SCIENTIFIC ABSTRACT KERIMOV, I.G. - KERIMOV, T.M.

• Document Type: CREST
• Collection: Scientific Abstracts
• Document Number (FOIA) /ESDN (CREST): CIA-RDP86-00513R000721530004-9
• Release Decision: RIF
• Original Classification: S
• Document Page Count: 100
• Document Creation Date: November 2, 2016
• Document Release Date: June 13, 2000
• Sequence Number: 4
• Publication Date: December 31, 1967
• Content Type: SCIENTIFIC ABSTRACT

ABDULLAYLV, G.B.; ALIM, G.&; WHSHALIY.EV# A.A.; KERIMOVp I.G.
'I
Heat conductivity of some compounds of the type AIIIBV. Trwiy Inst. fiz.
AN Azerb. SSR 11:46-51 163, (MIRA 16:4)
(Semiconductore-Thermal properties)

ACC NR: SOMICE COM
uR/oo?6/66/O4O/012/3C:)6/3O89
AUTHOIlt Mamodov, X. K.; Korimov, I. G.; 'Mokhtiyov, M. I.; Voliyov, M. 1.
ORG: Phynsics Ins~Iitute, Academy of Sciences, AzorbSSR (Institut fiziki Akadomil nauk
AzorbSSR)
TITIZ: Thermodyna~nio studies at low tomperaturos
SOURCEt Zhurnal fizicheskoy khimii, v. 40, no. 12, 1966, 3o86-3089
TOPIC TAGS1 seleniump heat capacityl entropy, enthalpy, 411f
ABSTRACT: The heat capacity cp of amorphous selenium was measured at 147 points in.
the range of 56-3320K. An anomalous increase of the heat capacity around the glass
transition temperature was astablishadq and it was found that T9 = 303.40K. In the
56-150*K range, the results obtained obey Tarasov's equation for noninterac"Wing
chainsp *,/r
cj=Dj(0j1T)-6R(T10j) xdx 3R(01/7)[exp (0,1T) - il-11M
where E? h v max/k and x = hv /kT, withG= 3640K. It was found that the holo part of;
the thermal conductivity is equal to 14._53 J/g atom dog, and depends on the cooling
rate of the sample Zia fonowing quantities were dotermined:
Card 1/2 UDC: 541.11
I.-ACCNR.-J~P706~3~5------
.40�0.80 J/g atom degs
50-298.16 = 48
H298,16 - H54 = 5340 :k 10 J19 atom-
i Orig, art, has$ 2 figuresp 2 tables and 3 formulas.
SUB CODEs 07/ sumi DATE: i7Nov65/ ORIG REFt 003/ OTH REN oo6
Cord 2 2

3,F1
I
S".115A 1/000/010/077/100
IC
AGOI AIOI
AUTHORS: Ellyev, G.M., Eliyev, B.D., Kerimov I X
TITLE: Temperature dependence of heat conductivity of selenium with cadmi-
um admixture
PERIODICAL: -Referativnyy zhurnh.-Fizika, no, 10, 1961, 252, abstract IOB182
("Izv. AN AzerbSSR. Ser. fiz.-matem. J tekhn. n.", 1960, no. 6, 99-
104, Azerb., Russian' summary)
TEXT: Heat conductivity..().),of amorphous and crystalline selenium was
studied in the temperature range-from 84 to 3730K by the stationary method, as
well as effect on it of Cd admixture and its dependence on-temperature. It
was found that with,inoreasing,Cd content up-to 01;-125% the X -value of Se de-
creases attaining a minimum, and increases again at a further increase of 01, ap-
proaching its initial value. With decreasing temperature the X -value of arys-
talline Se with Cd admixture grows, whereas that of amorphous Se decreases, the
latter phenomenon being explained by a reduction of heat capacity.
[Abstracter's note: Complete translation]
Card III

KAT-IMANP V.P.; WARM, A.V,# MRIMOVI IA; FALIYARY S.A.
Ei:m-Ac; Off64tl7,*nOqs of t~~ mahanization of undergrcurd
n3p&ir -p6ma!oro. St,.rona,,A-,ii..-tBlch.inform. Azerb. ins t.nauch.-L6kh.
ln,rom.Ser.m ft, prom. nc.!M-87 163.
(MITRA 28s8)
1:1'.

