SCIENTIFIC ABSTRACT SVESHKOV, YU.V. - SVESHNIKOV, D.A.

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• Collection: Scientific Abstracts
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• Document Release Date: August 31, 2001
• Sequence Number: 5
• Publication Date: December 31, 1967
• Content Type: SCIENTIFIC ABSTRACT

KAIMY.KOY, V.A.j SVESHKOV, Yu*V.
Dielectric constant and the specific resistance of certain slag
systems in steel smelting. Trudy LPI no.2413:4-1-48 165.
.
18:8)
(MM

KUMFOW V.A.; AGE~',:-,V, P.Ya.;
y
~!e.16)hocl.q for me-astiring tba pmpertfz5 1)' slag
. 1, . - -
svst.9r)r,. Zavolab, 31 ';-' 5,
(mm~, -mo-2)
1# lpeniagradsk2y po2!f,-,khn,'ch#-sk--'y .Ti,,

-.-0 `
. -- 1,7 - " -'-- - -- I -- - - - -- - - -- -- ----
v / r C / .1
_-., .,7 '"
.AMMATTEROV, P.;SAMARS~IY, A.;SVBSHNIR.OV, A.
Andrei Nikolaevich Tikhonov: on the occasion of the 30th anniverwy
of his birth. Usp. mat. nauk 11 no.6:235-245 N-D 156. (NLRk 10:3)
(Tikhonov, Andrei Nikolaevich, 1906)

AUTHOR: Sveshnikov, A. A. (Leningrad) SOV/179-59-3-5/45
TITLE: Determination of the Probability Characteristics of
Three-dimensional Sea Waves (Opredeleniye
veroyatnostnykh kharakteristik trekhmernogo volneniya
morya)
PERIODICAL: Izvestlya Akademii nauk, Otdeleniye tekhnicheskikh nauk,
Mekhanika i mashinostroyeniye, 1959, Nr 3, pp 32-41 (USSR)
ABSTRAM It is assumed that -the waving isideal, i.e. the sea is
infinitely deep and the amplitude is sufficiently small.
In these circiunstances the motion is of eddyless
character and the velocity of water particles at a given
point V can be defined as a function of its coordinates,
x, y, z and time t at the potential u (Eq 1.1). For
the vertical z, the deviation C
,(x,y,t) of the sea
waves fvom its static level is related to the potential
u as shown in Eq (1.2). Therefore, the potential u
(x,y,z,t) fully defines the state of water particles in
relation to the depth and the type of surface waving.
In order to find this potential, the Laplace formula
(1.3) for the conditions (1.4) can be employed. After
Card 1/4 the transformation, Eqs (1.6) to (1.14), the formula

SOV/179-59-3-5/45
Determination of the Probability Characteristics of Three-
dimensional Sea Waves
(1-15) is obtained uhich describes the waving in the
form of superposition of plane waves propagated in
various directions with the velocity expressed by
Eq (1.16). It can be seen from Eqs (1-17) (which is
based on Eq 1.12) and (1.18) that the spectral density
50(V,kp ), c1laracterizing the distribution of the energy
of plane waves of various lengths % = 2Tr/V , can also
be expressed as the spectral density y 0 (p,q).
Ther-efore, both the densities can be employed for
defining the probability characteristics of waving.
The latter can be defined as the mathematical expectation
of the wave profiles for various points in the sea at
various times. In general, their ordinates can be
taken as A(x,y) and B(x + , y + n) for times t and
t + T respectively. The mathematical expectation will
depend only on S T19 T. Denoting these three-
dimensional cot-relation functions as K(~, q, T), the
expression (2.1) is thus obtained. If the ordinate
is expressed as the potential velocity u (EqS1.2.
1.11 and 1.12), the differential equation (2.2) can be
obtained, which can be written also as Eq (2.4). For
Card 2/4 a definite point in the sea, i.e. for i = 0, the

SOV/179-59-3-5/45
Determination of the Probability Characteristics of Three-
dimensional Sea Waves
coordinates of the points A and B can be statistically
determined.
There are 1 figure and 5 references, 4 of which are
Soviet, 1 English.
SUBMITTED: August 1, 1938
Card 4/4

PHASE I BOOK EXPI40ITATION 50V/5755
Sveshnikovo Aram Arutyunovich
Prikladnyye metody teoril sluchaynykh funktsi7 (Applied Methods
of the Theory of Random Functions) Leningrad, SudpromgIz, 1961.
251 P. Errata slip Inserted. 10,000 copies printed,
Scientific Ed.: 1. Ya. Diner; Ed.: M. A. Aptekman; Tech. Ed.:
L. M. Shiahkova.
PURPOSE : This book is intended for engineers and scientists
using methode.df the theovy of probability in various fields
of engineeri+
COVERAGO: The book presents methods for inivestigating random
functions applicable to various fields of,engineering, such
as thq'se used in the theory of ship desigr., in, automatic-control
theory, and in radio engineering. Since the book is primarily
-intended to describe the applications of the theory, many theo-
retical problems have been neglected and mathematics is considered
Gard-4/6

AUTHOR.
TITLE-,
PERIODICALg
29642
8/14~/61/004/004/006/015
D2011D.)06
Sveshnikov, A~A.
Applyijig probabiiity methods to solving certain non-,
linear problems of the applied gyroscope theory
Izvestiya vysshikh uchebnykh zavedeniy. Priboro-
stroyeniyeg v. 4, no. 49 i961. 39 - 47
TEXT: In many probiems of the theory of gyroscopes, random func-
tions have to be included in a non-linear manner im-to -the equation.
of the system movement. These are all the problems in which Cou-Lomb
friction must be taken into account and those where random fruqc-
tions are applied to the input of the non-linear element of con-Crol.
In the present article the author gives a me-uhod of analyzing dyna-
mic systems with non-linear elements. The method is based on the
solution of
a = m + nf[xkt)b (3)
in which t[xkt)] are non-linear funcTion8 of type "yes-no", or a
Card 1/5

29642
S/146/61/004/004/006/015
probability methods D201/D306
lied to analyzing the deviation of a gyroscape due to the Coulomb
friction in the horizontal grimbal. The analyzed kinetic moment to
gyroscope H is taken as 29000 g cm see, the constant (insign) com-
ponent of the friction moment MT equals 0.1 g cm, the modulus of
the sign changing component of the friction. moment k = 0.5 g cm and
the angle of heeling O(t) is assumed to be a stationary time func-
tion with zero mathematical expectation, and the correlation func-
tion
K or 2 e-l'/T/(cos t T +sin (26)
where d 60c 12 = 0.042 1/sec; 0.42 1/see.
Kazakov's statistical method of linearization (Ref. Iss Avtomatika
i telemekhanika, 1956, v. 17, no,, 5) is found to give not only quan-
titatively but qualitatively false results and cannotg thereforep
be applied. A more complicated problem is the analysis of Coulomb.
friction on the true vertical reference line of the gyro. The exact
solution of the non-linear equations may be obtained by introducing VY
Card 3/5

29642
S/l46/6l/O04/OO4/uO6/0i5
Applying probability methods , D201ID306
ASSOCIATION,~ Voyenno-morstaya ordena Lenina akademiya (Naval Order
of Lenin Academy)
SUBMITTED: December 26, 1960
Card 5/5

26731
S/040/61/025/003/008/026
Investigation of the behavior ... D208/D304
Y(t) is an unknown function characterizing the state of the system#
a,,(t) 1, ..., n) are given functions of timep and the non-li-
near function F (X), (j = 1p 2, 3) is assumed to be I of the 3 fol-
lowing types
(X) signx
/2 (X) + [sign (X a) + sign (X A- a)]
2
/3 (X) RX + a) sign (X + a) - (X - a) sign (X - a)J
Here the first type corresponds to a non-linear "yes-no" typet the
second to a "yes-no" type with an insensitive zone and the third
to an element with a linear part and a "saturated" part. The solu-
tion of (1.1) is of the form
Y (t) p (t, t~) /j IX (t,)] dt~ (1-5)
Card 2/4

