SCIENTIFIC ABSTRACT AZBEL, M. Y. - AZBUKINA, Z. M.

• Document Type: CREST
• Collection: Scientific Abstracts
• Document Number (FOIA) /ESDN (CREST): CIA-RDP86-00513R000102720011-7
• Release Decision: RIF
• Original Classification: S
• Document Page Count: 100
• Document Creation Date: November 2, 2016
• Document Release Date: June 6, 2000
• Sequence Number: 11
• Publication Date: December 31, 1967
• Content Type: SCIENCEAB

zy. to, rs" JILI V, nlz)
AUTHOR: iizbel I , M. Ya.
T7TLE: Combined resonance in metals
S)h25
1M62/004/002/051/051
B102/11138
PERIODICAL: '~`izika -tverdogo tela, v. 4, no. ?, 1962, 568 -
570
TEXT: Besides the cyclotron and paramagnetic resonance in
inetals which are
located in a non-uniform variable magnetic field H1, combined
resonance i-
also possible. It is due to transitions between diamagnetic
levels with
different spin projection (c.f. Fig.), its frequency is w Qk-l
9 , q Q &
'> 0
being the cyclotron frequency. For If H1 (y) 11 x and H 11 z,
f Dr exampl e,
the momentum projection p z of the conduction electron is
conserved and the
probability of a transition na->n1s' is -N = r2a6 E 06 , with
us n I D+ftt,)
a = (ns1A 0 H 6 (nJ111Jn,). For uniform Hi. W -6 6
0"'X 11 n I s 110 S, a I �1 nn' S,s,-+il
and w Q 0. For non-uniform 111, (nililln') / 0, and no
spin-orbital
Card0

3h253
S/181/62/004/002/051/051
Combined resonance in metals B102/B158
coupling is ncces-sarY for combined resonance. For combined,
as for
cyclotron, refionance, the 1~-field has to be strictlyparallel
to the metal
surface and, as with paramagnetic resonance, Itand 11 1 must
not be in
parallel. The intennity of the combined resonance depends on
the dispersion
lax and on the relation between the relay:ation times. Its
calculation
is described :.n Ref. 1 (Azbell et al. ZhETF, 32, 1212, 1957).
The
combined resonance width AQ -1/T sp for t(I >T Bp and -1/t0for
t0< Tsp . t0 is
the ordinary relaxation time, T 8p the relaxation time with
spin transfer.
11. 1. Kaganov, V. M. Tsukernik, and R. N. Gurzhi are thanked
for discussionF'.
There are 1 f:.,-ure and 2 references: 1 Soviet and 1
non-Soviet. The
reference to I;he English-language publication reads as
follows: F. J. D~,Son,
Phy3. Rev. 98, 349, 1955.
SUBMITTED: November 30, 1961
Card 2/3

A 25
S/181/62/004/002/051/051
Combined resonRnce in metals B100138
Fig. Resonance transitions.
Le&end: --- cyclotron resonance . ..... paramagnetic resonance,
combined resonance; s spin projection upon z-axis,L)- number of
diamagnetic level.
S f/S
1/0 i9.
V-n
Card 3/3

SOV/1 12 -58-1-991
Translation from: Referativnyy zhurnal, ]Elektrotekhnika, 1958, Nr
1, p 147 (USSR)
AUTHOR: -,A:lbel', M. Ye.
TITLE: Ship -Type Remote Hydrometeorological Station
(Sudovaya distantsionnaya gidrometeorologicheskaya stantsiya)
PERIODICAL: Tr. N.-i- in-ta gidrometeorol. priborostr., 1957, Nr 4,
pp 87-97
ABSTRACT: The SDS-51 station of the N1IGMP Institute measures, at a
distance,
wind apoed and direction (1. 5 to 40m,tsec and 16 rhumbs), air
temperatures
(from -320 to +320 C), air humidity (.30 to 100%), and water
temperature (from
-20 to+320 C). A combined pickup un~.t that includes an anemometer,
a rhumb-
meter, and psychrometer is mounted at an elevated point of the
ship. A watex -
tempera.ture pickup is immersed overboard. The contact anemometer
operates
a pulse counter. Average number of pulses over 100 sec is
proportional to *the
speed o.` the wind. The wind-rose aAs of the rhumbmeter carries a
permanent
magnet. A potentiometer -type pickup of the PDK-45 compass serves
for re-
mote transmission of the position of the rhumbmeter. Humidity and
air tem-
perature are measured by an electrii-. aspiration psychrometer.
Resistances
Card 1 /2

SOV112-58-1-991
Ship-Tv
,pe Rrzmote Hydrometeorological Station
of water and air thermometers are m,easured by a balaaced resistance
bridge
method. Readings are taken periodically from a central point. A
protective
system is provided for the pickup unit during the intervals between
measurements.
A. 1. G.
AVAILABLE: Library of Congress
1. Meteorology 2. Mete= logical ins truzient s--Ferfornanc e
Card 2/2

