SCIENTIFIC ABSTRACT KUKTA, G. M. - KUKULKA, I.

• Document Type: CREST
• Collection: Scientific Abstracts
• Document Number (FOIA) /ESDN (CREST): CIA-RDP86-00513R000927320001-7
• Release Decision: RIF
• Original Classification: S
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• Document Creation Date: November 2, 2016
• Document Release Date: August 23, 2000
• Sequence Number: 1
• Publication Date: December 31, 1967
• Content Type: SCIENTIFIC ABSTRACT

KUKTA, 3-M. CKUkta, II.M.]; B011MUMIKO, M.G. (Bondarqnko, H.H.]
Comparative evaluation of the performance of ensilage harvesters.
Mekh-IIII'AOSP- 10 no'07:20-23 Jl 159. (MM 12:12)
1. Gjavny7 Inxhaner laboratorii UkraInsko7 masbinoispytatallno7
etanteli.
(Insilage) (Harvesting machinery)

4"-*
'-* ~,
Basir- for obtainiag, Fqw-n,- ir, T.Ir. Vl,*,~,.-"I
n1al-.r 1-~,- i a)
., r. 17 no.4:20-24 15,C).
1. UlupinsLmya mashipoispytatollnoya ntantsiyn.
(Plantors (ArlActilturp.1

KUKTA, G. 11. Cand Tech Goi -- "Study of technological procet;ses of the complex
.mech aIni z at:L on.of Lcultivation JU corn " Kiev, 1960 (Min of Agr UkSSR. Ukrainian
Aoad of' A~c~- (KL, 1-61, 194)
-202-

KUKTA, G.M. KITAYT.';VVA-O Z~P.
Results of testing new machinery for sugar beet growing.
Mekh. i elek. sots. sel0khoz. 19 no.3:55-59 16:1 (MIRA 14-6)
(Agricultural micniner3 --VAInig) (Sugar beets)

KUKTA, G.M., k:,.nd.tekhn.nauk
Investigating the performance of the feeding machanisra of the
KKKh-3 combine. Mekh.i elek.sots.sellkhozo 19 no.5:23-25 '61-
W.RA 14:10)
1. qkrainskaya mashinaispytateltnaya stantsiya.
(Gombines (Agricultural machinery))

KUKTA, G.M., kand.tekhn.nauk; BONDARENKO, N.G., inzb.
.Methodology for a comparative evaluation of high-precision planters.
Mekh. i elek. sots. sel#khoz. 20 no.1:13-16 162. (MIRA 15:2)
1. Ukrainskaya mashinoispytatel'naya stantsiya.
(Planters (Agricultural machinery))

-,-. T !- r
" , -' M kand. tekhn. nauk; BUDKO, A.I., kand. takhn. nauk,,
-I, --T. L111~
~--"Rtsenzent;
[Testing agricultural machinery] Ispytaniia sel'skokho-
ziaistvennykb mashin. 1.!oskva, Mashinostroenie, 1964.
281 p. (MIRA 17:8)

KUKU, Aleke. inzh; ZAKHARIIA, D.
Rationalizers and invention movement in the Pec)ple'B Republic
of Rumania. RatsicnalizatsiJall no,10:20-21 161.

.r ,

AUTHORS: KyullovskiL. '023

. Engineer,
�etko S/105/60/000/03/008/
_
Kukuchev, Khristo, Engineer B007/BOO8
TITLE: Determination of the Optimum Dimensions of a Transformer
PERIODICAL% Elektrichestvo, 1960, Nr 3, PP 43-46 (USSR)
ABSTRACT: It is the purpose of the paper under review to show a
method for the determination of the optimun dimensions of a
transformer which is more convenient for the practice. This
method allows to obtain the given no-load current more ai~.sily.
For determining the optimum transformer dimensions it was
started here from the rated power, the losses due to short
circuit and no-load, as well as from the short-circuit
volta-e. Core induction, current density, e.nd no-load current
are checked for the dimensions determined from the formulas.
The final optimum dimensions are then determined by several
consecutive checks. It is not necessary to alter the constants
in the equations when checking the no-load current. It is
sufficient to assume new dimensions which :iutisfy simultaneourly
Card 1/3 the assumed no-load and short-circuit lossc!7.dith a given

Determination of the Optimum Dimensions
of a Transformer
S/105/60/'000/03/008/023
B007/BOOE;
quality of the electric steel, given losses and no-load
current, the specific electromagnetic loads which are
necessary for the computation are determined. The following
was taken as a basis when deriving all formulas: 1) Trans-
formers with m-phases and a number of cores equal to m are
investigated. 2) The coils are concentric, have the same
height and an equal number of windings, vi.z. w, = V2= W
and U1 . U2 ' U are assumed for the computation- 311 The
weight and the price are only related to the active material.
Formula (19) is derived first. It is an ec*uation with 3 un-
knowns, the main dimensions of the transfcrmer. Formulas (21)
and (22) are then written down. These contain the same un-
knowns as formula (19)~ Formula (21) is the equation for the
active component of the short-circuit voltage and formula (22)
that for its reactive component. The width of the window P
is determined from formula (23), only 2 unknowns remaining
then in formula (19). These can be determined by assuming the
Card 2/3 value of one unknown and determining the other from formula (19).

Determination of the Optimum Dimensions S/105/60/000/03/008/023
of a Transformer B007/BO08
Induction, no-load currentv and current density are then
checked. The lowest price of the active material for a given
no-load ourrent and admissible current iensity forms the
criterion for the optimum dimensions~ All :-~he formulas given
here can also be applied for three-Dhase and single-phase
core-type transformers, as well as ior single-Dh-qse shell-
type transformers. The details to be considered here are
indicated. The method given here is illustiated in the appendix
by an example. There are 2 figures and 1 reference .
ASSOCIATIONt Nauchno-issledovatellskiy institut mashinostroyeniya i
elektropromyshlennosti~ Sofiya (scientific Research Institute
for Machine Building and the Blectric;tl L-1-lustry, 3ofia)
SUBMITTEDs September 6, 1959
Card 3/3

KUKUCOVA, Marta
Use. of the collection of technical standards in the Slovak
Technical Library, Normializace, n no.61184--185 Js 163.
lm~
. 1. Slovenska, technicka knIznicaq, BratJolava.