SOV/124-58-3-3Z63
Translation from: Referativnyy zhurnal, Mekhanika, 1958, Nr 3, p 104 (USSR)
AUTHOR:
TITLE: Experimental Investigation of Elastic-plastic Deformations Due
to Longitudinal Impact (Eks pe rime ntall nyye issledovaniya
uprugo-plasticheskikh deformatsiy pri prodollnorn udare)
PERIODICAL: DokI. AN AzerbSSR, 1956, Vol 12, Nr 10, pp 695-700
ABSTRACT: The dynamic stress-strain relationship (o-vsee) under
longitudinal impact was determined for unannealed aluminum.
Assuming the dynamic modulus of elasticity as equal to the
static and assuming a single dynamic a- - c curve (for all
loading rates), the author determines the required relation-
ship by measuring the impact velocity and the residual strain.
A similar problem was investigated by Johnson J. E. , Wood
D. S. , and Clark D. S. (J. Appl. Mech., 1953, Vol 20, Nr 4,
pp. 523-5Z9. RZhMekh, 1955, Nr 6, abstract 32Z7).
N. F. Lebedev
Card 1/1
iT

SOV/124-58-? -2-149
Translation from: Referativnyy zhurnal, Mekhanika, 1958, Nr 2, p 112 (USSR)
AUTHOR: Kerimov, K. A.
Tj T LE: ~-~The ~Tran`sverse ~Impact on a Flexible Thread (Poperechnvy udcar po
gibkoy niti)
PERIODICAL: DokI. AN AzerbSSR, 1956, Vol 12, Nr 11, pp 799-801
ABSTRACT: A compressed-air launcher was employed in the experiment,
The tests showed that the hardness of the steel tip had an effect C-.1
the critical failure speed at the point. of impact. The presence
of a necked-in portion showed that the rate of plastic deformati'.)r.
may exceed the critical failure speed.
Reviewer's name not gi en
Card 1/1

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KMIMOV, K.A.
Method for determining the shock diai7am of expansions in the case
of large deformations. Izv- AM Azerb. SSR Ser. fis.-mat. i tekh.
nauk no-3:23-30 160. (NIM 13:11)
(Shock waves)
Vi
T

S/249/62/018/008/001/002
E031/E435
AUTHOR:
TITLE: The determination of
case of shock loading
PERIODICAL: Doklady Akadomii nauk
1962, 7-11
the dynamic diagram TW for the
and unloading
Azerbaydzhanskoy SSR, v.18, tio.8,
TEXT: In earlier work tile author proposed methods for obtaining
the dynamic diagram T(e) for cases of loading and unloading when
the deformations in the struck bodies are accompanied by weak
fractures. The present paper treats the.case of strong fractures,
when shock waves occur. The cast is considered of a body moving
at the velocity vo which strikes an infinitely long flexible
thread at a right angle. Taking shock loading first, 5 equations
are established for the six unknowns: U (particle velocity), m (deformaticn~
t (stretch), b (velocity of propagation of the transverse wave),
6 (velocity of propagation of the longitudinal wave) and
y (angle of -deflection of the thread). A method is described for
obtaining T a T(e) if the relation between vo and y can be
determined experimentally. Likewise, in the process of load
Card 1/2

s/249/62/oWoWool/002
The determination of the dynamic E031/E435
relief as the body is braked, there are 5 equations for the
aix unknowns and, if the relation between vo - v, and yj is
known from experiment, the dynamic diagram can be obtained.
Five different domains for the thread are distinguished, with the
suffices 0, 11 2, 39 4. In the first case it is Tj which is
determined and in the second it is T3- In both cases, the method
of computation applied permits experimental verification of the
obtained dependence of T on e. There are 3 figures.
ASSOCIATION: Institut matematiki i makhaniki
(Institute of Mathematics and Mechanics)
SUBMITTED: April 23, 1962
Card 2/2

9
-
Determining the dynamic "stress - strainn curve with an inflection
point. DokI. AN Axerb. SSR 19 n644sll-16 163. (MIRA 16s12)
1. Institut matematiki i mekhaniki AN AzSSR. Predstavleno akademikom
AN Uzbekskoy SSR Kh.A.Rakhmatulinym.

-..YYIRIMO'7# K.A.
Method for determining the dynamic stress-atrain relation with a bending
point. Dokl. AN SSSR 162 no.5slOl9-1022 Je 165. (MIRA 180)
1. Institut matematiki i mekhaniki AN AzerSSR. Submitted February 13,
1964.

KERTMOV, KeAe
Experimental study of the dynamic properties of materials using
the method of unloading trannvono impact, Dokl, AN SF,"R 164
no.6:12146-1.248 0 1.65. 041RA 18.10)
1. Institut matematiki i mokhaniki AN AzarSSJR. 8ul)mLtted
February 16,.1965.