26731
B/040/61/025/003/OOB/026
Investigation 6f the behavior D208/P304
where p(t, tl) ib a wdighte 'd function ol.~ the systemp evaluated by
means of the system of indepeiident integrals of the homogeneous
equations corresponding to (1.1). For mathematid'al expectancy and
scatter, this method gives, after some iimplifiba~lon
P 0' t 1) d' 1
Y W (h (X (0))
2= 21 P T) P (t, E + 'r) d~j M (Ij [X (t)] fj I X (t + r))) d-r
_U
If the expectance is known, the first and second moments may be
calculated. The formulae are solved by means of Fourrier integrals
or by the method of A.A. Markov (Ref. 2: Ischisle-1ye veroyanostey
(Calculation of Probability), Gosizdat, M., 1924). Calculation mo-
ments: The formulae for the non-linear moments are, in the case of
X(t) with characteristic function E(u)
W du 00 (2.2)
Al jelux O)l - = 17E
U M U
Card 3/4

CHMNYY, F.B.; BASS) F.G.,, retsenzent; IiISYM) V.A.., reteenzenti
MASIIAROVAJ V.G., red.; SVESHNIKOVI A.A., tekhn, red.
(Propagation of radio waves) Rasprostranenie radiovoln.
Moskvaq lzd-vo "Sovetskoe radio,," 1962. /+79 P.
(YJRA 15:3)
(Radio waves)

