SCIENTIFIC ABSTRACT KOROBEYNIKOV, V. P. - KOROBITSIN, V. G.

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• Collection: Scientific Abstracts
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• Release Decision: RIF
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• Document Creation Date: November 2, 2016
• Document Release Date: June 14, 2000
• Sequence Number: 4
• Publication Date: December 31, 1967
• Content Type: SCIENTIFIC ABSTRACT

'~4376
C2 8/207/62/000/001/018/018
6, 11152/11138
AUTHOR: .-KorDbeynikov, V. P, (1.1,oscovi)
TITLE': Particular solutions of the hydrodynamic equations of a
diluted plasma in,axisymmetric motion
PERIODICAL: Zhurnal prikladnoy mckhaniki i teklinichookoy fiziki, no. 11
.1962, 153
TEXT: In cases of cylindrical symmetry the equations for the motion of a
diluted plasma are
dv a PR-. P-L I_dp_ du +
-7 (P-L+h) p dt ar P
P dt or h
d h, d Pjh
d = 0, d P ---7- = 0 (1)
w 0. h-1, 0' dt
H 2 H2
4 h,=
dt at + ar , h=h4P+h1, V~ 81t 8:%
pj_ and r.1, are the components of the stress tensor in an orthogonal system
of coordinates where one axis has the di:rection df the magnetic line of
Card

S/207/62/000/001/018/018
Particular solutions of the... B152/B138
force, r is the distance from the symmetry axis, v the radial velocity,
11~ the azimuthal component of the magnetic fiturld, Itzthe component al6ng
the z-axis. The system (1) corresponds to the equations obtained by CheT-j
Goldberger, and Low for the hydrodynamic model of a diluted plaama. When
hz 0, the system (1) h an a particular solution of the type
Y td1ildl, 'pj_ = r-V(AP + D) R-h, hq, P-~ (B (tP - PI) + All (PI, P)
F-* P',P CP'tt-4. j - rts-1, (diz/dt)lc~2Ap-~l.-281nti-Cli-3.~G (2)
P(�) is an' arbitrary.functiong A, 13-1 Cl D, M, G, are arbitrary conatants
adapted to given initial and boundary conditions. A. 0. Kulikovskiy
(DAIT SSSR, 1957, v. 114,.no. 5) already o'Otained a solution of type (2).
Since, with C >0 and'B >0, IL(t) can neither be zero nor become infinite,
a plasma particle which at t = 0 is at finite distance from the axis of
symmetry, cannot depart to infinity nor can all the particles be
con.stricted.iolan infinitely thin line. When hZ / 0 and hj / 0, the
system (1) permits the solution
. i.
Card 2/4

S/207/62/000/001/018/018
Particular solutions of the,:':. B152/B138
d,,
C P, - H " Ca
dt P.L B 11 Y i+1 w
h. Cjaltt-t. h, = kCltb It-4, p~ k W114-%B-2 a= --in-
kA-B) (3*)
dt J2 2A III IL + litt-8 + Clk-4 V k + t
G (2 + 6) 1,, 2k + 2 V_k (k + E (k, + + G
+
A, B, C, Cip r"7 G, and k are-arbitrary constants. The solutions (2) and
(3) may be generalized for the case where the particles have the
rotational velocity v,V = 4_2~2,p(~), whereaPQ) is an arbitrary function.
This generalization has been stated for m gnetic hydrodynamics with
iootropic prosoure by Yu. P. Ladikov (Nakotoryyo toohnyye resheniya
uravneniy neuetanovivahikhsya dvizheniy v magnitnoy gidrodinamike (some
exact solutions of equations of nonstationary motion in magnetic hyd'ro-
dynamics), DAN SSSR, v. 137, no. 2, 1961). When h = 0,
4 z
P LC P, P- . The r and t dependence of the other functions
sought is expressed by the (2) equations. Similarly, the (3) solution
Card 3/4

S/207/62/000/001/018/018.,
r,;irticular solutions of the..* B152/B138
iv terjeralized, where only the dependence of hz changes. [Abstracter's
note: Essentially complete' translation.] There, are 3 references: 2
Soviet and I non-Soviet. The reference to the English-language
publication reads as followe: Chew, C. F., Goldberger, M. L., Low, F. E.
The'Boltzmann equation and the one-fluid hydromagnetic equations in the
absence of particle collisions. Proc. Roy. Soc. A.-, 1956,-v.,236, 112.
SUBMITTED: October 25, 1961
Card 4/4'