DASHMICH, L.L.; SURAMSM, D.Ya.; 116OLITSEV, V.A.;
AZILM,l)
BOMEVIKOV, S.N.; VORZFENEVSKrY, 4-N.S.;
1-AlXYLZ)T,--kL.ll.;
GLAZOVAO Ye.F.; KARFUSHA, Me.; P.",OTOPOPOV, F.G.;
SHADRJFA~
Ye.N.; MUM, V.D.; NECHAYEVY 1.11 - BESFALOV D -
IllktlONOV) V. I. ; GLEBOV, I . k. ; GLAiO'VA, Ye.F.
;' FdA~Al, 11 -ya
GOIUSHIN, V.I.; GAVRILOV, V.A.; TIYOFEYEV, M.P.,
retsenzent;
yME-lYCHEV2 V.I.2 retsenzent; YASOVSKIY, V.B.,
retsenzent;
VIYUNNIK 41ZAT, M.S., otv. red.;
,, A.P.., retsenzent; SIS,
RUSIN, N.P., otv. red.; YASNOGORODSKAYAj M.M.; red.;
VOLKOV,
14.V., tekhn. red.
[Instructions to hydrometeorological otations and
posts) Nastavle-
nie gidrometeorologicheskim stantsiia-m i postam.
Leningrad#
Gidroreteoroizdat. No.3% Pt.3. (Yeteorological
instruments and
observation methods used on a 4drometeorological
network] ~%-
teorologicheskie pribory i metody nabliudeniip
primeniaen7e na
gidrometeorologicheskoi seti. 1962. 295 P. (MIRA 15:5)
(Continued on next card)

DASHMICH, L.L.- (continued) Card 2.
1. Russia (1923- U.S,S.A.) Glavnoye upravleniye
gldrometeoro-
logicheskoy sluzhby. 2. Glavnaya Geofizicheslcqa
observatoriya
Nauchro-issledovatel'skogo instituta
gidrometeorologiclieskikh
prib)rov i GosudarstvQnnogo gidrologiclieskogo
instituta (for
Dash~evich, Surazhakiy, Usolltsev, Azbell,
13i)zhovikov,
Vorzhonevskiy, Manuylov, Glazova, Karpusha,
I'Protopopov, Shadrina,
Igrunov, Nechayer, Bespalov, Illarionov, Glebov,
Glazoval Kaulint
Gorysnin, Gavrilov). 3. Yomissiya Glavnogo
uprrivleniya f7idrore-
teorologicherikoy aluzhby pri Sovete FinistrDv SSSR
(for Nechayov,
Uso3ltsev, Timofeyevo -Lefremychev, Krasovskiy,
Vlyurmik)
(Meteorology)

All 61 Al
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AZFEL' , S-V-, starsi-iy wa.-ter; ZA~OVSEIY, D.C.
Semi.iar on P,(" -)I-eration of' OhYE2 diesel locomotive-z.
Ele~.i tepl-
tiaFa ( rio.1:2.r. Ja 162. (14liUi 15:1)
1. T34,h profila kticlieskopo osrotr,a tefilovozov delm
Iyullina (for
A71)v I ' ). 2. Nac),Llnilr, pro i7VOd s tven no- tek hni
checA, oro otdolzi depo
Lyublino (for Zazovskiy).
(Diel,e] locomotivcs)

AZBELI, SAI ZAIKINp N.I.; KRYUKOV, P.I.Ii SAVIN, I.M.1 NOVIKOV,
V.F., insh., retsenzentl KHARUMOV, P.G., in2h., red.;
VOROTNIKOVA, L.F.,,tekkn. red.~
[Repair of failures of the. ChME2 diesel locomotive] Ustrananie
nalspre.nostei teployoza ChME2. Moskvap Transsholdorisdat
1963. 53 p. (min 16:;)
(Diesel locomotives-Maintenance and repair)
A-0

A'ZILLI Yu. A .
Azboll Ya. A. - "Certain poculiarities c6frroomtgoriological
.-..--ray in cstoo:.~-clitis ,-f the
stwq)," Mien. zapiski (Uhr. nau h. - istdeu. in-t
j;rotezirG-.-a.,-,.'u)j Isuue 1, 191,8,
p. 41-51, - bibliop 10 iteii;s
SO: U-4355, 14 Au[:ust 53, (Lotopis 'Zhurml Iny:.,f((z)) in a certain interval (x 0txt)
that the inequation
z >y holds too. The author gives in his paper a contribution
to the question
for the position of the point x ,I this is ilone firstly by
carrying out an
estimation for the applicability of 6aplyginls theorem in
the case of a
linear equation and secondly by reducing the non-linear
problem to the linear
one by aid of a "comparison theorem".

