtvWtcx"-
flat a rubi otatim viscm-
the aid of a cybodriW r
It ow vac4ty pbma the load.
MP.. by tm 400 of t . nj
. the tooStO at the do
and the point at w%cb
ov e1 isto a line to ci
y With the obi
wl acs witb the 2 ism . ata coi
I against AMS N.

TU Mwebasum ot 20huce of lats"S.
IL A. liCal'yanovo. anti S. S. Voyutskil (Iu!Rk%C-1,C*bbtkM4,
Techadl., Moscow). Kollog, Zhur. 12, lW14110M.-
Ma kks of synthetic rubber is stabiliwd with ICH,
Aftobtbe"ICAMN11,011. Tounderstandthemaunism
of the "dm of the latex by ZuO, the action of the corn.
Pooents of the latex on Zoo was studied. (1) HIO Jkt 26'
diasolves within I hr. 0.00DIO mol. ZuO prr I.; the mly.
is raised by Nits. t.g.. to 0.0000 and 0.032 in 1.47 aud 8.3
N Nils, rM., whereas the Wy. in N&OH (up to 0.1 N)
ismolveattithaniultrO. Thissbows that Zaispesent
i13N7I#Va;VNII#)o1i=s. Tbesoly.iqJV,%1hi2lzWt-
: temp. (2-W'). It is greatly Itureased by
NIJvN'%(v. , from 0.(W to OX94 IT78 'H..%,0j)
A Jrj./LdN
wkkb d islu" the diisocts. to NI & a Oil i=. The
soly. of InG in 2% Mh eState + sq. INH, Is Smier then
in aq, NHs &$orte. ViUn ft Nits conta. Is great (*.gL.;
, the a=t. of okic acid in the iota. h equiv. to tku
IM7 (2) Latex, In which Nife W" displaced b
.1 q boiling
W" a I of Na0l I and who" p1l was then adjusted to
)I J wItrh5,*N&O)f..dkI not act in the presence of ZoO pFe-
Sumbir b$Mse IZOOVII.M ions aci absent. (3)
Thepild.tmf.p. %1111,,ndati. ItCltoaracacd lot
24 lus. of more (e.g., ,ol 9. 1 to 6.4). this shows that the
condensation is wry stow. The soly. of ZnO in aq. Nllu
was reduced by IICIIO when the decrea%c of pit caused by
HCHO was cmskkmbk. IU time I of Jelation of latex
(without zno) was reduced by adda, of 11010. It C h
We Anal concri. of HCHO, the curves 'lot I AF21"St C"
were almost parallel to that of "pil against c' . When
0.25 1. ZnO, suibilited with casem. was introduced into
2D m. late, (solid residue 39%, + 6 mi. aq, HCHO,
swastouchmal than when ZnO alone or HCIIO alone
was present, as long as tbt system contained It" than 1.4r,
HCHO; at higher c ZnO had but a weak effect on the gels-
tion, gresuotably beegute lZn(.NHs)gl ions an destroyed
by If IfO, 71M JZft(.NJfl)4J ions accelerate ff0atia be
cam theLempress the diffuw double layer rotiall the
lattz part Its; Zn- Ion% frmu Xts(OlUt rillnut achieve
1), f% too stmil. The colinidal
don not prevent mutual at-
and strueture formAtion in thr
1. J. Dikerman

EWEN
CA
no elecorow"ft ft tw ce d Of loasidai
Sv
?:Z
"My. R. M.
7X'Pb"l(l9W): d. C.4. 44. 61874-7be effects of PH.
;!r", and = electrokine6c potentis! am m
ed. A steady In pofttW *as observed om a
pff male hm 2 t* 10 in a study of a soln. coatt 0.21
-tv%la- Addm-a#N&CItoxQ.2%redd#dn-mtap o(4
caused % derldird oltocof In potentIO. Aging allso de-
okt4rok%ttk- c*Aent6l. liforsw Sittig