TAKAGS, L.; KUKUCSKA: J. Technical assistanttst ALBERT, Karcla; VAJDA., Vera
~ -~
Effect of chronic anaemia on cardiac output. and orjM blood
;r1ow in the rat. Acta med. aoad. sod. Thwg. 20 no,'L:71-77 164
1. Second Department of Medi-;!iie, Uhiversl',~-'7* Medical Schoep
Wdapest.

TAKACS, Lajos, ctr.; KALLAY, Falman,, dr.; GOIVIORI, Pal,, dr.., technikai W=kZn-
tarsak: VAJDA, V.; IMOSKA, J.; ALBERT, K.
Effect of synthetic angiotensin on the redistributior of eiremlating
blood in rats.- Om. hetil. 102 no.48:2272-2271'L 26 N 16a.
.1

TIC., TH B r- la ~'c 11 1 w c rk P r f, T 7, C A
~j tTanos
SAV,~ i,3
rs
P, *71
Oxn!nrUdo,qanyI ,,-~vyetejn, II. I. Ave
t 4 Ja
(Vael-VUL HeN.-tit-Is Korham)
Colloidal Gnbj
E d Vol 10!'~, I-o 1 14 Apr epiZIs 61i_~". CSCI~,_,
w~ liver perfu.-io,,i
IC.
C).LUTI; al Au 1z a valu~tble a"Iditior, to the wum;nt
ti'xh' I C
I iwue (I t,~, 3 L il~ ~i -a 5 v Cr, thc pri Uomt 'he cxrrii~(' -i.,.t
dp,~:ree Of the hv~11, j.vcu~L~ticn '0 Ere-
III ~Ihe couriers of Uv,.Ic
I Ci.." i'vid Lial ~4 'a';, mlh,~I_nh -1. with,
-'s :tn& it wa.,, 'j,30_380 and 2.je, -- rej ir12
7.,)C- t:~ con~~1(1:4Z-ed -0 .0 f L
J...W III tho df- Lw-r..'I t!% tion 014, -!,~f-zcLivenc.-s o! ~reat-
0 ~fe~4,~m rr~-rcnci%s.
TAKI('S,Lajos, dr.; MfORI, Pal,dr. TecImikcai munkatarohk: ALBERTiXarola;
KUKUCSKA, Janos.; VAJDAp Vera
Effect of a1dosterone on the redistribution of circulating
blood in rats. Orv. hetil. 105 no.16:737-738; 2.9 Ap'64
1. Budapesti Orvostudomanyi kayetem, II.Belklinika,

KUKUCZKA, Antoni.,-mgr inz.
Causes of fire and fire-fighting action in the B mine.
Wiad gorh 14 no.10:323-325 0 163.

KMIUCZKL, Antoni, mgr inz.
Way of drawing s*e schema of ventilating mining haadings Pt, 2,
Viadom gorn 14 no,-5:149-153 My 163.

KLTKUGZKA, Antoni, mgr inz.
Better affIciency of a ventilation pipe through the application
of adjusted pipe fittings for the air flow at the ond of-the
ventilation conductor. Wiadom gorn 14 no. 7/8:291,.'.1-242 Jl-Ag 163.
C,

-- - - - - --4 -- --- -- --- -
KUKUCZKA, Antoni, mgr inz. .
Conclusiona.drawn from studies on acidents caused by staying
in a hazardous gas atmomphere (G02) in collieries. Pt. 2.
Wiadom gorn; It 15 no. 6:204-206 Je '64.

KUKUCZKA Antoni,, mgr inz. .
- . -,~- --.. I -
Combat against accidents caused by the presence of carbon
dioxide in mine headings. Pt. 1. Wisdom gorn 15 no. 4:
134-137 Ap 164.

XURUCZY'A' Ant-mif--w '~.Jnws
Methods of detecting diciturbances In the ventilation netwcFk
of a mine, Viedsm cotm 1.5 no*2:48-54 Ff64
N

KIIKUCZKA, Antoni, mgr inz.
Liquidation of fire fields through recirculation of - -
neutralized fire hazard gases. Wiadom gorn 15 no,,51
171-173 My'64. :;

KUKUCZKA, 9
, I ~ _ ~p~qqi~ rt r Inz.
Use of neutralized fire 1fases for accelerated liqlddation
of fire areas. Przegl gorn 20 no.9r428-431 S 16j~.

KUKUCZV., Antoni, mgr. in7.
Selection of a series of main mitne fans to meet th6 conditions
in Polish mines. Przeg]. gorn 20 no-11:558-c.62 IT 164,

KUKUGZKA, Antoni, mgr inz.
Ventilation of underground explosive storages. Wiadom gorn
15 no.11:360-366 N 164.

TAKAGS, T-aji2.,, dr.; Technikai munkatareaki VAJDAO Vol XUKUGSKA, J.; ALBERT, K.
Mf ect of hemorrhage on the blood eiroula-bion In the organ or
of rats followIng removal of the kidneya. Orv. hatil. 106 no*361
1692-1694 5 S165.
Is Budapeati Orvoatudoman7i Emtem, 11. Pelklini:ea (igazgatot
Gamort, Pal, dro)s

I-- -KUKVij";:LViO7j 1. --- - - -
Kukud~:-,!anov, .i. I. 117he tiethod of rest-oriTig tr~Luiatic ' reaks a.,id the insu- , a- lit.!--
11, . lnP .3
ation of deep rear nections of t:ia uxethra)" Tr-,diy III Zakavka,~u?. Ojrezda ;aiinargov~
Yercwm, 191t8 (ort ce.,ver: 19459), P. 1-0-417
SG: U-52L'10, 1:7 Dec- 53, (Letopis lZhurnal Inykh StAtey, No. 25,]Z-49).

Surrical therapy in pr1rutry inguinal berni,a Sverdlovsk, 44edgis, 1949. 182 p.
DAFM
L. Hern.1 a - urgery.