L 22788-66 - EWT(l) IJP(c)
i~R SOURCE CODE: UR/0249/65/021/010/0008/001C
Ai6020863
.AUTHOR: -Kerimov, K.
ORG: 1~ ~e 0 Mathematics and Mechanics (Institut matematiki i makhaniki)
TITLEI: \ Determination of the dynamic strain diagram with a variable striking velocity
SOURCE:V_AN. ~zerb�SR.,~Doklady, v. 21, no. 10, 1965, 8-10
TOPIC TAGS: motion mirchanica L strain, material deformation, mathematic deduction)
applied mathematics, pneumatic devices high speed camera
ABSTRACT: A system is given for a dimensional analytic solution for motion
along an infinito flwdble filament struck transversely at a single points
;Certain experimental results are given of an investigation of the dynamic
characteristics of materials when tho filament is struck transversely with
a varying velocity* This is accomplished by placing the head of a pneumal-
tically accelerated alug directly in contact with the toot material. Thusp,
the shock grows from ziro to the critical values Notion in the ample is
recorded by a high-speed motion picture camera. The dynamic lav for d(E)
derived for single variable-velocity shocks agrees with that derived fm
multiple shocks. This articiewas submitted by Academician AN AzerbSSK
Z. I. KhaliloW. Orig, arto, has: 2 figures. [JM1
SUB CODE: 200 129 139 L4 SUEM DATE: 2lAug65 ORIG W: 005
IM)/
ACC ,4R,
Ai,60239116 GOURCE CODE: UR/0233/65/ooo/oo6/0034/00361
AUT.iOR: Kerimov, K. A.; Teymurov, F. D.
ORG: none
V)
1ITLE: Investigation of viscous-clastic-plastic properties of polymer materials sub-
jected to transverse impact
SOURCE: kN AzerbSSR. Izv. Ser fiz-tekhn i matem n, no. 6, 1965, 34-38
TOPIC TAGS: polymer, caprone, polyvinyl chloride, solid viscosity, elastic wave,
plasticity d
iUSTWXT: This I a continuation of earlier dynamic tests on polymer materials
(rubber, caproneVpo1yviny1kb(Tr. Vscaoyuznoeo simpozi;~;~~o rasprostraneniyu uprugo'-
plastiches-k-lWvoln _f-si5l`c;_shnykh sredakh, Baku, 1964 and elsewhere) where a model was
proposed, unif)rine the elastic-plastic and viscous properties of polymers. This mode
is u0ed to develop a procedure for the investigation of polymers with viscous-elastic
plastic properties by using transverse impact. This method is based on knowledge of
the time dependence of the tension, obtained by recording tension waves reflected frou
the points where the sample is secured, and integrating the corresponding equations
with the aid of an electronic digital computer. The individual functions involved in
this model, expressing the viscous and elastic-plastic properties of the polymer, can
1/2 r

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j-ACC N.R AP6023946 of an e3cperimental determination of the
Results eads wee Vell Wil-11 the C61cula"
be determined from the solution., caprone thr
!also properties Of POIYY'nyl an'
me chanical . has: 3 figures eAd 5 fOrmul
.. Orig. art
tion "/ SUBM DAM 00/1. ORIG RU. 003
ISUB CODE: 20
Cue, ......
KIRIKOV, K.A., red.; AGAYEVA, Sh,, tekhn.rede
[Transactions of the Conference of Graduate Studants of the
Academy of Sciences of Iserbaijan] Trudy Nauchnoi konferentaii
aspirantoy Akadenit nauk Aserbaidshanskoi SM. Baku, Isd-vo
Akad.nauk Azerbaidzhanskei SM, 1957. 4b2 P. (141RA 12:6)
1. Hauchnaya konferentmiya aspirantOT Akademii nauk Azerbay~
dsanskey M. .3thg Baku# 1953* 2. Institut arkhitaktury i
iskusetva (for Kerinev).
(Sole noe-Colle cted works)

KERIMOV, K. B.
"Experimental and Clinical Data on the Length of Anesthetization During
Rectal Surgery," Cand Mad Sci,, Acad Mod Sci, USSR, 2 Feb 55. (VM, 21 Jan 55)
Survery of Scientific and Technical Dissertations Defended at USSR Higher
Educational Institutions (12)
SOs Sum. No. 556, 24 Jun 55

PROTOPOPOV.. S.P., prof.; KEUMGV~ K.B.
Anesthetizing properties of the benzoic eater of diethylaminoethanol.
Akt. vop. obezbol. no.W19-225 1,59. (MIRA 105)
1. Iz Instituta khirurgii im. A.V.Vishnevokogo AMN SSSR (direktor -
chlon-korTespondent AMN SSSR, zaalumhennyy doyatell nauki RSFSR
prof. A.A.Vishnevskiy),
(ETHAVOL)

A13IAJi:IAIEVj A,11.; YJ`P~MCjV;
Lithological churnotcristfr3 mid oil ard fy;,f-, 'p, o n ! 0
aediments of a producing formation on the Fir:;arat area accor(-~Ing
to the data of well electrometry. Izvo vi's. ucheb, 7av.; rieft' i
O"IF-A 18:3)
gaz 8 no.2:7-9 16~'. I
2. A,"erbaydzhanskiv I ns, t I - t t , i e f t i 1 1, 1 j i m I i i r, . A z b (-, v n, .