10TIKOV A A.
VOLGIN, Lev Nikolayevich; IVANUSHKO, N.D., red.;.-gXaHVIKOVj A.A.$
tekhn. red.
[Elements of the theory of computer control; polynorial equa-
tions in problems of the synthesis of automatic control sys-
tems with digital computersIBlementy teorii upravliaiushchikh
mashin; metod polinomialIzWkh uravnenii v zadachakh sinteza
sistem avtomaticlaeskogo upravleniia s tsifrovymi vychisli-
teltrWmi mashinami. Moskva., Sovetskoe radio, 1962. 163 p.
(MIRA 15:11)
(Electronic computers) (Automatic control)

~~~'ffiwad"
V E-S H V
-j
PHASE I BOOK EXPLOITATION SOV/6203
Volodin, Boris Grigorlyevich, Mikhail Pavlovich Ganin, Isay Yakovlevich Diner,
Lazar' Borisovich Komarov, Aram Arutyunovich Sveshnikoy Doctor of
"~--k~ovic in
Technical Sciences, Professor, a-fiid-Kiliiian B;r
Rukovodstvo dlya inzhenerov po resheni3fu zadach teorii veroyatnostey, sbornik
osnoviiykh formul, tipovykh resheniy i zadach dlya uprazheniy (Handbook
for Engineers on the Solution of Problems in the Theory of Probability,
Collection of Basic Formulas, Typical Solutions, and Practice Problems)
Leningrad, Sudpromgiz, 1962, 422 p. Errata slip inserted. 14, 300 copies
printed.
Ed. (Title page): A. A. Sveshnikov; Reviewers: R. I. Ginzburg, Candidate of
Technical Sciences, and N. Ya. Cherednichenko, Candidate of Technical
Sciences; Ed.: I. A. Shaykevich; Tech. Ed.: A. 1. Kontorovich.
PURPOSE: This handbook is intended for engineers, scientific workers, and
students at schools of higher education interested in applying formulas of
Card 1/10

- - - - - - - - - -
Transactions of the Sixth conference (Cont.) SOV/6371
47. RayevskiYj S. Ya. Analogue of A. Ya. KhinchAls Theorem on
the Spectral Representation of the Correlation Function for 239
Nonstationary Random Processes
48. Raybman, N. S. Correlation Methods for Determining the
Approximate Characteristics of Automatic Lines 245
49. Sveshnikov A A Probabillty.Methods for Investigating 2.51
weiff ~oh~ Sea.and the.Rolling of a Ship.
50. Tempellman, A. A. Ergodic Properties of Homogeneous 253
Random Fields Over Groups
51. Timofeyevj D. V., and A, S. Frolov. Application of a
Method for Statistical Tests to the Calculation of Certain.
Regimes of Electric,~~ystems 257
,"ansactio:,is of th3 61wh Conf. on Probability Th,.orf abd Hatuh-amaltical Statistics and
of the Sy,-.-)osiwu on Distributions in infinito-Dimansional Spaces hald in Vill ryus,
5-10 Sop 160. Vj.llnyus 'Zospolitizdat Lit SS.0.1 1962. 493 p. 2500 copics printed,

- g..
MITYASHEV, Boris Nikolayevich; IVAMJSHKO, II.D., red.; SVESMIIKOV, A.A.,
tekhn. red.
(Determination of the position of pulses with respect to tire
in the presence of interfere:ace]Opredelenie vremennogo polozhe-
niia impuls6v pri nalichii pomekh. Moskv a, Sovetskoe radio,
'1962. 198 p. (MIRA 15:12)
(Pulse techniques (Electronics)) (Radar)

S/024/62/000/005/005/012
'e~ 0 E14 O/E135
AUTHORz Svesh!i~v (Leningrad)
- _A.
TITLE: The behaviour of undamped second-order dynamic systems
in the presence of random processes
PERIODICAL: Akademiya nauk SSSR. Izvestiya.' Otdeleniye
tekhnicheskikh nauk.. Unergetika i avtomatika, no.51
1962, 96-98
TEXT. The problem studied hits application to gyrostabilisers
in inertial guidance. In the-absionce of,damping, the application
to the-input of such a system of it continuous-random process leads
to the linear growth of the dispersion of-,the output processe:
In a numerical example,-it'is shown that in a cei-tain system for
which the Schouler period is realised the error reaches
4.8 km per hour.
SUBMITTED: April 24, 1962
Card 1/1

S/040/62/026/003/001/02_0
On the raotion of a gyroscopic ... D407/D301
where A. g# A.. and A~ are raridont functIons ol" time; a and P are the
an-ular deviations. in the presence of damping (due to friction or
0
drag), system (1.9-) is replaced by
+ kg(l + 1- A.)a + n& = kA990-3)
kg (1 + A,) nP kA,P
9 It g
mher- --. is the of the damping factor to the kinetic moment H
I Y ir --cfucing, instead of the re'al functions
-I - rotor. a(t) and
o
(t), zhe complex JL5'unc.-Ton y(t), system.0-3) i-ed!-"c6s to the single
equation
~(t) + iklg[i + Y(t)]Y(t)'= VJW + iv 1(t) (1-4)
a + iP),
where V 1 and W 1 are related to A 7L and A~, and-Y is related to A SO In
general,'the solution of.Eq. (1.4) is very cumbersome. In,practice
however, it is sufficient to determine the mean M and dispersion D
of the angular deviations a(t) and P(t). Pormulas are derived for
Uhe moments of the functions a(t) and P(t) for any system of random
-lunctions Y, V and VI. if the latter are normal functions, it is
Card 2/3
,bard 3/3

SEVANIKAYEV, A.V.; SVESIINIKOV, A.A.
Effect of ionizing radiation on the function of the vesti-
bular analyzer. Med. rad. 8 no.7:82-87 J1 163.
(MIRA 17:1)

ACCESSION NR: AP4041959 5/0280/64/IDOO/003/0058/0061
AUTHOR: Sveshnikov, A.A. (14aingrad)
TITLE: One problem orffrei~blf-nbilfty theory
SOURCE: AN SSSR. Izv. Tekhnicheskaya ldbernetika, no. 3, 1964, 68-61
TOPIC TAGS: automation, automatic control system, reliability, control system
reliability, reliability theory, Markov process, autocorrelation function, Weber function
ABSTRACT: The probability, W(T), that the system parameter u(t), which Is a random..
function of time, does not exceed limits recpiired for satisfactory performance of the
system during the time interval T Is derived. for the special case when u(t) is a line",
one-dimensionpl Markov process. The autocorrelation function of u(t) is seemed to be
20-al'n and u(~) to assumed to satisfy a differential equation
exponential, a.
du
+ clu M a f2a 9 (1).
where t (t) Is a white nolsi-e' function4hose autocorrelation is 6(t). The probabilit
y
density function, w(Ir, y), which expresses the fact that during the time interval 'r the
Card

- . .-I . - . -1--,
- . ; 1- . " . - - . ~ . I ~ ; - , . - 1 1.
. . I . - I . I , - 1 11,1 7. . I .I- I ~ . I ~ , : " ~ .-

'ACCESSION NR: AT4037705
,considerable inhibition of the function of the vestibular mec'na-ism.
:ASSOCIATION. none
SUMITTIM: 00 ENCL: 00 SUB CODE: PH9 LS
:NO REF SOV: 005
orHER: oo4
On
Cad
I w

VOLODIN, B.G.; GANIII., M.P.; DRER, I.Ya.; KOVAROV, L.U.J;
SIVESMIKOV, A.A., zasl. deyatell nauki I tekliniki RSF.1111,
do-i~to-r- -Ee'!kh'n-'-.-'naul-, prof. ; STARO BIN , K. B. ; 1:011"'HEMO , V.V. ,
red.; BLAGOVESHCHRISKIY, Yu.N... red.
[Problems in probability thewV2 matbematical statistics,
and theory of functions of random variables] Sbornik za-
dach po teorii veroiatnostei, matemiaticheskoi statistike 1
teorii sluchainykh funktsii. Moskova, Nauk-a, 1965. 632 p.
(MIRA 18:10)

OYVIN, I.A.; KIRIYAKOV, M.A.; KOROLEVA, L.V.; ROMANOVSKAYA, L.L.;
SVESWIIKOV, A.A.; TOKAFEEV, O.Yu.; UKLONSKAY-A, L.I.
Radlometric study of problems of the pathogenesis and
experimental tberapy of inflammatory edemas. Vest. AMN
SS,TI 20 no.9:87-93 165, (MIRA 18:11)
1. Institut meelitsinskoy radiologii AMN SSSR, ObninsIc.

Various -DIIILlItions am di-xwm-
tlI~,;.Ujjjtjoji:,6f tl~c_t;_ra
ave:
-rcgi u-i ti
-f
jmkup-tz
to the rea"t,
valuc throoWco-111 C~
f
nits
e
A e -princip e o Ilpffing a
is Sornrnfrrt'~I&S: .!~r-Aiatlon` cond
Ma:th.'Wrdrv21,-3%w-3SS (1.912).
SawapkillA A&Mti
18i 141~21W(1;048)) h
avesuggesta
udj.
amplit rwommending thelk
t0e-of u4oIn-6V___th
equa iom
Flo'
r tion
.,the 'a
+M6~0 in
V_
with Av
-th"lAb,.-the-aE
injj~ triodif --cc- ridition'i~
iidfatida
w.-Ja-ik, Wh
pneral di Fraction pANmj,-'the_ a-I
resentatio is by mean.5 of which, he
limiting a bsorptica' May--be
r axwel
j Wed ta Wit fo
R -
e~ j thardatica evtd4a
hie lv'.-, S*crv_ e-A-0 I a. ike
66' : f'
(L- or: an~'ifiltrtita
fell
(M),495-524 079

lt~s~ dilslthc~tiut
~'in_,Sc~bqdlki t
hue
'Cjb~i. M
A jbonov an,
Y&
r1it,
~
*,A Ing - h~
of li
PIQ 71,
~the ain
defit
M open _wavZL.
!
~