/1 - C
, 4 6- 1- C- V I /V- V.
SUBJECT USSA/MATHMIATICS/Differential oquations CARD 1/2 PG - 632
AUTHOR AZBI;LSV MY, TONKOV L.V.
TITLE I-We-orem 6-n the estimation of the error for the
approximative
solution of a differential equation.
PERIODICAL Dok:Lady Akad.Nauk 111, 515-516 (1956)
reviewed 3/195-1
Lot be given the differential equation y (n) 8, f y M f(Xtypylt ...
ty(U-1 )). The
differenee u - y shall be estimated if u - 1,(x) is a given
function and y is
the sought solution. It is assumed that f[.v]l is continuous in x 0
e. x 4Z,
akAy (k) :6 b k (k.-0,1,...n-1) and satisfies the conditions ~e *
with the
coeffioients q k 1Lnd z ** with the coefficients Pk (Azbelev,
Doklady Akad.Nauk
LU 589 (1953)1 Hat.Sbornik M 161 (1956)). Let besides u - u(x) on
[x 0OX3
be n times oontinuously differentiable wherc a k *u (k)-4 bk
(x0tx.4XI kwO#1,..n-1)
Let If M U (n) - f,[u] and 5pand Y be two functions being
oontinuous on 170 'XIF
where ~ G 4F !h 0 and f>, %f 4 0 . Lo t.1 -u;~j where y is the
sought solution
for the initial oonditions y (k)(x 0) YO (k-O,1 .... n-1). Lot be
the
solution of ~(n) r (k)
. t +
k-0 Pk ~

Doklady Akad.Nault 111. 515-516 (1956) CARD 2/2 Pa - 632
where 0 CA ~(k)(. cd~" YL (k)(..) (ic-OV1,*.q,n-1) and lot ~be
the solution of
n-i 1(k)
-E qk
1-0
where 0?,- j0C)(. C) 4 yk) (X0) (k-0,1, ... n-1).
Theorems The terms T u- I and z a u- I shell satisfy the
insquations
,j(k)
akA- * bk I ak bk (z0f4x4X, k Then inside of the
interval (Xopx*) there hold the inequation: (k).4 ~(k)
(k.001j...n-1).
A definition of 3:* is given in the papers (low.cit.).
INSTITUTION: Moobanic Institute, lievsk.

. AZBELPV, H.V.; TSALYUK, Z.B.
Itoration 119thods for tbn Rolving of differential
equations.
Iz,r.v!,s.uchpb.zav.: "at. no.1121-23 157. (HIRA
12:10)
1. Izhovskly makhanichnskiy inatitut.
(Diffarential equatiotis)

AUTHORS: Azbolov,N.V., Tsalyuk,Z.B.,and Ckiinchkin,E.S
WV/140 j8-2-1/20
TITLEs ---6n'tho ion-Osaillation of the Solutions of Sec)nd
Order Non-
Linear Equations (0 neostsillyatvii resheniy Lolineynykh
uraynoniy vtorogo porysdke)
PERIODICILt IzvestiYa Vyeshikh uobebnykh savi-deniy
Ministerstva Tysshego
obrazovaniyt SSSR, Matematika, 15158, Nr 2, pp 5-4 (USSR)
ABSTRAM The autbore oouqider caaditions tinder which the
difference
of two arbitrary solutions of
M yel . f(XPY)
has not more than.one zero on thc given interval (a,b). With
the
notations of the paper of Asbelor and Tealyk L-Ref 11 the
authors
formulate and prove two theorems in which the problem for
(1) is
reduced to the samit problem for j,"-qy - 0, where q is a
certain
conatimt depending on-f(x,y). Tho results of LRef 1j are used
essentially.
?bars are 2 Soviet references.
ASSOCIATIONsIaheytikiy makhanich*skiy institul (Izhavok
Mechanical Institute
SUBNITTEDs November 20, 1957
Card 1/1

160)
AUTHORSt Aabelev,N.V., Rakhmatullina,L.F.,and SOV/155-58-2-1/47
~Y_sa_l_y uk-, r.T.
TITLE: On the Extension of the Solution of the Pro'blem of
Chaplygin Beyond
the Limitsof Application of the Pheorem on Differential In-
equations (0 rasprostrananii resheniya zadachi Chaplygina za
granitsu primenimosti teoremy o differentsialnykh neravenstvakh)
PERIODICALt Nauchnyye doklady vysshe hkoly.
Fiziko-matematicheakiya nauki,
1958, Nr 2, pp 3-5 (USSR~ 8
ABSTRACT: If on the Interval [a,b] a linear differential
equation is given
and if y is a solution satisfying the Cauchy initial conditions
in the point a, then the difference x-y, where z is the
comparison
function of Chaplygin, in general is of constant sign only on
fa,c] 0. a e- a e- x e- d such that a.) W(x,3d) - E
K
A(
,0 and 9 W(x,s) -
X E la,dj , E unit matrix and b.) W(x,s)>
- A(9)W(x,s),,,
u),j, S for any
isolution u; the upper s;"d iower solutions can be cortinvied to
the bouxulary of the!
,region of definition of go
b) If -U(.u.) is.dofined in JO, T), then in this interval the
Aitiisg~A inoquality
AIt, s, z(s)jds+~(t)>o ((p(1)40)
involves the iniiquality z*' Moreovel,--p if 0 (~P 4 0) " given
teo,T) t
I then z>'~ (z