AUTHORS: Darevskiy, V. M., Kukudzhanov, S. Y. SOV/20-123-1-12/56
TITLE: The Stability of an Orthotropie Cylindrical Shell Subjected
to Torsion With Internal Pressure (Ustoychivost' ortotropnoy
tsilindrichoskoy obolochki pri kruchenii a vnutrennim
davleniyem)
PERIODICALz Boklady Akad.emii nauk SSSR, 1958, Vol 12'.3, Nr 1, PP 49-52
(USSR)
A13STRACT: The presentpaper solves the problem of the above mentioned
stability in the DaGe Of 4-orsion with sufficient internal
pressure. This sh-911 is a-,1:,_n=9d to have an "average" length,
which term is defined. The edges of the ehell are assumed to be
fastened in a hilnj~e-like manner or to be embedded. The here
discussed reaults are a generalization of' the corresponding
results derived in a previous paper by V. M. Darevakiy (Rafe 1t2)
for an isotropio ohell. As initial equations, the equations for
the equilibrium of the shell in consideration of their
deformation and the usual relations between the internal force
factors (silovoy faktor) and the deformations expressed by the
Card 1/:t displacements are used. If axial- , radial- , ~:.ad shear stress

The Stability of an C,-..-thotffopia Cylindx:~,,al SOV/20-1623-1-12/56
't Prebirare
Shall Subjected to ,n With Interna.
T0 and re specti vel y do not depend an the dimensionless
21
coordinates ~ an(i ep , _z5he --additional displacements can be
ascertained in a previour~ly ment-oned fonn (Raf 1). A rather
voluminous equation fox tl,i; additional di;3placement w in a
radial direction is written down. In the case of a simultaneous
action of the torsional moments Mt and tho (internal orexternal)
pressure c4 the problem of the stability of the shell may be
raised as in the p:?evicvq pappr by V. M. Darevskiy (Ref 1). In
that case the prob",em. is te daterntinilng the
value smal's
c=.1t (of the I et e-~genvalce) of t-he posit-;-re
parameter A in the case of a simple atre,_~e brought to bear
upon the shell b:v Ahe moment- M -- XM* and. by the press,)re
q = Aq. . if il- Is knnn%,1- h-,~w I:r eletermine ~C:rit' critical
str9sa can be a:eo flf P:,.assure ramains constant
.during stress and if o-itly t'-,e ~moments vary. A P.)rmula is
derived for the eigeiriplue A and the corresponding computations
Card 2/3

V-
The Stability of an Ortho-tropic.. Cylind=i,,FA .1110V/20-123-1-12/56
Shell Subjeoted to Tozsion'With Intei-Lal Prass,,,-re
are followed step by star. lphe f,:~rYmz..ku derived here apply
only if they lead -14-ci C:~-, t1 qtreas~a that are lower than the
'a
flow limit. The so" f,)-,,r:,A -n 'Jha preeent paper sa-',-isfies
all boundary c%ond-.,.IV*.J-.--:a of blae gi-,(er, pr,,btm. There sre
2 Soviet referer-~-aq.
PRESENTED: Jup-,g '12, 1958, b%vo Ral~ot-7.,~,",r, Ae;~Jem~aian
,je A
SUBMITTED: 1958
Card 3/3

FIT,
14(10) PHASE I BOOK EXPLOITATION SOV/22-276
Prochnost, tsilindricheskikh obolochek; sbornik Btatey (Strength of
Cylindrical Shells; Colleation of Articles) Moi3ca*ii, Oborongiz,
1959. .157 P. Errata slip inserted. 2,400 copies printed.
Ed. (Title page): V.M. Darevskiy, Doctor of Physical and Mathemati-
cal Sciences; Ed.; S,I, Bumshteynp Engineer; Ed. of Pubiishing
House: A.P. Starykh; Tech. Ed.: V.I. Oreshkina; Managing Ed.:
A.S. Zaymovskaya, Engineer.
PURPOSE: This book is inten.led for aircraft jet-engine designers and
production engineers.
COVERAGE: This collection oC nine articles covers problems of stat;Lcs
and dynwaics of cylindri-cal shells which arise in the caWulatioh
of stability of jet-engine cases. Results of new theoretical and
experimental investigations are included. No personalities are
mentioned. References follow some of the articles.
TABLE OF CONTENTS:
Foreword 3
n
ard 1 /6

Strength of Cylindrical Shells (cont. SOV/2276
Zaldiarova, A.P. Calculation Of a Circular Cylindrical Cantilever
Shell Loaded, at the Free iMd by Uniformly Dlst-cibuted Transverso
Forces 5
The gbove problem is representative of ji jet-engine cases sub-
Ject to stresses and defo:.,,mationa due to forces of inertia of
th.e rotor in nonlinear flLghts. In the general case the safety
coefficient' wid the clea:t,,ance must be determined. The article
is primarily coneerned witA stresses and deformations.
Zaldiarova, A,P. Flexure of a Cylindrical Cantilever Shell Rein-
forced*W-1t,h a Rigid Radially Loaded Ring 43
The cylinder is reinforced wit'-'i a rigid ring at its free end.
The force is applied along one of the diameters of the ring.
The problem is similar to the problem described in the first
~,rticle and was treated analogously. Displacements due to
flalexure differ but little from displacements determined in the
first article, and the category of the displacement is nearly
momentless.
lleknyakin, R.I. .- Influence uf an Axial Tensile Force on the Sta-
b15.ity of Cylindrical Shells Subject to Plexure and Normal Exter-
nu-1 Hormal Pressure 55
Card 2/6

Strength of Cylindrical Shells (Cont.) SOV/2276
According to the aurhor the simultaneous action of an axial ten-
sile stress And external pressure has not been thoroughly analyzed.
He conBidersa -thin, circular, closed shell under torsion. Other
loadel produce a momentless stressed state. The expressionSof
stresses and deformations are gi~,en~
Dar,evskiy, VA. Stability of Circular Cylindrical Shells Under
Flexure by a Transverse Force Combined With Torsion and Internal
Pressure .72
In this article, the results of the author's former work are
used to simplify the evaluation of the stability of cylindrical
shells under the simultaneous action of torsional moments, in-
ternal pressure and.tranEverse rim forcis. The author describes
conditions under Which the evaluation o~~ the stability of the
jhell may be determined by simple formula:s. The above analysis
is applicalbe to the calc:ulation of combustion chambers of jet
engines.
Darevskiy, V.M., and S.N. Knkudzhanov. *tability of Orthotropic
Shells Under Torsion and No:7.%al Pressure 95
Card 3/6