420U
S/207/62/000/004/002/006
1024/1242
9
AUTH,',)RS: Korobeynikov, V.P.9 and Ryazanov, E.Y. (Moscow)
TITLE; The influence of a magnetic field on the propagation
of plane and cylindrical ahock*waves
PERIODICAL; Zhurnal prikladnoy mekhaniki i tekhnicheskoy
fizi4 no.4, 1962, 47-51
TEXT: The self-similar problem of'piane or cylindrical gas
motion due to instantaneous energy rel~easb at the plane (or axis)
of synunetry was investigralved for both small and large magnetic
Reynolds numbers. A strong explosion finite conductivityq and a
.magnetic field perpendicular to the velocity vector are assumed.
Por small magnetic Reynolds numbers the reverse action ofthe gas
Card 1/2

KOROBEYNIKOV, V.P. (Moskva)
,
Analogy between a cylindrical explosion and a hypersonic gas flow
past a body. PMT no.6:45-49 N-D 162. (MIRA 16:6)
(Explosions) (Aerodynamics, Hypersonic)

S/040/62/026/005/016/016
D234/D308 ---
AUTHORS: Karlikov, V. P. and Ko'robeynikov, V.',P. (Moscow)
TITLE., Motion of a plane piston in a medium having finite
conductivity9taking into account the effect of elec-
tromagnetic field
PERIODICAL: Prikladnaya matematika i mekhanikd, v. 26, nb. 5, 1962'9
970-972
TEXT: The'velocity of thepieton IJ is assumed to be constant and
the conduc:tivity is assumed to vary in th~- direction of U as sx-1.
The magnetohydrodynamic equations are formulated taking into ac-
count the displacemenVourrentB. At the initial time instant (when
the pistons begin to move), a constant field Ht directed along the,
A axis, is giv4e/jhe solutions are expanded in powers of a small
POP where DO,is the velocity, of the shook wave
parameter q
for H 0 and Po the initial density. The authors find the zero
.0
Ca
rd 1/2

KOROBEYNIKOV, V.P.; CHUSHKIN, P.I.; SHAROVATOVA, K.V.; ORLOVA, I.A., red.;
KORKINA, A.I., tekhn.red.
(Tables of gas dynamic functions of the initial stage of a point
explosion) Tablitsy gazodinamicheskikh funktsii nachallnof~stadii
tochechnogo vzryva. Moskva, 1963. 57 p. (Akademiia nauk-~'&SSSR.
Vychislitellnyi tsentr. Soobshcheniia po vychislitellnoi
matematike? no.2). I (kM 16 CR

L 17038-63 Epp,/Epi'i(b)/F,~iT(I)/F.Vid(k)/BDS;;!-. ASD/ 8/207/63/000/002/916/025
_____7_-3/AF,VL_ PIS 4/Pd-4/P'Z-4-:---:IKN/JliB/.~~T--~
AFFTG ESD
--AUTHOR- Farlikov. - V~- P. Kbgqtq
_ynikov, 1L. PI,, and Rn&gggy, Ye. V. SaGoolf
TITLE: An, app e qgior~ problems in certain.
roximate method for colving ML
ideally compressible media
IERIODICAL: Zhurnal prikladnoy-makhaniki L takhaichookoy fiziki, no. 2$
1963, 132-1AI
9=: During explosions in Cortain ideal madia, like water or vater-containing
ground, the motion of tba liquid, near th6 gaceoua cavity agreau with the thaoretical
calculations of tba displacement for the caaae of an explosioa within an
incompressible liquid. N. N. Koch Ina and. 11. S. bbl I nikova (Ref . 2: DAN SSSR.. 1961,
vol. 138, no. 2) enumaratk the prGpe media having the
above-mantioned characteristics. Under such circumstances the compressibil.ity
substantially influences the fluid. motion only. within a relatively narrow region
adjoining ths shook wave containing large gradients of density, pressuze, and.
velocity. Tba authors expect that.the just mentioned facts are favorab2a for the
existence of an approximate Jolution. of the problem stated, in the title. They
start at tim t 0 wIth an instantaneously produced spbarical volw2s of gas within
,Card 1/2