ItLa;
j

h'
M -on-, 0 Upper
th
7
Aey,

Ietfz~ ~-are-gtven-
'
-
rt
res
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--I,fite&Tal
6, the "principle of
ar.
Sirr'll considem . .. ..
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IkU

SVESHIaKOV2 A. G.
~Prixl,.Aple of -Limitizig Absorption for the Wave
duide, A. G. Sveshnikcv
"Dok AY Nauk SSSR" Vol LM, No 3, pp 345-347
.~ewnstrates the theorem that the homogeneous wave
liq Av,0z2u=O inside a wiLve guide possesses only
the trivial soln u=O when satisfying boundary con
ditione: u/sto or Iiu /c- 0 (where S is the lateral
dn , -- 11 t
surface of tne wave gu:Lde and certain Sommerfield
radiational conditions at infinity. Work was di-
rectl~d by Prof A. N. T,Lkhonov. Submitted 10 Jul 51
by Azad I G -Petrovsk:Ly.
210r,"

MaUematical ReviMvegnikov, -A. G.. On a work of M. V. Ostrogradskil.
vol. 14 No. 9 Uspetii Matem. Nauk (N.S.) 8, no. 1(53),101-102 (19i3).
October 1953 (Rassian)
History 'nie alithor statc.~ that a m-ork- of Ostm-gndsial dating
from IS2S [Note r-tir fit th(-oriv fie fit chalcur. AMin. Acad.
--i. St. P~tcrsiumrg. S~.i, Afath. Phys. Nat. (6) 1, 129-138
W~31)] demmistraws, his prior discovery of several mathe-
"I.-Itical dws)rtnis and drvOopment-, usually credited to
ndv~r matht-miati6ans. ,I'livre followq (pp, _102-103) an
uxt'arf v-1.1ting pet-Ch of stek-lov
, t(1 this paper taken froin it s
Ovvii of a vd-Awation of thr 100th annivrr!;ary of Ostro-
141-111 oild it IN'11"imi transhtion of (tic paper in

SYESHNIKOV, A. G.
USSR Af-th tics Elastic Jul/Aug 53
Oscillations-
"Uniqueness of the Solution of the External Problems
in the Theory of Elastic Oscillations,'!,A. G.
Sveshnikov, Moscow
Priklad Matem i Mekhan, Vol 17, No 4, pp 443,454
Acknowledges the guidance of A. N. Tikhanov and
suggestions of I. N. Vekua. Demonstrates that the
principle of limiting absorption (A. G. Sve5hnikov,
276T82
"Principle of Radiation," DAN SSSR, Vol 73~ No 5,
1950) can be utilized also for the unique deter-
mination of 'the soln of external boundary-value
problems of stationary elastic oscillations repre-
sented by diverging waves.

)fDV A,
CHIMPAKOV, F.V., prof.; ROGOZHIII. V.S., dote.; SVISHUIXOV, A.G., assistant
[Program in methods of mathematical physics for pl7sice and
physicomathamatics faculties of state universitiasj -Programme
po metodam matematicheskoi fisiki dlia fizichookikh i fiziko-
matematichaskikh fakulltetov goaudarstvennykh univerattetov.
[Kiev] Izd-vo Kievskogo gos. univ., 1956. 1 p. (KIRA 11:3)
1. Russia (1923- U.S.S.R.) Ministerstvo vy-.3shego obrazovauiya.
(Mathematical pbysica-Study and teaching) - . "I I

1q.-LIZUKTUMIMMMAM mgm5waulg
I . I

SUBJECT USSR / PHYSICS
AUTHOR 9VE6NIKOV,A. G
TITLE An Approximation Method for
Non-Regular Wave Guide *
PERIODICAL Dokl.Akad.N43.uk, 110, faso.2,
Issued: 11 / 19-5r
CARD 1 / 2 PA - 1544
the Computation of a Slightly
197-199 (1956)
Here the propagation of radio waves in a wave guide which differs but little from
a regular cylindrical irave guide is investigated. The shape of such a wave guide
is discussed and the corresponding parameters are given. The position of any
point within the wave guide is determined by the following 3 coordinates: by the
wave length of the arc s on the guiding curve and by the polar coordinates r and
9 on the plane S which is always vertical to the guide curve.
The YL&LYELL equations describing this problem and the secondary condition for the
vanishing of the tangential component of elect-fie field strength on the wall of
the wave guide are e3cplicitly given. The approximation solution of this problem
can, in the case of small E 0 , be set up in the form
--~ 0 4 0
E E + EOET + A + to Ht + Here E o=max [ R(s), Y (01, X and
Y' curvatures and winding respectively of the guide curve, flo 10j- the field
in the equivalent cylindrical wave guide (sr,y). Next, the system of the
31
MAXWELL equations for the determination of the field Pt I Ht is given, which
is obtained by confining oneself to the terms containing the Jirst powers of
~f (s) and Y-(s). The boundary condition is simplified in a similar manner.
1)okl.Akad.Nauk, 110, fasc.2, 197-199 (1956) CARD 2 / 2
Besi PA - 1544
des, f Ef Ht j MU;3t satisfy the Itradiation conditions,, in infinity. The
solution of this approximated system of equations with the approximated additional
condition thendetermines the distortion of the field in case of a alight
disturbance of the regularity of the cylindrical wave guide.
By the introduction of an auxiliary field Hit (ikH" - ikH' + 14) the dete
of t Et Ht _pination
he field f 1_i~ I may be reduced to determination of the field f~, Eff
This field Hit I-
t ) is the solution of an inhomogeneous MAXWELL system of
equations for a cylindrical system of coordinates. The determination of this
auxiliary field may be considered to be a problem of the excitation of the
equivalent cylindrical wave guide by an assumed spatial current distribution in
the case of an assumed value of the tang2ential component of electric field
strength.()yj the boundary of the wave guide. The solution of the first
problem is mentioned in the works by A.N part of this
fis, 17, fasc.11 and 12 (1947)~ -TICHONOV and A.A,SAIIARSKIJ, Zurn,techn.
INSTITUTION: Moscow State University 1'M.V.LO1,1ONOSOV".

Transformation of the Wave H 01 in a Spatially Curved Wave BOV/155-58-2-30/47
Guide With a Circular Cross Section
into the wave E ill can be avoided almost entirely. In the
plane special case one obtains the well-known result of
M.Gouguet fRef 1,21 . The solution obtained by the authors
is an approximation, based on several simplifying assumptions,
and is obtained with the aid of a method of B.Z.Katsenelenbaum
[Etef 51.
There axe 7 references, 4 of which are Soviet, 2 French, and
1 American.
ASSOCIATION: Moskovskiy gosudarstvennyy universitet imeni M.V.Lomonosova
(Moscow State University imeni M.V.Lomonosov)
SUBMITTEDg February 5, 1958
Card 2/2

Waves in Bcrt Tubes 109-3-5-Vl?
co-ordinates in the S -jlane) and s 77hich is the le-n-Sth
of tho arc of' the [,rencratinC curve L Fi~.,st, an acoustic
wraveguide is considered and it is pointed out that this should
Satisfy tlie
A 2
~U + u = 0
and ",he bourLary conditions expressed by:
C- U 0
.. n
(2)
If the notation defined by Eqs.(4) is adopted, Eq.(l) can be
written as Eq. (5) or (6) - On the other hand, if the lateral
surface of the waveguide is described by the function defined
by Eq. (8), ti,,e boundary condition can be expressed either by
E~).(�~ or by Za.(10), where H 1 is a normal to the contour C
in the plane S . If the irreSularities in the zaveguide are
co-L:~aratively sz-all, the solution of Eq.(l) can be in the form;
C~ird2/4 U = UO + SOU(i) + ... (13)

,.7aves in Bent Tubes
109-3-5-2/17
it is shown that in a curvilinear co-ordinate system, x, y,
Z7 tl--,e Ila--,v,-jell equations and the boundary conditions can be
written as Eqs.(32) and (33). The electric and magnetic
fields are given by Eqs.(35).
There are 8 refcrences, 6 of which are Soviet, 1 French and
1 English.
SLMM11TTI D: April
b -) , 19 5?
AVAILA13LE: Lilbrory of ConZress
CRrd 4/ ,4 1. I,-javeguides-Theory

SOV/49-59-1-6/23
OntheSiow, Motion of a Conducting Medium in a Stationary Magnetic
Field
velocity 0yo = const.) in a constant magnetic field
(Ho = const.), then the induced electric field E
(only the horizontal x-component is not equal to zero)
is givenEby 170 0 (13)
X C HZ
where c is velocity of sound and
HO is the vertical component of the Earth's
0 Z magnetic field.
If Hz = 0.2 gauss and seawater moves at 10 km./hr the
induced electric field is of the order of 6 x 10 ~ V/cm.
Eq.(13) may also be used to find the speedoof an
ocean current ^60 from known values of Hz and Ex.