-5
trength of Cylindrical She:.ls (cont.) SOV/2276
S
The authors establish baijic equations for the determination of
atresseB, moments and det-~ormationsp and then analyze separately
cases of the uniform trwisverse compression, torsion, and torsion
with pressure. The established formulas are valid only within
the limits of elastic de:~oxMations.
Eukudzhanov,__&1L Stability of an Orthotropic Cylindrical Shell
V Md 'er --- lEt-ernal Transverse P:?essure With Axial Tension and Torsion
With Axial Tension 109
In this article, resulta obtained for an Isotropic shell. by
R.I. Kshnyakin are generalized for ortho~ropic shells. In or-
der to establish final f,)rmulas, the author considers the sta-
bility,of cylindrical orbhotropin. she"Lls under outer transverse
pressure with axial tensLon, and the stability of cylindrical
orthotropic shells under torsion with axial tension.
Serdyukov, V.V. Stability of Anisotropic CylindrIcal Shells Under
Certain Loads 118
The author considers the stability of anisotropic cylindrical
shells under the action of outer pressure, toraion and simulta-
neous action of 1;orsion P-nd normal pressure. Stability is
studied on the basis of.more complete equation.s than those esta-
Card 4/ 6

Strength of Cylindrical She'o.ls (Cont.)
SOV/2276
blished by Kh.M. Mushtar-'. in his theory of thin shells (1938).
The established formulas provide a method for determining
critical stresses under simultaneous torsion and normal pres-
sure,
kikulin, M,V. Influence of Axial Stresses on the Frequency of
Natural Vibrations of Cylindrical Shells 131
The author is concerned with natural vibrations of near-cylin- -
drical. shells, due to the dynamic action of an unbalanced ro-
tor or to gas-dynamic impulses. In both cases the determina-
tion of natural vibrations of the system is important. The in-
fluence of axial stressea on the vibration frequency is.con-
sidered "generally speaking, as Independent of pressure. For-
mulas and graphical reprEsentations are given.
Nikulin, M.V. Natural Vibritions of Cylindrical Shells Prestressed
by Torsional Moments 146
This article is a continuation of the preceding article, The
author reduces three differential equations of vibration to
one differentail. equation of radial displacement. Thus an
Card 5/6

Strength of Cylindrical Shells (Cont.) SOV/2276
algebraic equation of thet third order Is obtained for deter-
mining of the square of the frequency without solving the third
order. The boundary conditions are considered in detail.
AVAILABLE; Library of Congress
IS/bg
Card 6/6 10-8-59

82801
S/124/60/ooo/Oo4/020/027
2~' 9/00 A005/P.001
Translation from: Ref erativnyy zhurrial, Mekhanika, 1960, No. 4, p. 110, #5042
Kukudi;hanov S.N.
AUTHORSt ))arevskiy, V.M,,,,,,.-
TITIE- The Stability of a Cyl:'Lndric Orthotropic Shell in Case of Torsion?
and Normal Pressure
PERIODICAL: V sb..- Prochnost' tsilindr. obolochek. Moscow, Oborongiz, 1959,
PP. 95-108
TEXT: The authors consider Uie stability of an elastic orthotropic cylindric
shell loaded by torque M and riormal pressure q. The investigation is performed
analogously to the investigations of an isotropic shell considered by V.M. Darevskiy
(Izv. AN SSSR, Otd. tekhn. n., 1957, No. 11, PP. 137-147 - RZ124ekh, 1958, No. 9,
10,285). It is assumed that the shell satisfies the conditions
1/2'< -1/2
j R 2
< (I
12 R2 1h2 V2
Card 1/5

828ol
S/124/60/000/004/020/027
AOO~/AO01
11be Stability of a.Cylindric Orthotr6pic Shell in Case of Torsion and Normal
Pressure
1/2 LIR 2
fE -1/2
2 4
2
Here, h, R, and'l are the thickness,~radius, and length of the shell, respectively
t1, E2, V, and V2 are elastic moddLi and Poisson coefficlients if axial and
peripheral directions, respectively (El. V I = E2 \72) - FLrthe3~ such shells
and such loading cases are considerel, in which the dtitical value of the load
paramker Lis defined by: 1) either the number n, a few times larger than the
it-lity; 2) or numbers X i, also a few times larger than the =ity (where n is
the'number of waves in the peripheral direction, /J-2 - Y&I = 2 Jrimtl/l, m = 1,2,...)3'
3) or the number n, equal to zero or 1. It is assumed that the shell edges are
h1Dged or stiffly restrained. Based on the conventional assumptions of the
elasticity theory, a system of linearized equations of -She equilibrium of the
orthotropia cylindric shell is obtained; the equations are simplified further
on the assumption that the shell represents a membrane. This system is reduced
to one linear differential equation with partial derivatives cf the eighth order
f or the additional radial displacemont. It was assumed at. deriving the equations
Card 2/ 5

82801
3/124/i5o/ooo/004/020/027
A005/AOOI
The Stability of a Cylindric Orthotro.pic Shell in Case of Torsion a:rld Normal
Pressure
that, in addition to the torsion and the normal pressure, the shell is loaded
by an axial compressive force.P which does not appear in the further consideration.
The expression for the critical stress is obtained for one transversal compression
acting uniformly, whereat the flexure in radial direction is prescribed in the form:
w C Cos in' n- m ~Fj-'R x ~ = 3
S 1 R R
(m 3, ...).
Here.. are coordinates in axial and peripheral directions, C is an arbitrary
constant. Hereat it turns out that Ihe complete system of boundary conditions
will be satisfied. The radial'~lexure is represented in case of pure torgion in
the.form:
w C, sin (lAi n (f
Hereat, only one of the boundary conditions is satisfied, that is w = 0 at the
shell edges. The expressions for thei critical ,3tress and the critical value of
Card 3/5