L 18716-63 EPR/E?Mb)_/BDS_ P6-4/Pd_4~ WW
ACcEssioN im: Ap3oo6122 8/0207/63/000/004/0048/0057
AWHOR: Kordboynikov, V. P1, (Moscow); !'3husbkin,,P. 1. (Moscow)
TIW.. Calculation of the initial stag.* of a point %plosion In various gases
SOURCE- Zhurnal prikladnoy mekhaniki iitekhnicheaboy fiziki, no. 4,, 1963,, 48-57
TOPIC TAGS: point explosion, back prestiure, blast vaveL, linearized problem, plane!~
wave, cylindrical wave,, apherical wave., adiabatic exponent, hypersonic flow, self
similarity model, blunt-nosed body.. slext.der body
ABSTRACT: A nu=rical solution of a lirearized point-explosion problem with back
pressure taken into account Is considered in the cases of plane, cylindrical, and
apherical waves in gases within a wide range of adiabatic exponent y. A method
ip outlined for the solution of lineariz-& blast-wave problems which is very con-
'v%enient for computer calculations. A pn)gram was designed for the BEM4-2 com-
-Vater vhich makes it possible to obtain oolutiona for various values of
Y (1 < Y < 7) in the cases of plane, cylindrical,,'and spherical waves and to ob-
tiin functions of the total energy,, temIxirature, and entropy In linear approxims-
'.~Ion. The results, vhich are presented Im tabular form, contain both autosimilar
Card 1/2 - ------

L 18716-63
lasswx PR: Moo6122
and linearized functions. The linearized solution of the blast-vave theory was
a:~
plied to the problem of hypersonic flow over blunt-nosed slender bodies
10 --:- 21). Comparison of the resulto obtained by linearized solution with
those obtained by numerical solution for the flow over bodies indicated the poo-
sibility of applying the solution of the problem of blast-vave theory to solve
the problem of hypersonic flow over blunt-nosed slender bodies and vice versa.
'112he authors thank K. V. Sharovatova and It. T. DLh~aembayev for making the cal-
culations." Orig. art. has: .9 figures, 21 formulas and I table,
ASS=IATION: none
SUMOMD: 25Apr63 DATE ACq,t llSep63 EXCLt 00
SUB CODE: Al NO MW SOV: 010 OTMM; 006
Car
d 2/2

AIDD Tir 9148-11 22 ~.APA1
PARAMETERSAND SHAPE --OF- A SHOCK WAVE FRONT PRODUCED By A ~N 7
(USSR)
IN77ENSE tXPL6,916N
Korobeyrnikov, V. P., and,V.- P, Karltkov,'~ INt Akddarniya m%uk SSSR.
bo d -v-. 8, 6. 21 Feb -1963, %1271-1274. S 1020163 /1481006 1006 /023
An approximate inethod is presented for calculating the parameters and shape
of a shock.wave ina. point -explosion in an i.jahomogeneaus medium. Analytical
relationships plermitting determination of the shape -are given, to gether.with
the law of its change, with time. A theoretical determination of the wave front
parameters . based on data on the strong-detonation and asymptotic laws of
shock wave decay is carried out. It is assumed that the point exp~losiontakes
place in an ideal gas (adiabatic index, 1. 4). The calculated values of excess
pressure AP 2/pl are plotted iq a. graph. The results of a numerical calcula-
tion carried out on the "Strela" computer for the case when h=8 and Z ~ 3 a - re
given in a table, It is concluded that the method can be applied to. the' pToblem,
of explosions in a nonisothermic atmosphere.
Card 1/1

_,- - I
. - # 1 .1 , '. I ~ ill,11YIN IF. 1.
rX . . I
vloscow)
"On the analysis of explosion In compressible medial?
report presented at the 2nd All-Union Con6ress on Theoretical
ana Applied Plechaniest Moscowl 29 Jan - 5 Feb 64.

nronagar turl- Gf exu Los ion- induced
-Plcs tc-n ir t~- anc, at
jlz~ p C i -;c

of
il-I
. , 1-14 .-, -! : -T
I *-A,;v~, 7.Nc:~ 11- '. " ~ 1_1,". i -
" f. (1-I TIE R -