This simple formula isl however, only a first approx-
imation and more complicated expressions are derived
by the author. Tb,se expressions allow for the finite
Card 2/3 conductivity of the ocean floor and for the width of

S/155/59/000/02/032/036
AUTHOR: SveshnikgvjL AoG.
TITLEs Excitation of Irregular Wave Guides
PERIODICAL: Nauchnyye doklady rysshey shkoly. Fiziko-matematicheskiye nauki,
1959, No. 2, pp. 162-165
TEXTi The author considers the excitation of a homogeneously filled
irregular wave guide whose lateral face is no cylinder jacket, but which
is of deal conductance. For the equations of the considered wave guide
the author proposes a form which,is especially suitable for programming
purposes. The method can be extended to inhomogeneous wave guides and to
such ones with absorbing walls.
There are 8 references 1 6 Soviet, 1 American and 1 German.
ASSOCIATION: Moskovskiy gosudarstvennyy univeristet imeni M.V. Lomono-sova
(Moscow State.U-niversity irqeni M.V. Lomonosov)
SUBMITTED: February 11, 1959 0
Card 1/1

S/141/59/002/05/007/026
Irregular Waveguides 9192/E382
the surface S can be written in polar coordinates.
The equation is:
r =-ro(y, S)
where s is a parameter. in curvilinear coordinate5
the system is defined by Eq (2). The surface Z of the
waveguide coincides with the coordinate surface I
and the boundary condition is:
E,, le =1 = 0 .
where Elt is the tangent component of the vector 9 on
the coordinate surface P = 1 . The Maxwell equations
in this coordinate system can be written as Eqs (3),
where (et.e(p, e.) , (hp, h (P , hS and
CT CT CT
Card2/4 (j (I, i(P ,is ) are covariant components of the

68646
s/141/59/002/05/007/026
Irregular Waveguides E192/E382
9, A and jCT in the system-having the principal
coordinate vectors ae , aY , a. 0 On the basis of
orthogonality of the principal and reciprocal vectors
the Maxwell equations can be written in the coordinate
form by multiplying Eqs (3) by the Ltrincipal or the
reciprocal vectors. It is possible to find the metric
eoofficients g ij - The method of doing this is indicated
in Eqs (4). However, the evaluation of the field inside
the wavegulde presents cons�derable dIfficulties since the
equations are quite complex. However, the results of the
above analysis can comparatively easily be applied to
speci.ally important cases, in particular, the calculation
of "weakly" irregular waveguides, i.e. waveguides which
differ slightly from the regular ones. This type of
problem is usually solved by expanding the field into a
number of components (see Eq 6) and evaluating the required
corrections. In this way, it is possible to investigate
Card3,14 the following problems: circular bends in circular LIr

SVISHNIKOV, A.G.;KMPAYEV, M.M.
A problem in aerial electric prospecting. Vest MoBk. un. Ser. mat.,
meMi., astron., fiz., khid. 14 no.2:-113-120 159 (KM 13:3)
1. MELfedra matematiki Moskovskogo gosuniversiteta,
(Electric prospecting) (Aeronautics in geology)

GLASKO$ V.B.; SVESHNIKOV, A.G.
Electric fields of ocean currents produced by the earth's magnetic
field. Geom~Lg. i aer. I no.1%73-81 Ja-F 161. OMIRA .14:7)
2. Moskovskiy gosudarstvennyy universitet imeni M.V. Lomonosova..
fizicheskiy fakulltet.
(Ocean currents) (Electric fields) (Magnetism, Terrestrial)

S/194/61/000/008/081/092
D201/D304
jUITHORS: Moiseyev, N.N. and Sveshnikov, A.G.
TITIZ: Symposium on wave diffraction. Odessa September 26 -
October 1, '1960
PERIODMAL: Referativnyy zhurnal. Avtoniatika i radioelekt-ronika,
no. 89 1961, 68, abstract 8 1468 (Zh. vychisl. mat-
em. i matem. fiz., 1961, 1, no. 1, 181-182)
TEXT: The symposium on the theory of diffraction has been
organized by the Commission on Acoustics of the AS USSR, in con-
junction vrith the Institute of Acoustics of the 10 USSR and the
Odessa.Electrotechnical Institute of Communications. Investigations
into the folloving were discussed: Theory of diffraction in radio
engineering, acoustics, theory of elasticity and hydrodynamics.
7 papers were read at the general session and 80 at committee ses-
sions. There was a wide interchange of ideas on the methods used
in the diffraction theory. Z-Abstracter's note: Complete transla-
tioni,
Card I./I.

S/194/62/000/001/043/066
Waveguide bends D201/D305
guide may be used as a filter for parasitic modes. Z-Abstracter's
note: Complete translation.-.7 V/
Card 2/2

-L-19897-63 F4T (l)/3DsMc_(Q-,Z AFnC1A$V1M-3AFGC-Li _FiA/Fj-h/~m-4
TFANSLATION: The autbors-derive formulad'and construct a prog3ram for the nu-
"SSION M:
A
CCE AFt3oo4393 S/0274/63/000/005/AO54/AO54
SOURCE: RZh. Radiotekhnika i elektrosvyez',, Abs. 5A319
AUTHOR: Sveshnikov, A,,Q.,,",.Xbtik, I.P., Cherny*Aev, W.S.
4
.TITLE: A method of computing plane waveguide matchings
CITED SOURCE: Sb. rabot V~*chisl. tsentra Mosk. un-ta, v. 1,-1962, 2344~5
%
.TOPIC TAGS: vaveguide, waveguide match ing, Vaxwell equation) veve equation,
~wave propagation,.electromagnetic wave propagation
irerical solution of the problem of elfctromagnetic wave propagation in an ir-
regular.plane wayeguide with a variable transverse cross secti(?n on high-speed
electronic computers. For the trans.ition from Yxxwellls equations for wave
equations for the,amplitudes of independent vaves, the authors.suggest a method~-
consisting in the reduction of the problem to an equivalerit wiveguide, of given
cross-section with-a nonhomageneous core. A eux-vilincar Z6ordlnata system.is
Antroduced which makes it possible to ite the--equation--of the.side.surface of
card

L 19897--63-
ACCESSION
M AR3004393
the waveguide in such a way that'it coincides with-one ok,the surface coordinates.,,
The resulting program makes it possible to study the effect of the geometry of
the intermediate device, the mutual orientation and distance between the wave-
guidea to be .ioined,, the wave number, and the number'of the basic exciting wave on~
the reflection coefficient. The form of the side surface is given in terms of a
polynomial of not higher than the 10-th degree. The results of computationi
carried out for the frequencies of the incident wave, which is considerably longer~.
Y then the distance between waveCuides, showed'that with a constant distance be-i
t-ween the waveguides, the least reflection coefficient is obtaink in t~e case of
rectilinear ma.tching. Due to the cutting of corners at the end points, the re-
flection factor is reduced by about 10-15%. Using the constructed program it is
possible to.solve the problem of the reflection coefficient for round wave-
also t'
t guide:;, when the field is bomogensous viih respect to the coordinate. Bibli-.!_:.
A
ograpIny with five titles. N.B.
DAT_-- kc~-- 25jun63 SUB CODE: GE ENCL: 00
Card 2/2

s/208/62/002/001/014/016
7) D299/D303
AUTHOR: -Sveshnikovp A.G..(Moscovf)
TITLE: On'calculating rectangular-waveguide matching
PLRIOLICAL: Zhurnal vychislitellnoy matematiki i matematicheskoy
fiziki, v. 2, no. 1, 1962, 175 - 179
TEXT: The convereence is investigated of solving a system of wave-
guide equations. The method of solution, proposed by the author in
an curlier work, involves replacement of the solution of the infi-
nite system, by solvinG the corresponding truncated system. Propa-
gation of electror.,iagnetic waves in a rectangular waveguide is consi-
dered. It is required to solve the w:-ve equation in the region D,
bounded by the curves C 1 and C2' In new variables, the wave equa-
tion is written
1 + EW (11)] 2 Eb (,I) ' + T-u + E _c (,) ~u_ + vu = o, (9)
-_ 171-R- 1-11, a' (ii) &I.Ean a7? aa A
where b (n) C (q) b' (TI) + b1 (10)
Czard ;\1/4

S/208/'62/002/001/014/016
on calculating rectangular- D299/D303
the boundary conditions are
uk=O'l = 0. (11)
The solution to the problem is sought in the form of seriesp for