82801
S/124 160/pW/004/020/027
A005 AZI
The Stability of a-Cylindric Orthatropic Shell in Case of Torsion and Normal
Pressure
n* were obtained. Further, the case (f simultaneous action of torsion and normal
pressure is considered; hereat, the critical value of the load parameter A, for
arbitrary,values of M and q may be obtained graphically by plotting the correlation
~ = A,- f Qz) in the upper semiplarie for various integral positive values of
n and.:by inserting the ho37izontal chords of the length 2m T-R/1 W~ 1, 2,
into~the.se graphs. The ordinate of the lowest of these chords yields the val.*e
of~~ In case that the.presoure is internal and sufficiently large in comparison
wlth,th6 value of the torque, approximate expressions for the critical value of
the load parameters and P%, were tound, whereat the pressure. is assumed to
be constant during the loading proces!. It is assumed that the equality
G 1 (2 YE V E V E
4 1E2 1 1 2 2
1 2
takes place, where G is the modulus ofrigidity; this equality is a generaliza-
tion of the known correlation between the modulus of rigidity &id the modulus of
elasticity for the isotropic shell. 9he case is considered, whan the equality
Card 4/5

82801
8/124/6C,/000/004/020/027
A005/A001
The Stability of a Cylindric Orthotropic Shell in Case of Torsion and Nomal
Pressure
is not satisfied and the internal. pressure is not very high, in this case, a
simplified expression for was obtained.
P.I. Zheludev
Translator's note: This is the full translation of the original Russian abstract.
Card 5/5

KUKUDZHANOV, S. N(TbW-%Q
Stability of a,eylindrical shell subjected to the action of
torquos varyini; linearly along the length of the shell, Izv.
AN SSSR. Otd. tekh.nauk Mekh. i mash:Lnostr. no. 1:180-182 Ja-F
161* (MIRA. 14:2)
1, Institut matematiki AN GruzSSR.
(Elastic plates and shells)

OODZUNOV, S.N.
Stabi3tty of a. cyliridrical shell under the action of torsional
moments evenly distr.1 buted. over its surface. Soob, AN Gruz.
SSR. Soob, IN Gruz~ Wk,26 no-4:389-395 L, ISI... (MIRkl4:8)
1. Akademiya nauk Giouzinskoy SSR,, Tbilisski~ riatematicheakiy
institut imeni A.M. ltazmadze. Predstavleno chlenom-korrespondentom
AN GruzSSR O.D. Oniaiihvili.
(Blutic plates and shells)

-04
J,,4~q-o, vara
Ormatm, 'O'S'sur loading- donditi
bt-- toat,6

t--, 1
41-1

MastIer Phys-Math Sci (dif3s) "Stress waves in elastic-
viscous-plastic and viscous-plasbic media". Moscow, 1958. 5 PP (Min Figher
Educ, NMcow Physicotechnical Ingt), 170 copies 01, Vo 2, 1959, 117)

KUK=1MOV) V , N. I - - ---- -- - - -- - --
"Perpendicular Impact on a.Plate by a Rotating Cylinder," Research in Physics
and Radio Engineerin , Moscow, Oborongiz, 1958. P. 115.
The book is a collection of 13 articleB written by instructors and graduate
ana uncler gracluate stuElenta of the Moncov Inst. of Phyeics ima Technology.
The articles discuss problems in radio physics, optics and physt s I

IJDZ
Elastio and plantic bending of thin--walled rods wit'l tangential
ntreasne taken into account, Trudy MITI no.D97-114 ' 58.
(MIRK 12:1)
Mastic rode and wires)

Lu;" 7IT&WOV& VOILaepirant
Propagation of spherleal. vayes in elastic viscous plastic media.
Izvovya,uohebozav,*,rAiihinostr, no.21l4-20 '58. (MIRA 11112)
1. Moskovskiy fisiko-tekhnicheekiy institut,
Mwitic vaves)

xummoov, v.N.
. I
Transverse Impact of a rotating cylinder on a plate. Trudy WTI no.2:
115-122 ' 58. (IGRA 11:12)
(Biastic plates and shells)

10(i)
AUTHORs Kukudzhanov, V.N. SOV/22-11-6-5/10
TITLE: ~h6~k Waves in a Compressing Viscous-Plastic Medium (Udarnyye
volny v uplotnyayushcheysya vyazko-plasti-cheskoy srede)
PERIODICAL: Izvestiya Akad';~7~_dd nauk Armyanskoy SSR, Seri-~-A fliziko-matemati-
cheskikhp. Nauk, 19561 V'01 11)' Nr 6, PP 3-w14 (bJSS_R)
ABSTRACT: In the undeformed initial state the medium is assumed to have
the density ~ 0 and to be incompressible up to the pressure
P.. For Ps the density is assumed to Jump from 1 0 to
and then to remain constant, whereby the medium is incom-
pressible again and obeys the laws of the viscous-plastic
flow. Let the deformation of the volume te reversible only
for O< P Ps it is assumed tc form permanent de-
formations. In tho medium with the described properties the
author considers the propagation of a shcck wave which arises
by the explosion in a spherical or cylindrical volume of the
radius a . Let the initial pressure P be >> P~F. Applying
0 0 S -
Card 1/3 the results of A.A. Illyushin the author obtains the equation,

7
Shock Waves in a Compressing Viscous-Plastic Medium
SOV/22-11-6-5/10
a ?X __�o 2 1 2_
lnj, ~_ + I)- in x P (a) + 1 - m in rA, -
da 31-30
da 2
_1) y x x . , . A
a (.C2 dt R
where a is the radius of the cavity, R the radius of the shook
3 3ja3_joao3 2
wave (it is IR I, - So _3 The equation
holds for cylindrical symmetry and generalizes a result of A.Yu.
Ishlinskiy [Ref 11. A similar longer equation is given for the
case of spherical symmetry. The eqrtion.s are investigated
numerically and under neglect of a alec analytically (ap-
proximativel~. The results (the in?egral curves are similar to
hyperbola) are graphically represented.
Card 2/3

Shock Waves in a Compressing Viscous-Plastio Medium SOV/22-11-6-5/10
There are 2 figures, and 5 Soviet references.
hSSOCIATIONt Moskovskiy fiziko-tekhnicheakiy institut (Moscow Physico-
Technical.Institute)
SUBMITTED: June 6,1958-
Card 3/3

KUKUDZHANOV, V.N.
Propagation of cylindrical shock waves of stresses in a plate
beyond the yieldpoint. Trudy MYTI no-3:108-120 '59.
(MIRA 13:5)
(Shock waves)