TITLE% Interaction of shook waves in an ideally conducting Can with a week
magnetic field
SOURCEt Zhurnal prikladnoy mkhaniki I takhnichookoy fisikip noii 4. 1964a W-114
TOPIC TAGSt shock waves conducting gas, magnetic field
ABMIM The problem is considered of the perturbation of a weak magnetic field
H
0 by a strong shock wave propagating in a perfectly conducting stationary ideal
ga3 whose initial density in Po It is assumed hat
t where P* and
V* are respectively the density and the velocity behind the shock wave. The gas
mation is assumed one-dimensionalj the gas-dynamioal flow parameters dopend a nly on
one coordinate r (and the time Q0 and the influence of the magnetic field an the
perturbed gas motion ia no acted The three cases of spherical N - 3). cylin-
drical (N) - 2)9 and plaw 1) "shook %raves are considered with P. aid U.
LOonstante For ths splarical wavothe fifad Ho is initiaW directed along the 9,
Sard-
ACGMION HRI AP4044726
Adz;-
Acuwia mi AW44726 5/0207/64/000/004/m.13/M24
AUTHORt Korobsynikovp Ve Pe (1104004)
&Nis,* for the cylindrica wave ff. Wtiany dirafted at an angle 0( ffts the
2 iudes and for the Plane wave u iatially has the components 'Mr.L!ML1r.
0 Thavis
using the ISAPOU0 field Induction equation and the continuity ;;11~tion, is
!found that
Mr - jz~ 0
caw Me sin 0 P
we
M, -me sin 12 sin -ro, HV -Melia f2coelp PF, R"Mmeems-L (VM2),
ISO
IN
M, 8,r its, mve J)
Pe.
where ro is the initial coonUnatq
of a i9as particle at rs Orig. art,. Us, 19
equations*
f
;ASWGIATIONS none
SUBMITTED O9Apr64
JWLs 00
'SUB CODEj HBO EM No IW Ek)V: 005
OrHIRts 002
C.rd

AccmSION

41,~CC7.1- SION XR: AP4013322 S/0020/64/154/003/0549/0552
AUTHORS: Korobsynikov. V. P.; 0hUshkint P. 1.
TITLE: A method for calculating point explosion in gases
SOURCE: AN SSSR. I)okladv*, v. 154,, no. 3,, 1964, 549-552
TOPIC TAGS: hydromechanics, hydrodynamics, point explosion, gas
point explosion, explosLon, wave, gas explosion
ABSTRIM: The propagation of explosion waves In a quiescent gas with
the presence of back pressure in plane (v = 1 ), cylindrical (v = 2)
and spherical (V = 3) cases was examined. The problem presented has,
a self-similar analytic solution in the case of a powerful explosion;
when bacic pressure is not important. The linearization method Is
used for computing the Initial stage of explosion with back pressure.
A problem without self-similarity and. with consideration of back
pressure can be solved In an approximate manner by Introducing inter-
polation equations for the unknown functions, the unknown parameters
of which are defined by special integral relations. A precise solu-1-
Card 1/2

ACCESSION NR: A24013322
tion can be obtained by numerical methods. Authors applied the
method of integral relations as presented by A. A. Dorddnitsy*n (Tr"
III vsesoyu=. matem. s"yezda, 1956, 49447 (1958D , and 0. X. Beloi-.:L
tserkovs1dy and P. 1. Chushkin (Zhuri. vy*chisllt. matem. I matem.
fiz., 2, no. 5731 (1962)) for a.viumerical solution of an explosion
with back pressure at v = 1,2 and 3 and with various values for Y
(adiabatic index). The gas was assm2ed to be-ideal and hafing a
constant adiabatic index. "In conclusion, authors wish to thank V.P4
Karlikov for valuable discussions and participation In the aevelop- 1
ment of the Initial variations of tho calculation scheme as well as
Ye. Bishimov for compiling the program and carrying out the computa-
tions." OrIg. art. has: 7 equations.
ASSOCIATION: Matematicheekly Institut Im. V. A. Steklova Akademii
nank SSSR (Mathematics Institute of the Academy of sciences SSSR) i
SUBMI TTED: 27Jun63 AOQ: 26Peb64 ENOL:
SUM CODE: 2H, M NR RIP sovs 009 OTS211, 001
Card 2/2

SHCHEGLOV, A,P.; KOROBEYNIKOV, V.P.; ISAKOV, V.M.
-------------
Correlation of Cambrian sediments In the Western Sayan Mountains
and Tuva, Trudy SHIGGIMS no.29:50-60 164.
(MIRA 18:3)