whose coefficients one obtains the infinite system of equations
CO
(aA' )'- p.A. +21 (L"M"l m + KnmAm) = 0. (13)
M=L
m+n
where L, K, emd P are given by expressions. The functions A
I n
should satisfy the boundary Conditions
X. + ij.An 1,=0 = 2 iTN6.,, (18)
An-ir,An1,-d=O- (19)
It is shown that for any complex k2, the problem (13) (18) (19) has
a unique solution. Por this purpose, the boundary-value problem for
the system
CO
(.Z~'- p.Zn + Yj (Ln.Z. + K..Z.1 (20)
2/4

33300
S12081621002100110141016
On calculating rectangular- D299/D303
ZA + 'YnZnjTt=0 = 0 P Z~ rnZn 1~ =d =0 (20)
is considered. In practicep it is convenient to replace the solu-
tion of the J_nfinite system by the solution of the truncated system
obtained by setting A A 0. The solution of the trunc-
N+1 N+2 ...
ated system is also unique. Furtherv it is shown that the solution
of thE! truncated system converges to that of the infinite system.
If k2 is realp then problem (13), (18), (19) has in general no uni-
que sclution. But even in this case it can be shovm- that the coef-
ficients of reflection Rn and of transmission Tn, corresponding to
real values of yn and n, are uniquely determined. Finally, if an
approximate solution
N
' IN)
U . A~ (7L)sin nir
N(t' 1) = \
n=1
(N)
is sought among uniformly bounded functions, the convergence of An
(0) and An(N)(d), corresponding to real Yn and Tn, to An(O) and
Card 3/4

33300
S/208/62/002/001/014/016
On calculating rectangular- ... D299/D303
An(d)p can be proved. There are 2 Soviet,-bloc references. X
SUBMITTED: June 28, 1961
Card 4/4

ZIESHNIKOV, A.-.G. SEMASHKOI N. N., BULBANOV, V. M., B. I.,p GLASKO, V. B.,
ORWHEV, A. L., KUZNE9BOV, V. V.,
"Notion of Individual Charged Particles in Helical-Symmetry Magnetic Field,"
report presented at the 6th Intl. Conf. on Ionization Phenomena in Gases,
Paris, France, 8-13 jul. 63

qVESHNIKOV A. G., SEMASHKO, N. N., RkLEBANOV, V. M., GLASKO, V
~--!-J- . B., GRCSHEV, A. L.,
1JZNE9BOV, V. V.,
'8tudy of Individual Charged Particle Motion in "fluted" Magnetic Fields,"
T.eport presented at the 6th Intl. Conf. on Ionization Phenomena in Gases,
Paris,, Frimce, 8-13 jul 63

S/208J63/003/001/010/013
/6 J~ B112/B102..
AUTHOR: Sveshnikov, A. G.
(Moscow)
TITLE: Found-,ation of a calculation method'for irregular wave guides
PERIODICAL: Zhurnal vychislitellnoy matematiki i matematicheskoy fiziki,.'..
v. 3, no. 1, 1963,170-179
TEXT: The following boundary value prob):em is cLnsidered:
2
~\u + k u = 0, ul 0,

S/208 63/003/001/010/013
Foundation of a calculation method ... B112/BI02
Alp,, + %"T. 0, 0'~
AiD. + A.(Dr. = 0. 4D. lc. 0; (6)
M and z are cylindrical coordinates. This problem is reduced to an
abbreviated one, the solution of which is shown to converge towards the
solution of the infinite original system.
SUBMITTED: April 3, 1962
Card 2/2

AME-Off M AP300-LI01
AVTMtt Sveahnikov, A. Illinaldys,-A, 3, (Moscov)
I TITM: Computation of waveguide transfer of complex f=U
Somal:v- Zhurnal Wohislitellnoy- Matematiki I tratemUchaskoy AXW'.v' 3v noi- 3t
3.963, 479-4M
-TOPIO TJWSt waveguideq pr tion --parasitia inve,
OP89%
-*ffect of-PILL." a ------
AMMM- The-authors-corroot the defeat of-negleating the
walres on the amplitude of the basic propagating wave. They consider the accous-
tical problem where the- wall of the waveguide, 1e complotely flexible,: Outelde a
segment of length d the surface SIM of an irregular cylindrical coincides with
timi surface of the corresponding regular waveguides with two distinct cross see-
'Mve-
tions. I!he source of oscillations Is asawned to be In one of the-regu2ar
guiden. Then the mathematical problem reduces to the determination of the soluti
of the ecluation (enclosure 1, equation 1) in the regier! D bounded by SIM,- with
hontogenevus condition (equation 2) and the conditions cc the inhufte regular -puts.-
I I ''.. T z'.
(equation 3). Here (141. al) am (H2,9 s2) am the ey2indr1eal coordinates of the
corresporiding regular partas Rdn and PM6 are the algenfunctions ofAhe two crogs
Carcl

Obskva),
149thoda for study-iiig, Lha-p.-Opagation, of electromagnetic oscil-
lations in wave guidea dth anisotropic filler. Zhur. vych. mat.
mat. fiz. 3 no.5z953-,95- '-'. 163* (MIRA 16:11)

~lv -'~ssg w- NF"
M UNIM V
=1m VIA-a- _b~ t,
-61
-AFFTO/ASD
ACCE131W P91
SARU9/63/OW/d05/M2/ar7
A=Mlli; Sve9hrxilcov,, A. --Ge; Sek:erzb?-Zentlwvich, S.- Ya.
7TTTlk Waves in a bent wave
SOURCIEs RacHotelduAka i elektronika,, vo 8j, no* 5, 1963,.,.772-779
TOM IWGS: bent; waveguides,~mode-degeneration in wavegaides
LBSTRACTs A- matbematicalInvestigation is presented- of the propagation of electro-
magnetic waves in. a graduaUy bent _circular.metal -waveguide with a deformed surface
ot the'bend. A set of differential equationd des_crlbes the propagatioh, including
the degeneration of-the mode N sub 01 into the mode 9 sub.32 vithin the bent scction.~7_
A coitection -for this degeneration is determined and interReted in terms of . addi-.
tional deformatians -that must be introduced in the waveguide in order to prevent
the wde degenerations The resu:Lting formulae have beenverified, vith a numerical
examplep on a *M4gh-apeed computerg. Orig* art, has$ 46 equations*
ASSOCIAM98- - Fiz!Lchoskiy faktilltet Moskovskogo gosudarstv'eimcgo universiteta im.
M. V. Lomonosava (:Ph3
Card

SVESHNIKOV, A.G.; MDENOV, V.P.
Propagation of an Hl_l wave in a round waveguide filled with gyrotropic
plasma in the finite section of its length. Radictekh. i elektron.
8 no.12:1998-2005 D 163. (MIRA 16:12)

BjUEBANOV V.M.; GLASKO, V.B.; GROSHEV, A.L.; KUZNEETSOV, V.V.;
SVESIRIIKOV, A.G.; SEMASHKO, N.N.
Motion of single charged particles in undulating magnetic fields.
Atom. energ. 15 no.4:318-319 0 163. (KRA 16slO)

BAM*BAITOVV V.14.; VOLKOV, B.1.; GLASKO, V.B.; GROSHEVI A.L.; KUZNETSOV, V.V.;
SVESHNIK011, A.G.; SEMOHKO, 11.11.
Motion of isolated charged.pat-ticles in a magnetic field with helical ..,
spi.metry. Atom. energ. 15 no.5:409-410 N 163. (MIRA 1012)

ILOIN, V2adimir Aleksandrovich; POZNYAK, Eduard Genrikhovich;
TIKHONOV A.N., red. SV9b44_UW *-red.-- -.4K'WHWEV,
V4,X;G..
Fundamentals of mathematical analysis] Osnovy matemati-
cheskogo analiza. Moskva, Nauka, 1965. 571 P. (Kurs
vysshei matematiki i matematicheskoi fiziki, no.1)
(MIRA 18:9)

T;'i3o4iv,65 EWT(dV9sVT(I Pv-4/Pn-4-/Pac-4/Pq-4/P--?/
Ij
Peb/PI-4/PJ-/PI-4 :jP(Ci
ACCESSION NR: AT9010214 UR/3043/65/000/003/0329/0363
AMOR: Sveisbnikoir. A. G.; Illinskiy, A. S.; Kotik, I. P.
TITIEt Propsgation of oscillation in irregular waveguides With irregularly shaped
side siLrfaces
"30URCE., vIraccrf. UnIvereltet. VychislitellrWy tsenty. Sborni~: rabat, no. 3, 10965-
Ilychislitel'nyye m(-tody i programmirovaniye (Computing methods and programming),
329-363
TOPIC TAGS: aavegruide propagation, waveguide junction, electromma'ERet c wave PLO-
pagation, psrLial differential equation, Helmholtz eqvp-tion
IUSTRACT: Pr Lncips.1 attention is paid to junctions between two regular waveguides
)f diff-rent cross sections, end the main purpos- of '~he irm-estigation iq to devel-
1 CC-MlItel' RlgOT'AthM WbiCb admits of variation of mntuw paxameters and yields ill-
f;, c~f thte T 0 C.T ~ieLmholtz D.
juixt ion ani o&118 for determining the emplltud-:~s of 11he trananitted &nd -raflected
T19 rge -z~f tbiE probjem is bAsed o:) k T)-c~adlire- pri?scnted by ane of
Card V2

L I -
MCESSION NR: Mcioloa4
'tbe authors earlier (Svestnikav, Zhurn. vychisi. x-stem. i ma-tem. fiz. v. 3, no. 1
T!-- fiad Ehtns how to determine the reflected and tranamitted wavec
V. T'he second PrDblew involves the r~-duction
~r~-e c-f aCCUT,aC.
z
dIffer-ntq- equtition t(.) EL -jf ord-Inat-1 differ-
M a -'h-2 lm-'Q'jeness of