N 6) V N. -
Id
1V
:1,
al 1,
AIL A o i
io :-is 4.1 zi J
A
all
5v
39i
JI
is, Ill
ju
3 U;J~l j 11 a ;] .11
;j ali .3 An 41 A
0
4 J A
...... ............
T 7.. r

S/179/60/OOOA04/008/027
.2J/3 H081/Ell+l
AUTHORS: Kukudzhanov, V.N., and Nikitin, L.V. (Noscow)
TITLE; Propagation of Waves in a.Rod of Heterogeneous
Elasto-visco-plastic Material'
PERIODICALs Izvestlya Akademii nauk SSSR$ Otd.eleni3,e tekhnicheskikh
nauk, Mekhanika, i mash1nostroyeniye,19605No 1+,pp 53-59
TEXTs The rod is assumed semi-infinite in length and of
constant cross section S. The origin of coordinates is at one and
of the rod and the positive x ~directlon is along the rod. The
stress a is-positive when tensile; positive displacement u
corresponds to increasing x; the density of the mat6rial is
The differential equation of motion of the rod is 'then:
a a a2u
ax C) t2
The propagation of waves arising from shook loading is considerodj
corresponding to rapid changes in the stress and deform&-.`_,,~~:i. sta-tes
in the rod. It is known that Young's modulus and Poisson'--p, ratio
are practically independent of deformation velocity? whereas the
flow limit as is appreciably affecte,~,. The flow law is wTIttran
Card 1/3

S/179/60/000/n,14008/027
B081/El4l
Propagation of Waves in a Rod of Heterogeneous Z~Itas to -vis co-plas tic
Material
in the form of Eq (1.2) subject to the conditions E.:, -t the foot of
page 53, where E is Young's modulus,, k is a constant of the
material (k 11~e 10-6 sec-1 for metals) , and a = f (s ~ x) is. the
static relation between stress and strain at the section x of the
hetero eneous material, Changing to dimensionless parameters Fiven
by Eq U.10 I the wave equation U. 6) is. obtained if the stress does
not exceed the yield point as(x), whereas if a -,,Is(x) the
telegraph equation (1.8) is obtained, where a and p aTa given
by Eq (1.7). (In equation (1.~) and subsequent equations, the
dimensionless-parameters in Eq (1.1+) are written without the bar
If an instantaneous disturbance is rapplied to the end x = 0
the rodt application of the Laplace transform and t'j-.ie conditi(-;-~.
(1.12) leads to Eq (2.1) of wh:Lch the solution is 51 (2,2), wi'j~'a
C(p) is an arbitrary function of the complex variable p, an,'
TO in the representation of the function T. Expressing To as
the series (2.3) and inverting, TA is finally obtained as (2.12).
Fig 1 shows the lines of equal stress In the (xl t) plane for
vo = 2, m = 0.1 (v0 is defined after Eq (2.14) and m = peSAX
Card 2/3

8/l79/6o/ooo/&/oO8/027
Eo8l/El4l
Propagation of Waves in a Rod of Heterogeneous Elasto-visco-plastic
Material
where a is the velocity of elastic waves in the medium and K is
the mass of the body producing the impact). Finally~ a brief
discussion is given of the conditions existing in the rod, when the
shock loading exceeds the yield point as, with special reference
to the determination of the boundary between the plast'Le and elas,tic
regions. It is concluded that although disturbances.exceeding as
in magnitude extend to infinity in a. semi-infinite olasto-visco-
plastic rod, and tend asymptotically to ast, this tondency is so
rapid that the zone containing strains of practical importance is
quite limited and is concentrated in the immediate neighbourhood of
the end of the rod.
There are 2 figures and 5 referencesz 1+ Soviet and 1 English.
SUBMITTED: April 11, 1960
Card 3/3

- -- - -- - - - - - -- - - - -I
KUKUDZHANOV. V.N., kand.fiziko-niatematichesklkh nauk
Elastic flow of a plane specimen weakened by cl;rcular cut-out
holes and subjected to stretching. Trudy WTI no.7:64--70 161.
(MIRA 154)
(Plasticity) (Deformations (Mechanics))

_Skq4A,-F.,
"Aerosolo" by K.Spurny, 0,Jech, B.Sedlacok and O.Storch. Reviewed
by F.Kukula. Jaderna energis 9 no.106 A 163. 1

:Frnrltisek; SLUNFCKO, Jaroslav; KRIVANEKq Miloslav I
Determination of some trace Ampurition in zonal maltud
bismuth and tin. Jaderna energie 10 no.l.-20 -Ta'64.
1. Ustav jaderneho vyzkumi, Ceskoqlovenska akademle ved, Rez.
I
1 0

SIMKOVA, Marcela; ICUK=, Frantisek-z STEJSKAL, Rudolf
"WAw--MWAWMMM~ .
Determining iron in antimony by activation analysis. Jaderna
energie 9 no,5U65 Ky ^~636
I* Ustav jadernsho vjzku=, Ceskoslovenska akadeiaie vedp Rez
u Prahy,

KUKULL, Fraxytisek~ SLUMCKO, J&rosla-v~ S;IfKOVA, ILarcela
-Copper datendnation in al=in)jm. Jaderna 6norgie 9 no,5:166
MY 2 63 -
1. -Ustav jaderneho vyzk-umu, Caskosla7enska dkademie ved, Rez
u Prahy

Sill-a0vil., Marcelar- KUKULA, Frantisek, SUR-iECKO, Jaroslar
Determining iodine in organic polymers by activation analysis.
Jaderna energie 10 no.12:141.-446 D 164.
1. Institute of Nuclear Research of the Czechoslovak Academy
of Sciences, Rez.

SIWOVA, Marcela, prom. chem.; KUKULA, Frnntise~.. inz.; SMNECKO, Jaroclav, inz.
Iodine determination in organic polymers by act:~vation analysis.
Chem zvesti 19 no.2:115-119 165.
1. Institutq of Nuclear Research of the Czochoslovak Academy of
Sciences, Rez near Prague.