1; 1784-6 F.WT(1)/F.WPW/EWA(d)/FC9f k)/ZWA(h)A~A(C)Z~TCW/EWA(1) WW.-
AC--:C NR& 7EP5028050 UE01046/65/011/004/0468/0462
SOURCE 'OODE.
AUTHOIL Korgbeyw1myt V.P.-OstmMovo GLA.
ORG: , Leningrad State Univer's (LentIWa .dskiy gusadardvenayyuniversitet); Institute of
Mathematics. AN SSSRt Moscow (Matematicheakiy Institat AN SSSR)
/04
TITLE- More on cavitation disintegration-
SOURCE: Alwaticheakiy zhumal, v. lit'no. 4, 1965, 458-462
1q, Ts"~
TOPIC TAGS: cavitation, fluid &_w~ ps flow, shock cave_ pERagation, shock wave
ABSTRACT: One of the main reasons fdr:the caviWon, disintegration of the surfaces of solids
In contact with a moving fluid Is the bursting of. the -gas bubbles which adhere to the boundary
of separation. As a result of this -phenomenon there Is an explooloa which is microscopic in
dimension but huge In intensity on the boundary between the solid surface and the fluid. ra
this case the pressures and forces wbkh cause dislategration. are so high that the solids behave
basically as fluids. This paper favestigates the processes which accompany the propagatioa of
a strong shock wave in two contiguous fluid semispaces. It is assumed that the source of the
shock wave to an explosica at a point on the surface of separation of the two media. Aa exam-
ple Is presented of an approximate calculaUon of the dIstr1bQt1oa of energy between, the media
v-1,th adiabatic indexes A - 4, X = 5, and it = 7. An Investigation Is also made, in the frame-
work of the model used In the present at*, of the. Idnematles of subsequent deformations of
the substance of a solid wall. Orig. art. has: I figure, 11 formulas, and 3 tables.
card 1/2 UDC-.. 534.29/532.528

KOROEEYI,aKOII.. V.P.
Calculation of one-dimensional flows in cylindrical and
two-dimensional explosions in an ideally conducting gas
allowing for counterpressure and the prosence of a
magnetic field. Dokl. Aff SSSR 165 no.5:1019-1022 D 165.
(MIRA 19:1)
1. 1-fatematichoskiy institut im. V.A.Steklova UI SSSR.
Submitted April 19, 1965.

01i
OUR04 OODE
AP6002415 R 00 0 1 005.1019 10 2
AUTHOR: Korobeynikov, _Vw&P~.;-Sedov, L.I. (Academician)
ORG 14'athemat-I,cal Institute" im-. V. A., St-eklov, Academ y oIf Be is nceIsi of
Ithe (Matematicheakly
1:4
J~
IT 17"LE Calculation of-one dimensional flow In cZlindrical and plans
exolml_Q_~S'An an ideally conducting.gas, taking Into account the-_ba-a_k-_
pressure and the magnetic field
-Doklad -;-~V _-__5----1965--.-lOlq 1022-~
SOURCE AN _SSSR. :1
,TOPIO TAGS: chemical,explosion, external magnetic field, shook wave
ABSTRACT: Let-there be~.assumed-._a~cyllndrioalor a plane pointexplosion
In a stationary electrically.conducting gas In the presence of a magneti
field. It is further assumed that, the conductivity of the gas is,in-
finite, and.that the gas is an Ideal -one.with aconstant ratio of
the apecific-h6at~capacities#Y E0 isthe energy evolved in -the elc- A
plosion, calculated for unit length In -the cylindrical case (-r = 2)
.and for unit. area In the'plaae case (-r = 1) . Let the magnetic field
.be parallel to the axis of symmetry (the axis of the explosion) and
parallel to the plans. of symmetry (the' plane of the explosion) for the
Card 1/2 UDC: 534.222.2
Z - - ----

MIZIN., V.G., inzh.; SAFONOV, B.P., inzh.; SEROV, G.V., inzb.,,,!,9~9~~Y.NTKOV..
-V.V., lnzh.,- FISHMAN, B.D., Inzh.; STRAKHOV, V.M., Inzh. NIKdTIN, Yu.K.
Production of 75% ferrosilicon with coke from a charge with -
an increased content of jas coal. Stall 25 no.2:133-135
F 165. (MIRA 181.3)
). Kuznetskiy zavod ferrosplavov i Kuznetskiy filial Vostochnogo
nauchno-issledovateltekogo uglehimicheskogo Initituta.