s ec- Dl~-d Of Qje r'roblem I.:, proved' and it, is shawmn that Its solution con-
x~f "h- J*Iri;!, variant in the limit. As ;,.ppl c tion of the gen-
an
'-n nptch a r---.l,,id way-z!-
U I P 7, t fL I' - , La f~, 3 t o ma t c h st ri Q
waveguides, Jrig. &x-,.. hits: 3 figures, 153 formulas, and 3 tables.
ASSOCTATION: Vycb-ilitelliWy teentr Moskovskogo uniyersi:teta (Computation Ceuterf
Moscaw Urtiversity)

-7 -4 lv;pc Pn-4 /T) !p- /pi -4 u,?,z - 4
-kO 1/6 5/000/00-1 0361 /0385
P UMOR Svealmikov A. G. Modenov, V. P.
I ITU i ?ropagtition of electromm4gnetic -wr.ves in vawguldes witb local- Mrrot-roDic
SOUPCE: xfo!~cnr. Un:!versitc-t. Vychislitellrrj-
tger-tr. Sbornik --ELbcrt, no. 1, 1965.
V
methcds and proFrfta,,Mjrg)f
T)PTC TAOS weveg"uIA- propagation, g~r7otrc-pic gyrot-c-pic med-lum, wwre
,k3S-TPA,-T: In vlr-w of the fact that elect rodynam c Problems invrilving gy-rotropic
e a mmerl-la-
i -opir 1,2ciu;z1ars and t~-,e ~-oynverqerll 71 +his rn~:thod. TrI on f-
C m d

AXESSI9.4 N'F: AT-5010215
lllr~n- 19A, e q, ~a r, s bya methoj simllax to that of' 7,a' ~rkin. A secon6 vaxiazyt,
fhIs var!~,nt of the
p "-1 7
S ~A Vrch4fi'ltE:I'r-zff tsent-_ N!oskcF-,(sko;-:o univ~:!--slteta (.'o=utatlon Center,
c Iv c-., s
ZJ
=-Ilc L 1 00
S-UB CODE., &M, DP
S -, T.~Fy S TY, I"X)
r, 14 '43
Cacd 2/2

L 3613-66 Ewr (1)/ac/EPF_(n_).2~ G(m.) /ERA
ACCESSION NR,. LP5024034 UR10057165103.510091-1�0A50
fit,< 533.9
AUTHORt Volkov
.1 B9 I#; Glasko, Vo B.; Sveshnikov, A. 0. Semashko No No
TITLE% On "intormingling" of particles in a composite magnetic field trap
SIDURCEt Zhurnal teknicheskoy fizikis v* 353, no* 9, 19651 1590-1593
TOPIC TAGS: magnetic mirror, combined magnetic field., plasma injection., particle
trajectory, plasma confinement, plasma instability$ mathematic ptrysics
ABSTRACT.- Trajectories of charged particles in a maZa2t1c mirror Aygtem-with an
auxiliary transverse magnetic field were calculated with the aid of a computer*
The auxiliary-field was that produced by six current-carrying rods parallel to the
axis of the system and symmetrically disposed about its The calculations were
undertaken.to determine whether the complex magnetic field would cause sufficien
t
intermingling of particles with different velocities significantly to reduce the
anisotropy of the ion velocity distribution of a plasma injected into the system*
This question is important because the anisotropic velocity distribution of plasmas
in magnetic mirror systems gives rise to cyclotron-instability and greatly reduces
tho confinement time. The charged particles were assumed to be pmduced within the
field by ionization of atoms of a mnoenergetic beam moving in the median plane
throumh the center of the system* The ions won accordingly fnJected at different

,-L ~36134_6_
Ac,cmiox No: AP5024034
radii and with different longitudinal velocities. There were calculated the posi-
tions of the successive intersections of the-ion trajectories with the median
plane and with two otherplanes normal to the axis. It was found that ions injec-
ted at small. radii move in nonintersecting regions,, and that interming3ing of such
ions,, thereforet. does not accurs Ions injected at large radii# however# penetrate
into regions of smaller radius,# so that on the whole there is interminglinge it
was also found that this interminglirig would significantly reduce the anisotropy
of the velocity distribution of a rarefied Injected plasma, Orig, art, has: 5
formulas) I figurey and 1 table*
ASSOCIATION: Moskovskiy gosudarstvennyy universitet ime MoVAclatonosovap Fisich"
eskiy fakulftet (Physics Departments Moscow State University)
SUBMITTW-. 22.Tan65 ERCL: -,00 SUB CODE;, BE
NO IREF SOVi 003 GTHERt OOL
Cam 2/2

12ak56 -EwT(l)ZETc/Eyry,(m) iip(c) AT
A
ACC NR, AP5028325 SOURCE CODE: VR/0057/65/035/011/20r),3/209, 1,3
14
F
A
Timofeyev, A
AUMOR: Gl asko V. B. Sveshngllbkgo&,~ Semashko, - NI.N
W/I
~kiy
ORG: ~!Lsics Department, scow State University im. M.V.Lomonosov (Moskov.
gosudarstvennyy universitet,Fizicheskiy fakulltet)
z I qq
TITLE: On the deceleration of ions in an aredischarge in a magnetic field
SOURCE: Zhurnal tekhnicheskoy fizlki v. 35, no. 11, 1965, 2063-2091
TOPIC TAGS: plasma injection, magnetic mirror machine, gas discharge plas1ma, plasma
beam interaction, ion beam, ion energy, charge exchange
ABSTRACT: The authors calculate the rate of deceleration ~%of high energy ions owing
-[!Iasm In a longi-
to their passage through, and interaction with, an arc discharge
tudinal magnetic field. The calculations were undertaken because of the practical.
use of an arc discharge to accelerate the dissociation of molecular ion beams employed
for injecting plasma into adiabatic plasma'-confining systems. The interaction of a
high energy ion with the art. plasma is described by an equivalent viscosity, and the
rate of energy loss Is calculated for an ion whose Larmor orbit intersects the arc
column. With the aid of this result and the one-dimensional Fokicer-Planck equation,
the energy distribution of the ions is calculated both for the steady state that is
established during the injection pulse and for the nonsteady state between pulses.
A numerical solution for ion energies between 15 and 62.5 keV is presented graphically.-
L Card 1/2 Une 533, 9

L. 10673-56
AcC NRi AP5028325
For the conditions obtaining in the$ Ogra Installation (Soviet thermonucle ar mirror
machine), the relaxation time for.deceleration of the ions by their Interaction with-.~
the arc plasma is 0.3 msec, and it is concluded that the density of high energy.ions
is determined mainly V)y this interaction and not by loss of high energy tons due to
charge exchangecollisions with neutral atoms. The authors thank L.I.Artemenkov for
valuable discussions. Orig.. art. has-. 33formulas and 4 figures.
SUB WDE: 20 SUEM DATIC: 12Mar65/ ORIG REF: 003 OTH REF-. 002
Card
WM-

170)
AUTHORS: Polunina, IT. N., Sveshnikov, A. I. SOV/20-127-1-6o/65
TITLE: Microfilming in the Investigation of the Pollen and Pollen Tubes
of Certain Amaryllidaceae (111krokinos" yemka pri izuchenii
pylltsy i pyllteevyk-h trubok nekotorykh amarillisovykh)
PERIODICAL: Dolclady Akademii nauk S55Rj 1959t Vol 127, ITr 1, pp 217-219
(USSR)
ABSTRACT: At the Laboratoriya fiziologii razvitiya rasteniy (Laboratory
of the Physiology of Plant Development) of the gardens mentioned
in the Association, a time-lapse device is used for micro-
filming. The vtork is cairied-out under the 3upervision of
Professor V. A. Poddubnaya-Arnolldi (Mrs.) in cooperation vrith
the'cinematographical laboratory of the-studio Mosnauclifillm
This new and extremely important method of investigating the
course of vital functiQns in living material yields sometimes a
very convincing solution of some controversial biological'.
4""OmG.The debate carrIed on in the publications since a long
time concerning the character of the movements of the masculine
sexcells in higher plants, whether passive or active, could be
Card 1/3 definitely decided by the photographing methods mentioned.

AUcrofilming in the Investigation of the Pollen and SOV/20-127-1-60/65
Pollen Tubes of Certain Amaryllidaceae
Pollen of a hybrid amaryllis species (cultivated by V.N. Shm;7gun)
furthermore of Olivia miniata and Cri-num abyssinicum were
chosen for this purpose. The pollen was caused to germinated
on a synthetic culture medium at 250, and sawn on a culture
medium layer on an object carrier. After cutting furrows into
the culture medium for air supply all was covered by glass and
sealed with paraffin to prevent desiccation. Best results were
obtained with a 24-120-fold exposure-acceleration, i.e. 1 - 5
exposures per second. The entire photographed process,