CORN
ACC Np
AP6001101 CODEg (,17/0043/65/C()0/002!'Dr,,/0119
vj~ f;
W1 HO R I Simkolra
ulova., Me -(Graduate cherd. t); sluneckop-.
J.-_ unechko, Ya. (Engineer)
q4k
ORG: Institute of Nuclear Research, Czechoslovak Acadew of Science's'j'it4ti near
Fra. gue tav. j ade rne ho Vy%kumu C-eakoslovenske 4ende Ved)
TITISs Determinat -P =tivation ana3lais
ion of:iodine in organic ?4�~i!s by
SOURCE: Chemickezvesti. no. 2, 1965j 115 119
TOPIC TAGS: iodi
nee polymer,, anqilytic~ chemistrys gum ray,, radiation cheud8tryp
ran"i oisotope,, irradiation
ABSTRACTs- Nondestructive- aeuivation -analysis- nothod -perfectAid- by -the authora__ is-
G activity of.I128 is,measured. -test fianples. weighed,O 2 -- 0 5 g
described. aiima The 0 'P -, I' '. .
irra or
and were plalced together- with 1KI_ in polyethylene'?1n.-rtridges, and imre. diate&'f
20 mi:nutes by a neutrow-flowt -M8- uas- identified by its: gaiwa-erFergyp and - ur.- ths
half-3-ife period determined from ph9topeaks. Amo'Lmts of I ot 0.0001 g can, be detar-w
-6
mined.: Orig, art, bass 2 fi s,"1 table.
gure
-SUB CODE3 07..-15s 20-- SUBK DATE, -190et64 OTH R9Fj 017
Lc_ard

CHUDZIKIEWICZ, Ryszarcl;-KUKULA.. Tadeusz
Stack radiation recuporators for cupolae. Slevarenotvi 11 no.4sll#.17
143 Ap 163.
1. Stetinska polytechnika, slevarens~a katedra, :Polpko.

KRUDZIKEVICH, R,; MIJLA. T.t. OBINISKI s.
Recuperators mounted in a cupola fux-nace smoke stack. Lit,
Proisv. no.10:20-21 0 162. Offn 15:10Y
(Cupola furnaces) (Beat ri)generatoris)

~UKUU, Tadeuszn ZMAC, Wikior
_ I
Radioactive isotope charge level indicator adjusted to cupolas
with stack recuperators. Przegl. odlew 15 no.3:82-85 Mr 165.
1. Submitted December 14, 1964.

ACC NRt AP7005591 SOURCE CODEs UR/OD20/67/172/002/0403/0406
AUTHOR: Dashovskiy, M. V. B.; Mirgalovskayap M. S.
ORG: Motallurgy Institute im. A. A. Baykovl, Academy of Sciences, SSSR (Institut
metallurgii Akadomii nauk SSSR); Institute of General 'and Inorganio Chemiatr7 i=.
N. S.'Kurnakov, Academy of Sciences, SSSR (Institut obshchey :L neorganicheskory khimii
JJ,..Qdemii nauk SSSR)
TITISI Surface phenomena and crystallization processes In gallium antimodde malts
SOURCEt AN SSSR. Doklady, v. 172, no. 2p 1967, 403-406
TOPIC TAGS1 surface tension, gallium compoundp antimonidel crystallization
ABSTRACT: In order to determine the general applicability of the regularities
characterizing the relationship between surface phenomena and crystallization pro-
cdssos in indium antimonide malts, the following phenomena were investigated: surface
tension of melts of the ga.Uium-antimony system, ini'luence of zinc and tellurium an
the surface tensicn of.gallium antimonido, and influonce of those admixtures on the
supercooling of Ga-Sb melts and on the growth of crystals fron the melts. It is
suggested that the behavior of the impurities in the solvent rielt can be predicted
from the difference of surface tensions in the case of type A-LII$b antimonides. In-
AIIIB'V compounds which crystallize in a zinc-blande-type lattice, a correlation
exists between the mean atomic number of the compound and the surface tension at the
1/2 uDcs 346.682,8611.,-)32.6

XCC NF~. AF~66'5591
malting pointl the higher the mean atomic number, th~ lower the surface tension of
the compound. Data on the effect of Te on the supercooling of indium antimonide in-
dicate that surface-active acbmixtures increase the probability of formation of a
solid phase nucleus. At: a certain concentration of Tag the growth of lamellar den-
drites of gallium antimonide was hinderedp causing distorted dendrites to growp then
was stopped altogether as the To content increased further. The introduction of zinc
in appreciable amounts did not interfere with the growth of lamellar dendrites of
gallium antimonide. The regularities found by studying the role of surface phenomena
in the crystallization of indium antimonide melts were found to apply to gallium
antimonide as wellp and am therefore thought to cove r at least all compounds of type
AIIIBV which crystallize in a zinc-blande-type lattice. The paper was presented by
Academician Sazhiny N. P.1, 4 Apr 66. Orig. art. hasI'3 figures and I table*
SUB COM; I I~O/SUBM DAM 04Apr66/ MM RM 009/. 0TH Fart 001
2/2

7161 163
ij~
or liqlaid-- ni-tr t-
ger~ -I,gm
_per

-C.V.; !C"jl"(;AI,UvsMyAj
~4'~,nohardneas of Ab-Wand bill.13 wxf acas of galliurn antLmonida
ys tals. Izv. AN SSSR. Neorg. ma, . I no.'7: LO, 0, T.1 165.
1- 25-1 "6
- .- (*MLRA 18:9)
.!" nnUtut meUdlurglJ Imeni, rlaykova Moskvit.

KUKTLADZE, 1-1. N.
"Dotorinimtion of the Oscillation Charjct4,,,,.'Lst:Lcs of Folded Comstmotions
I
by the Method of V. Z. Vlasov." Cand Tech Sell, Georgian Polytechnic Inst,
Thi! Isi, 1954. (RZUleldi, Nov 54)
Survey of Scientific and Technical Dissertations Defcnded at USSR Higher
Educational Institutions (11)
SO: Sum. 140. 521, 2 Jun 55

KUKULCZMIKA, -
- -1: .... .11.11
Obaervations on the influence of temperat-jre on ttie germina-
tion and growth of Cocos nucifera La Viadom botan 7 no.3/41
233-236 163.

KUKUL CZANKAIKrystyna
Remarks on the germination of seeds of the plant family
Bromeliaceae. Wisdom botan 7 no.lt7344 163.
1. Ogrod Botaniczny, Uniweraytetv Wroclaw.