I)MAVIN, A.A.; STRAKHOV, V.M.; KORODEMIKOV V V - SEROV G.V.; MIZIN, V.G.
-- ==-L~ f I
Influence ofthe quality of the carbon reducing agent on production
indices of 15~ ferosilicon. Stall 24 no.11:1004-1006 N 161+.
(MIRA 18:1)

KOROBEYNINOV, YU.N.
Reduce the idle periods of automotive transportation units* Goro
khos-Mooko 34 no,70-10 JI 160*' WU 13:7)
1. Moagorfinv4raylenlye.
(Moscow-Transportation. Autoinotive)

RAKOVSKIY, V.Ye.; PBTROV, 1-.K.; GMTKO, V.S.; GALXNCHIK,, LZ.; FOZIWTAK#
V. So ; KUNASHXBUCA
KOROWIGH, *][*Poo red*;
VERZALo AJ.; redo,-. KOmD3J7NI)1QV,.Tu.T*., red.
(Technological arrangownt fo:r the production of mineral wool
shasts with saptopol binding imateriall Usrabotka takhnologii
proisvodstva plit Is m1norallaoi vaty a 04kropelevoi eviaskoi.
Minsk, Isd-vo *ZyIasd&,v 19511. ~4 p. (MIRA 12:2)
(Minerall wool) (Sapropels)

PETROV, L.K., otv. red.; BELYAY,-K.f., red.; VFMAL, A.I., red.;
KORENEVICH, N.P.., rpd.; KOROIEUIKOV yu ye. r9d,;
NDRGUNOVA, G.M., tekhn.
(MIding materials made of local raw materials] Stroitelf-
nye materialy is watnogo spla. Minsk, Izd-vo M-ya vyssbego,,
orednego spetsiallnogo i professionallnogo obmsovaniia BSSR
1962. 199 p. (MRA l6s4~
1. Minsk. Nauchno-iosledovateillskiy institut stroitellnykh Ma-
terialov UPS i SNKh BSSR.
(Building materials)

PETROV, L.K., otv. red.; BAZAYEVA, L.A.., red.; ITSKOVICH, S.M.y
red.; KORENEVICH, N.P.8, red.L.KOROBEYNIKOV. Yu.Ye., red.
(Agloporite and agloporite concrete) Agloporit i agloporito-
beton. Minsko Nauka i tekhnikal, 1964. 390 P.
(MIRA 1815)
1. Minsk. Gosudarstvennyy nauctuio-issledovatellski-y Institut
stroymaterialov,

BULY,IHp A.; ~OROBEYNIKGVA.. A., ekonomist; MURTAZINA, Kh.,s IMLYUBOVSKAYA, V.
Work conscientiously and have a creative attitude toward worki
Fin. SSSR 23 no.10:59-61 0 !62. (MMA 15:10)
1 Starshiy inspektor 2hdanovsk6go rayonriogo finansovogo otdela
(ior Bulkin). 2. Kiyevskiy rayonnyy finansovyy otdel (for
Korobeyi-d.kova). 3. St.E&shiy ekonimist Timiryazevslcogo
rayonnogo finansovogo otdela (for Murtazina). 4. Starshiy
ekonimist Finansovogo upravlenip Ispolnitellnogo komiteta
Mosgorsoveta (for ITelyubovskaya).
(moocow-Finance)

BURMISTPOV.. N.A.; MIATSKEVICH, V.S.; SOSIX., M.A.;
OSOYMMY K.I.; BOZHKOj V.S.; MOSFJLLE;V., I.A.; GOGIN., N.Me;
DANKIKIM, V.I.; EEZRUCRENKO., I.ML*
Experience in competing for the idght to be called an enterprise
of commmiot labor, Vest* oviazi..21 no.n:22-2 5 N 161.
(MMA 14 111)
1. Nachallnik Pervomayokoy kontory.svMi g. Moskvy (for
Burmistrov), 2. Nachaltnik otde:leniya ovyazi Kupino,
Shobekinekogo rayona, Belgorodskay obl, (for Korobeynikova).
3. Nachallnik Noginskoy' rayonnoy kontory avyazi Moskovskoy
obl. (for Xhatakevich) 4. Nachallnik Teykovskoy kontor7 ffy-yati
Ivanovskoy obl. (for iosin). 5. Nachallnik 16-1fo otdeleniya
,a7azi Dzerzhinskav Gortkovskoy obl. (for Osokina~. 6. Nachallnik
Sovetakoy kontory evyazi Kaliningmdskoy oblasti (for Bozhko).
7. Uachallnik Sovetskoy kontory svyaz:L-K=skoy obi. (for
Mosk~lev). 8. 'Nkvh&l'xdk--ZuMi-nakoy- kontor7 ovyazi g.
Gortkogo (for Gogin), 9. Fachal .Inik ShchelJmnovskogo otdeleniya
ovyazi Yukhnovskogo rayonav Kaluzhskoy obl. (for Danilkina).
10. Nachallnik Bobrovskoy rayonnoy kontory svpzi Voronezhokoy
oblasti (for Bezruchenko),
(Telecommunication-Employees)