AGABErLI, Agakhan Aki&8ker; YMMOVp M.p red.
[Buffalo raisingj tfixtbook for an agricultural institute)
Changshchylyg; kend teserrufaty institutu lachun. Baky,
Azerbaichan Dovlet Tedris-pedagozhi Edebiiiaty Nee~xiiiaty,
1964. 178 P. (In Azerbaijanil (MIRA 17:5)

-,rito t'ne -,,cci~y r)~' "W"ll -avalde
J. Tnzt- 7. 1~1-~C!:*"(,,.-, A(-ae. sn,2-
.-or ~:cjimc- c-n

~-,v ~lvgog
Ul
MOR I IN -VIN

USSR/athMMU40 -. woulus of U Aug 51'
varwiOns
"Jacobi's Condition for Discontim=j Variational
Problems With Removable Rings,,, x. X. Xerlxpv,
Math Inst imeni Steklov, Aced Sci USSR
"Dok Ak Nauk 6SSR" V01 LXXIX) No 5) PP 719-722
Previotusly (ibid. Vol I=, No 4, 1951) eumdj"04
the nocessary conditions governing the eXtremm
for discontinuous variational problem with rewva-
tle rings, in which Jacobi's condition Vag fares-
Uted In terms.of the Aign of the 2d vatulEcka. A:
Owmauemtus calevaus -Of variations U ~Ug 51.
(Coutd)
*=Tent article, attempts to formulate. thIs can-q,
~d#lau,iz terms of focal points and eiggeny-elzu.
MA,, "t#at ions here rely essentially on the mthods,-
-i4oUed-in ordinary variational problems (cf. G.
"Lectures on Calculus of VarJation! ffivas-
into Russian, at Moscow, 19527. Subinitt" by
A"d *.A. lavrentlyev 9 Jun 5l..

USW/H%themtics - Variations.1 Prob.~ 11 MY 52
I*=, Approxi-
mtions
"Sufficient Conditions of Extre-m in Discon-
tinuous Variational Problems With Movable
Rings," M. K. Kerimov, Inst of Precision Nbcb
and Computational Techniques, Acad Sci USSR
I
"Dok Ak Nauk S-3,SR" Vol 84, Wo 2, pp 213-216
Gives the sufficient conditions governing t4e
extremum, for nonregular variational probl.
v144v-discontinuous subintegral. (integrand)
23iT61
function and with movable rings. The neces-
sary conditions have been given already by the
author in previous articles ("Dok Ak Nauk SM"
Vol 79, m. 4 and 5, 3-951). States that the '
a9ze for regular discontinuous variational prdb-
lem with fixed (nonremovable) ring has benm
give.a by G. Bliss (1906) and N. M. Gy=ter
("Nurs Variatsionnogo Ischisleniya" (course of
Variational Computations), YAOSCOW/Leningrad,
1941). Submitted by Acad M. A. Lavrent'yev
Mar 52
231%7

VIPF W-1rar-ate-alculto of vkrkj~
ng. AM. Nauk
14 1 ro.'~ V SSR, Trudy Mat. Inst.'Raimadw If, 209-319 (1195t).-
(Russian. Georglan summary)
Outober 1963
I'
The atithor considers the two-dimerislaito nompars.
Metric minimum problem defined by the IntegM
F(xj yj #s P, q)dxdy,
where G Is the region interior to a simple closed curve S on
which the values of s(x, y) are preactibed. As admissible
i functions he takes continuous functions with first partial
derivatives continuous exrent for discontinuitits of the first
kind ncrou'a smooth curud ~, which cuts G into two regions.
fie findi conditions, analogous (o the one-dimensional
Wcicritrass-Erdmarin comer conditions, which must be
&-itisficd by s(x, y) acrom a,. Ile co~ 5iiders al-so the case of
dwontinuous F, J. M. Panskin (Mishington, D. C.).

KJ',RI MV, M. K.
- . . - ~s - .
Bliss condition for discontinuous variational problems witb Tariable
end points. Uch.zap.AGU no.5:17-23 ' 56. (MIRA 12-.1)
(Calculus of variations)

89721
S/020/61/156/003/004/027
C 111/ C 533
AUTHO Kprimny- 71 K
TITLE; On the Theory of Discontinuous Variational Problems With
Vartable End-Points In the Space
PERIODICALs Doklady Akademii nauk SSSR, 1961, vol. 136, No. 3P
Pp. 542-545
TEXTs Lot (.x, y1' y2f-l yn) =- (x,y) be a point of the Euclidean
En+j ; let R be a domain In En+1 with the bcundary S. Assume that
the broken cur,ie EJ02 lies in R, is composed of the curves E 10
and E02 and is des-ribed Iby
- (X) x x x
Y Yi(x)