KUKULCZANKA, Krystyna
Morphological affinity among the needle varieties of Callistephus
chinanaiB Keen. Acta agrobot. 15:109-125 164.
L.Botanical Garden of the University,-Wroclaw.

JaIKUTiV10H, L.L.; MJBIN, N.A.; ROTINA, A.Ya., kandidat tekWcheskikh nauk, redaktor
[Wage organization at local indmatfial enterprises3 Orgamizatsila varabotnoi
platy na prodpritatiiakh mestuoi proviyahlounosti. Moskva, Gos.141-vo mestuoi
pronyahLESISR, 1950. 195 P. (KEsA 6m)
(Wages) (Industry)
N

,000000 0 0 0 0
0 0 0 0 0
*0100*000 11111 of 0A
.0 0 0 41 0 40 0 0 0 0 0 0 10 to 0 0 Is
4 fil a a
N It 9 a is a b 1, a 30 0 .2 c 43 it 4't*
I I I - I - I - 11 2 . . u . I" r U" ; ~1.1.1 Rt .1
r . . . . . . . . . .
-.A ii
'a 4tnal-
pettflus "Cl 01"Co"fs 4141
of I ; I -'.~ i.

)WyAR TZc"jU HUWjARrM YXIIINMIAG 3 (1
2930
00 .~-j NO. 91 septe

-Tl

00 .,go*
ee a
;eO
00

no*
zoo

A$ik.$L& MITALLUNCKAL ILMNATWE CL&nWKATIQil
WOO
i
r
F
An I 1 11 ?w it 0 v I N so 5 a a 3 1 v
t seat Ra it a
tPol, a
0 0 0 0 0 0 0 0 to 0 to to 0-0 0 e 0 too 60 0 6 6 to st 0 a 0 0 0 0 0 0 0 *

0
0 0 0 to 0 0 0 0 0 to 0 * 0 0 0 0 0 0 0 to 0 0 6 6 6 0 0 to 0 0 a 6 0 a a a

4 1 4 t 1 9 10 It U 12 14 Il III U 4 10 A
A--L I I U v

00A
00,
Maryar Tachnika
00 Hungarian Engiseerin.,
001 1950

0o I
oe -e
sod

460 W i

I M
t
I
Aid-ILA SITALLOCKAL LIVINAIM CLASWICATWO
two

M0.1 INIGOO .10 (WV got
-4F-e- " 0 0 0 WOW-
*0 600004 00000000,18
311 All) 14D 1617 silo 41 a:43 04100
=00
coo
woo
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1131111 Cot cpv sit
s a nd 0 it a I W IK 9 a a I v
Eii-U-st-j'T to Ll I-V t-P 1-t O-P Jc K, 411 it mit U it it
000414104000000-
'00 0 0 * a 0 0 0 0 0 00 v

JIMIZVIGH I.L.- LYUDVIG, A.A.; SHABARIN. A.K., redaktor; GIMLISON, A.Z.,
*LYUDKOVSKAYA, II.I., tekhnichookiy redaktor
I
[The organization of wages in enterprises furnishiAg local building
Materials3 Organizataiia zarabotnoi platy na prdprilatliakh mestafth
atroitellnykh materialov. Pod red. A.K.Shabarina. Moskva, Goo. izd-
vo lit-ry po stroit, materialam, 1956. 229 p. (MLRA 9-8)
(Building materials industry) (Wages)

AJjLIoeyb&,qc4- MACHINHIN Viktor Favlovicb,,
--&1WWnCH Igr
A.I.v red*; !FOIB1L9VA-,L.V.0 red.; MASDMVA, Ye.S.,
tekbn.red,
[The wage systems in enterprises of local ind-=U7] Organizateiia
zarabotnoi platy na predpriiatiiakh mestnoi prorWsUennosti. Moskva,,
Gos,izd-vo planavo-ekonomichaskoi lit-ry, 1961. 355 P.
(wages) WU 314:6)

Glyc~ogen disease. Sov. med. 28 no.6;134-58
(~f-7R-k 18;8)
1. Kafedra gospitallnoy pediatri-I Gmv, deystv-'!- tel'nyy chlen
AMIN SSSR prof. A.F. Turl Leningradskogo, pedia--riotheskago
mrdlt,~Inskogo -InatifuVi.

KIJ Ell UVICII
it a re f ora, o f a iicro (;,,I, a nr-,mn i Vap F~o-= c v pedi at.
110,3 -210-213 16,4. (441WL 18:7)

MUUMUU, N.Y.
Relapsing feVer caused by ticks iu the Ukrainiem S.,111.R. Ned.
paraz. 25 no.146-17 Ja-M 156 (KLRA 9-6)
1. 1z 1(hersonskoy oblastnoy oanita=o-apidemiologicheskoy
stantaii.
(UKRAIIM--RFJAPSMG FEM)

KUKIJLMVA. A. I
Mechanization of the trimming and -knockLn,,-,-mt of pipes -from
-~4 U
Z- be bundleo. Mash. i neft. obor. no.4235 161,
U
(MIRA 17x 8)
1. TSentrallnoye byuro tekhnicheskay intorm6t.9ii Bashsovnarkhoza,
go Ufa*

-.J;UKVL
~. MY44-To ......
Machine for cutting disk patterns. Mauh. I neft,, obor. m*4t36
163. (MIRA 17W
L TSentrallnoye by-uro tekhnicheskoy in�orrAtsil Bmahsay-narkhoza,
g. Ufa.

KUKIIIJAN Ante
Business management of Yugoslav Postal,, Te3egraph, and
Telephone Enterprises. PTT Zajed 6 no,.~" 164.

~j
~~"
Ecotomid mits in fugoslav Postal. Telegraph, anil Telephone Sordee.
PTT UJed 6 no.4a34-40 JI-Ag 064.

---- -- -
KUKUIXA, X.
Coal economies and the state of measuring instruments in Polish industry. P-417
(POMIARY, AUTOMAYM,, KONTROLA,, Vol. 2,, No.11., Nov. 1956., Warsaw, Poland)
SO.- Mbnth3,y List of East European Accessions (EEAL) W, Vol. 6, No. 9, Sept. 1957, Uncl,