'r
TIHQUY.MVA,L.A.; ZHOVTYY, I.F.; =IPSLOV, Y.N.; GOLOVACHM, Y.Ta.;
GMDMINKOO P.G.; DUBOVIK, I MMONOTA,
L.P.; IMINOV, S.P.; SHVADKO
: L
Incidence of bacterial infections in steppe rodents of southeastern
TranabsUmlim. Tez.i dokl.konf.l:rk.gesonsuch.-iesl.protivochume
inst. no.2:63-65 057-6 (KUL 11:3)
(1~RANSPAINALIA--RODMIA--DISP6ASM AND PESTS)
(BACTERIA PATHOGIMIC)
, ~ At

TIMOFMVA, L.A.; ZHOVTYT, 1.7.; MIPE107, N.Y.; GOLOTACHNVA, V.Ta.;
GO'RDIYM,O, G.P.; DUBOVIK, N.M.; XOR073EYN1KO'1A,,_AJ.; MIROTTOVA,
L,P.; WIRINOV, S.P.. KATAFONOVA,'!,7_.67.,- _SffVMKO, L.P.;
vAsmovraff, m.i.
&arah for plague aind, other spizooti, diseases In a Trausbalkallan,
plague focus. Repoew 16.2. Izv. lrlr.go~'. nauch, -is 91, Prot IVO-chum.
inst. 200-13 159. (MMA 13:7)
(TRANSBAIrALIA--RaMITA--DISiBASES AND PASTS)

KOROBUNIKOVA) A. V4p
"Fusarioses of Clovers of Sverdlovsk
for Degree of Candidate of Biological
M. V. Lomonsov., Sverdlovsk, 1955
Oblast.. and Ways of Canbating Them." (Dissertation
Science) Moscow Order of Lenin State U imeni
So- M_1036 28 Mar 56

b -ey 0
BOGAGHNYA . .I KOROB14YNKOA S"ILEN90, Ye.P., kand.biol.neuk,
ot veto t;'-'nw -rewa'A or r-46WOVA, T.S., radaktor; rZMODNNOVA, L.A.,
tekhasrodaktor
[Pests and diseases of clover in Sverdlovsk Province and ways of
controlling then] Vrediteli i bolesni klevers v Sverdlovskoi oblesti
i mary bor'by a xximi. Sverdlovsk, Almd. anuk SSSR, Urallskii filial,
In-t biologii, 1957. 46 p. (MIRA 11:2)
(Sverdlovsk Province-Clover-Diseases and pests)

"-~B~EYKIK~OVA -Aj.
Effect of nutritionp toweraturet moisture# and the pH value of the
medium on the developent of sow species of the prus Vus&rium,
Trudy Inst. biol, UYAN SM no. 1501-81 160. (MIU 13:10)
(FUNGI# PH M PATHOGENIC)

KOROBEYNIKOV.A, A.V., kand.biolog.nauk
TWD in controlling corn diseases. Zashch. rast. ot vred. i bol.
8 no.420 F 163. (NIRA 16:7)
1. Laboratoriya zashchity rastniy Ural'Bkogo nauchno-issledova-
tellskogo instituta sellskogo ~hozyaystv4i
(Corn (Maize)-Diseasen and pes4) (Disulfide)