The mecl;sAimn of gelation of lattice 11. Microscope
,Study of structure fomestion during &elation. .14 :Z. to~ut.
-kit. 14. 161. PA"ich...ml JZ A. K.sl'v %,,% a i 111.1 ~ Vil". ('III In
) X,41md /Aw 13. %is Rli HIM
141 1 .( milok"t
c(. C.A. 44. .3. 111, . . . . I
(lip) 1,311%) Stabilitell -Ail 1 12 just. Na 'Ile-Ile .,nd vollfit,
~i~ 4 IWIS lwnzciir Ire flumthAted by Z110 ]in[ x(lair vOlvil
C) unit NIIA are uAlded, lei the 9vl the rut4ptr pailich.
-111 16 111;C111.) arv Io v.401 ollier by 41 Zee XII'mul,
F
, J. V 111krililml

12 A ~ - -
74,m" r hl.~,'.
"'! ,,,
K. A. Kal'YAnOva (Inst ,Fine chrul.
%Kolloid. Zkoor. 13. .42-8( C-A-45.(R)1*2t.
J. J. ~kkcrtuiln -

R.I.I. panicb.
The triedozi- trslgs- Vol It
K A "Y-0-- I?Uwr cl,'". & Techscj
TecbncA., Movow). C. C. MVIS
C.A. 44.3770C.

I ~. t
I I
: ., I 1 !1- 1 1 1 . I
I , - -
tj :, ., : , , !. . -r! 1.11

VOYUTSKIYI S.S.; KA11YANOVA. K.A.; PANIGH, IR.M.; YODIW, N.M.; ZOOM, P.A.,
akademik.
Heohanism of filtering out the dispersed phase of emulsions. Dokl.AN SM
91 n0.5:1155-1158 Ag 153. (MLR& 6:8)
1. Akademiya nank SSSR (for Rebinder). 2..Moskovskiy institut tonkoy khi-
micheskoy tekhnologii im..M.V.Lomonosova (for Voyutskiy, Kallyanova, Panich,
Fodiman). (Filters and filtration) (Emulsions)

PAITICII, R. 11.
"AgLTe,,ative S ability of Dispersed Ifigh Polymers (Latexes) and the Electrokinetic
Potential of Their Krticles." Cand Chem ScJ,, Moscmi Inst of Fine Chemical Techrology
:Lmeni M. V. Lomonoscri, Min Higher Education USSR, Moscmi, 1955. (1:1,, I'llo 16, Apr
SO: Sum. No- 704, 2 Nov 55 - Survey of Scientific and Technical Dissertations Defended
at USSR Higher Educational Institutions (16).

KONOVALOVA, N.V.; GONSOVSKAYA, T.B.; SANDOMMK.TY, D.M.;
A IICH
VOYUTSKITY, S.S.
Properties of latexes prepared with the aid of nonionic
stabilizers. Part 2: Butadiene-styrene latexes. Koll. zhur.
27 no.4:589-592 JI-Ag 165. (MIRA 18:12)
1. Moskovskiy institut tonkoy khimicheakoy tekhnologii imeni
M.V. TDmonosova. Submitted March 7, 1964.

T, 09 68-67 EWT(m)jEWP(v)j1RWP(j)/T IJP(,-)~ WW
IRM
'
A4-L 14K, AP6032179 souRcE CODE: uR/oo69/66/028/005/0772/0773
AUTUOR: Doga kinj,B, A.;;Panich, R. M.; Fodiman$ No M.
ORG: none
TITLE: Sixtieth anniversary of S. S. Voyntsk
SOURCE: Kolloianyy zhurnal, v. 28, no. 5, 1966,.772-773
TOPIC TAGS: latex, polymer compatibility, plasticization,,leather substitute,
.Polymer adhesion, polymer cohe5 ion,
ABSTRACT: Professor, Doctor of Chemical Sc~inc es, S. S. Voyntskiy is a prominent
expert in the fields of colloidal chemistry d of the physics and chemistry of
s
high-riolecular-weight compounds. His studi s include the follovibg topics: physics
and themistry of latexes; compatibility and plasticization of p2jj~~ers~ leather
substitutes, special cardboards, and paper; and nonwoven filtering mat6iial5. His
studies on the cohesion and adhesion f polymers resulted in the develppment of the
diffusion theory of adhesion. Voynt-10iy is associated with the following ins,titutigno'
Moscow Institute of Fine Chemical Technology im. M. V. Lomonoffov; Institute of Light',
Industry;-and the Scientific Research Institute of Leather Substitutes. [B01-
SUb CODE' 07, 1l/ SUBM DATE: none
Card 1/1. Vmb.