beginning with the germination of the pollen nucleus up to the
division of the generative cells and the spermatozoa formation
(18-24 hours) is observed within 15-20 minutes. It is described
in detail and illustrated (Figs 1-3)- It is obviously
demonstrated that the generative cell and the spermatozoa do not
move passively with the plasma currento'but move independently
actively. They overcome, sometimes with difficulty, such
obstacles as counter currents of the plasma or a bottle-neck in
the pollen tube. The deceleration and even the stoppage of the
movements of the generative cell during division when the
Card 2/3

Microfilming in the Investigation of the Pollen and SOY/20-127-1-60/65
Pollen Tubes of Certain Amarylli.daceae
plasma moves with equal velocity, are 'also an obvious proof
of the independent activity of the generative cell.
There are 3 figures and 8 references, 5 of which are Soviet.
ASSOCIATIONt Glavnyy botanicheakiy sad Akademii nauk SSSR
(main Botanic Garden of the Academy of Sciences, USSR"
PRESENTED: January 21, 1959, by N. V. Tsitsin, Academician
SUBMITTED: January 2, 1959
Card 3/3

MAZARENKO, T.P., prof.; SVESHNIKOV, A.I.
........... ....
Dumping syndrome and preoperative, detection of factors predis-
posing its development following resection of the stomach.
Xhirurgiia 1~0 no.2:98-103 F 164. (MIRA 17:7)
1. 3-ya ka-fedra, khirurgii (zav. - prof. V.I. Kazanskiy)
TSentrallnogo instituta usovershenstvovaniya vrachey na baze
TSentrallnoy klinicheskoy bollnitsy Ministerstva, putey
soobshcheniya, Mosk7a.

STISIVil-Y -.A.M.., iuzh.
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Wire bundles with shingling sleeve anchorse Tmnsp,
atroi. 10 no.8:48-50 Ag 160. (KTRA 13=8)
(Prestreased concrete)

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Lime
Role of lime fertilizers in a system of greasland crop rotation.
Agrobiologiia No. 3, 1952.
Sel'skokhozyaystvenrWy insititut, G. Ivanova
Monthly List of Russian Accessions, Library of Congress Sept, 1952, UNCLASSIFIED.
4

The phydalogkpl role of calcllis:614 the life ofred d6ve~.'-_
'
j
A. 1-1, Syr ~gipL 19S3, No. 5, 121-M-
he highea'.
4)*~~MRMEW th&t lea-.cs ci: clow contain. t
amoutit of Ca;Jollciwed b~r'serns.--,vxth lowestAn
With it eefi~kncy-of Ca in, the~cultue the rootS My Con-"
'
tain sts M401 as the leav".-th- steins coutz. the lowisi-,
amount. 11te Cain lftvis kreplaotobte )toSOVoby..vTaj~j
ln th~ stem: ; there Is aL44 C ~emtla~.= ount. of Ws'
- *
type. W Ca, 6f it U eifradalge- with,
$ut anpreclable asuts
'
AcOH"-- In *i Idl
bc roots theNacilt. Accounts 6r 43%
theCw. *It u ppears that them is aostibleorg. (=Plt=Qfl
'
withfftO,NitCl. ~Off
.(~a.sili~an(dittrmy-beextd.
'
IICI !-ofit~ CN
M--).~

SMSUKOV, A.V. (Leningrad)
Medical and saritary service for the evacuated population of
Leningrad during the Great Patriotic War, Sov. zdravookhr. 22
no.3:66-71 163 (MIRA 17 21)
1. 1z kafe('lry organizats1i zdravookhraneniya ( zav - zasluzhen-
nyy deyatell nauki prof.Yu.A. Dobrovollskiy, rukovoditell rabo-
ty - prof. B.M.Khromov) Leningradskogo gosudarstvennogo ordena
Lenina instituta usovershenstvovaniya vrachey imeni S.M.Kirova. I

PAVLOV, Todor D., akademik (Sofiya)-,.~!!~~ ~transiatorJ
Retreat or advance along the entire front of Micburin theor7
and practice. Agrobiologlia no.4:3-10 JI-Ag '58. (14IRA 11:9)
1. Prezident Bolgarskoy akademii nauk.
(Biology--Pbiiosophy)

"YU T"'N'Afflaff nd. seliskokhot. nank (Bolgarila); SV3SHHIXOV,~B*-Tq.,
rans 08
Physiological changes in grape scion under the influence of root
stock. Agrobiologiia no.4:527-532 JI-Ag '59.
(MIRA 12: 11)
l.Rauchno-iseledovatellski3r institut vinogradaretva i vinodeliya,
g.Pleven. (Viticulture) (Grafting)

m
GEORGIYEVA-TODOROU, Iordanka (Bolgariya); SVESHNIKOV, B.Ye. (translator)
Romote hybridization of various species of Helianthus.
Agrobiolbgiia no.6:861-866 N-D '59. (IAIRA 13-4)
1. Bolgarskaya akademiya nauk, Inotitut raf3teniyevodstva,
Sofiya.
(Sunflowers)

IVANOV, Iordan K. (Bolgariya),-,SV~SH~IKOY,__AtYe,~_[translator)
Characteristics of seeds and seedlings of grape vinmobtained
from self-rooted and grafted plants. Agrobiologiia no.6:814-820
r,-D 161. (NIRA 15:2)
1. Nauchno-iseledovatellskiy institut vinogradarstva i
vinodeliya, Pleven.
(Grapes)

SAVGV, Petr G.; SVESHNIKOV,,,P~ye, (tranelatorl
Some results of intervarietal crossing of cotton. Agrobiologiia
no.6292"30 N-D 162. (MMk 16sl)
l. Gidrome3Aor%tIvmya opytnaya stantsiya, Pavlikenij, Narodnaya
Reepubliks, Bolgarlya.
(Bulgar:La--Cotton breeding)

_4~0 ]~.Ye. (translator'
TODGROV, Khr.; A)ff-4 V
Formation of dormant btds in grapevines and their state in
the tiaiiies cf many-year-old wood. Agrobiologiia no.41:784-
786 5-0163. (MIRA 17:5)
1. Vysshly sellskokhozyaystvennyy institut imeni G. Dimitrova,
Soriya, Naradnaya Respublika Bolgarii.

IVANOV, Iordan., K. (Narodnaya Respublika Bolgarii); SVESIRIPC~Y.-,-B.Ye.,
[translator]
Controlled nutrition of grapevine ovaries for the development
of new forms. Agroblologiia no.1:69-76 Ja-F 161+
(MIR& 17:8)
1. Nauchno-issledovatellskiy institut vinogradarstva i vino-
deliya, Pleven~ Narodnaya Respublika, Bolgariie

TM"-JCVO A. V., SVESHNIKOV, D. A. , Famow, r. G.
Shot peening
Assembly for testing shot for fragility and evaluating the quality of the shot. Vest.
mash. 31, No. 10, 1951.
9. Monthly List of Russian Accessions, Library of Congress~ eptember, 195 f483. Unclassified.

2Y2211KOV, D. A., PARUILOVSKIY, 1. G.
Metals - Finishincr
0
The effect of shot blasting on the change in the curvature of spring leafs. Avt.
trakt. prom., No. 2, 1952.
Monthly List of Russian Accessions, Library of Con.-ress, June 1952, Unclassified.

TAFL45OV, A. 11'.. SVESHNIKOV, D. A.
Metals - Finishing
Use of cast iron shot to increase the fatigue resistance of automobile parts by means
of shot blasting. Art. trakt. prom., No. 2, 1952.
Monthly List of Russian Accessions, Library of Congress, June 1952. Unclassified.

1. TARASOV, A. M -, En9r. , SVZ�HNIKOV - D. -A. - ICI=. --
2. sm (6oo)
4. Metals-Fibishing
7. Use of steel pellets for surface hardening of: machine parts*
Vast. mash. 32 No. 8, 1952
9. Monthly List of Russian Accessions, Library of Congress, 70truary -1953, Unclassified.

B. T. R.
V.3 No. 3
I" CX. 19~4
11
.1110t.als- Heat
Treat-ment
'Stale.
3776' Cold Ilardenin-11 n( 11,.Ial in is Sjalic-Sfrv~sed
jltjj,,j,tj,, 1). S%iAtstikov and-'A. m. 'rarasov. Vemnik
.1 11.1, im. S. Am~. 1). 67-70.
Stmli,, x%,r,- mml. a t-itlital ir-svi from ompression-and
flirt. t li'micnim-, id iirf.t' v Ll", 1, Dkeusscs imptill.111(c of cach.
(4,11,11'. j'lw1"LIajtj'N. 5 i-cf.

BUYNOV, A.F., inzhener; BRAYCHEV, V.P., inahener; PARMULOVSKIT, I.G.,
inzhener; SVISHNIKOV, D.A., inshener.
Determining the endurance limits of spring steel in the presence
of contact stresses. Vest.mash. 35 no.12:51-55 '55. (KIM 9;5)
1. Gor'kovskiy avtomoI;Il'n'yV Za'vod lim;ni Molotova.
(Sprinp (mechanism))

SVESHNIKOV. D.A.; MASLENNIKOV, G.P.
='Afatigue testing of spiral cylindrical springs and
wires. Zav.lab. 22 no.10:1245-1247 156. NLRA 10:5)
l.Gorlkovskiy avtozavod im. V.M.Molotova.
(Metals-Fatigue)
(Testing machines)

vc=s
SOV/1 37--58-10-21256
Translation from: Referativnyyzhurnal, Metallurgiya, 1958, Nr 10, p 116(USSR)
AUTHORS: Shaganova, K.N., Sveshnikoy--D-A,-------
TITLE: Surface Harde6ing of Crankshafts of Cast Iron With Spheroidal
Graphite (Poverkhnostnaya zakalka kolenchatykh valov iz
chuguna s sharovidnym grafitom)
PERIODICAL: V sb.: Prom. primeneniye tokov vysokoy chastoty. Riga,
1957, pp 175-183
-ABSTRACT: In order to develop a technique of surface hardening of crank-
shafts of magnesium iron of the following composition (in %):
C 3. 5 - 3. 7, Si 2. 5 - 2. 8, Mn 0. 6 - 0. 8, S < 0. 01, P