L 19672- ~.EWP(J)/spy(c)/Ew(l)/Ewp(q)/EWT(6)/EWP*'(B)/BDS/ZEC(b)-?--
63
.:AFFTC/ASD/IJP(0 -.?c-~4/Pr-4/Pi-4 OQIRMIWWIJDIMAY
ACCESSION W S/0058/63/0~0/608/E035/E035'
AR3006981
:SOURCE: RZh. Fizika,, Aba.18E243
AUTkOR: ova, ~G.. V-
=r6b2ynilc
:1-TITLEs. Growing of some,singli crystals,for.anailysis by the nuclear
quadrupole resonance method
CITED SO'URCS: Tr.'Yestestv.-nauchn.,~ in-ta pri Permsk. un-te, V. lif
no. 1, 1962, 45-50
TOPIC TAGS: single c
rystal crystal growth,, nuclear quadrup6le
resonance, paradichlorobenzianet-p"aradibromobenzene, zbhe melting'-.
TRANSLATION: Crysta&,of paradichlorobenzene~(C 6H4C'2:)'." M and of
p radibromobenzenel(ii) were growl i -melting f',ur'nace com-
prisi-ng a pyrex tube.2s3 mm In diameter and 500 mm long.. A glass
qard 113
zil

L 19672-63,
AcdSSION NRt AR3006981
eter and 100
teh" tube (13.6 mm in diam ~mm long) witha drawn-out
end, was filled with crystalline pow4er,of 1~-(temperature 53_~C),
s d'
daled, placed in boiling,yater,,, and .-,then d?~opp intb the'.heated
e
i furnace. The drawn-46ut :below
the zone of *maximum 'ove thp
0-.-'Ybv~`Par-- our
zoner, the. ampoule was d --a -a,--ra e o 4 _.:the'zone-`
f
;OPPO
temperature being 540C.* Th6,temperature dro:p~.'..n4~1'1:11 6'
crystalliza,
tion front was 100C. After. the end of the'crystall`~zation, the
e 2--i 'hours for anneking. 'Si
crystal was left in the furnac a ngle
crystals of 11 (melting temperature 87*C) of 7.3 mm diameter were
grown by the same method ae 88*C in the zone and-,a temperature drop.
15-160C. Crystals of I with 0.1-3.5 mol. %.,.of II added were
1--
grown at a zone temperature of-870C, while crkstals -of II with 0.
.3.5 mol. % of I were grown at a temperature 6i 880C. - The'quality
of the crystals was monitored by'quadrupolettesonance usihg,a NQR
spectrometer. The quadrupole resonance lin4.bbtained on CV~!~-ex~~-
perience Zeeman splitting in the g-Aae-jof-.a-e-i-nc~te----Ury-stal specimen.
Cord

r~ OR06F-YrVi1~0V61 C,
25(6) PHASE I BOOK EXPLOITATION SOV/2798
Rodigin, Nikolay Mikhaylovich, and Id _Ylgorovna Korobeynikova
Kontroll kachestva Izdelly metodom vikhre 3
Eddy Currents in Inspecting 'the Quality of Piece Parts)
Moscow MashgIz, 1958. 61 P . (series: Obmen tekhnicheakim
opytom) Errata slip inserted. 4,500 copies printed.
Reviewers: N. A. Krasyukov, Engineer, S. B. Shubina, Engineer
and 0. 1. Alisionok, Engineer; Tech. Ed.; N. A Dugina;
Exec. Ed. (Ural-Siberian Division, Mashgiz): G: A.-
Sarafannikova.
PURPOSE: This book is intended for engineering and tech-
nical personnel engaged In Inspection of parts and.auto-
mation of production processes In the metalworking Industry.
COVERAGE: This brochure discusses the physical basis of the
eddy current.method employed in the Inspection of both full
and hollow cylinder shaped piece parts. It describes
oscilloscope circuits for simultaneous observation of two
parameters and presents practical Information on the design
Card 1/3 .
Use of Eddy Currents (Gont.) SOVAT98
of instruments. No personalities are mentioned. There are
20 references: 7 Soviet, 7 Ge!rman, and 6 English
TABLE OF CONTENTS:
introduction 3
1. Concept of Eddy Currents 4
2. Nature of the Eddy Current Method for Inspecting 7
Dimensions and Physical Properties of Parts
3. Use of the Eddy Current Method in Inspection for 9
Quality of Solid Cylindrical Parts
4. Choice of Frequency
23
5. Use of the Eddy Current Methad In Inspection f'or 28
Quality of Hollow Cylindrical. Parts
Card 2/3

S/520/59/000/022/020/021
E073/E535
KnrnhPXniknVA T Y.P-.
AMOR: