SCIENTIFIC ABSTRACT MOSSAKOVSKIY, A. A. - MOSSAKOWSKI, M.

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• Collection: Scientific Abstracts
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• Document Creation Date: November 2, 2016
• Document Release Date: July 13, 2001
• Sequence Number: 9
• Publication Date: December 31, 1967
• Content Type: SCIENTIFIC ABSTRACT

15-1957-10-13795
Structure of the Northern Part of the Minusinsk Basin and the Experi-
ment of Applying Some Complex Methods in Studying It
upper Paleozoic rocks in the central parts of the basin, Separa-
ting gentiy sloping anticlines and the complex limbs of anti-
clinal folds. The small blocks of the Paleozoic structure do
not show In the Mesozoic rocks in the central parts of the ba-
sin. Large-scale asymmetrical synclines are characteristic,
their axes trending In the same direction as the fault blocks.
Folds In the covering rocks in the most elevated blocks agree
with the general trend of these zones; they are arched anti-
clines complicated by block faulting. The development of the
principal block-faulted structures originated in late Hercynian
time. The methods which were used in preparing a tectonic map
for the northern part of the Minusinsk basin are described.
Surface geological examination was combined with interpretation
of aerial photographs and sabsequent visual observation from the
air. The study of the relief of the Chebakovsko-Balakhtinskeva
basin shows its relation to the structure.
Card 4/4 K. A. Klitin

AUTFOR: Krasil'nikov, B.N., ,,ossakovskiy, A A 70V-5-~9-2-2/45
TITLE: Cover-Type Foids of the Northern ?arc of the 'Minusinax
Syncline and Their Relation to Ghe Caledonian Structa~e
(Skindki oblekaniya severnoy chasti Minusinskoy kotloviny i
ikh svyaz! s kaledonskimi .5trukturaml)
PERIODICAL: Byulleten- Moskovskogo obshcriea-cva ispytateiev prirody -
Otdei geo I ogicheskiy, i9'~P, Nr 2 , pp 2 ~-42 ~ It ~~SR)
ABSTRAM The studies of many scientists have been devoted te problems
concerning the geological stracture of ths-, Minasin3k syncline,
the tectonic location of which has been explained as an inter-
mountain depression in the fold sy3rern of the Altay-3ayan re-
gion. Among them are V A Obru,--.rev, A.D Ar-cnangel'skiy,
Ya.S. Edel sfiteyn, A.N ChUrakov, M. F.. Vc-rovin' V.A Kuznetsov,
V.S. Meleshchgnko, C.1 Teodorovich, D V Obruchev, M 1
Grayzer, D.V, qbruche7. A_N Sokoi-skaya, S.1,1 Darcshko and
Ye.F, Chirkova -Zaiesskaya. T V LuchirsKy, N.S. Ziytsev,
V.S. Meleshchenkc and K.D KiiLin dealt w-~,~ ,r. ques' cions of the
tectonic structure of the in6ividual depr~~33ijna cf the
Minusinsk synciine, the morpnoiogy and origin of the structures
of the folls, the importance of ruptures and 1:hr!~4.: formition,
Card 1/3 B,N Krasil nikov, A A YO9SdkO'1SK!Y; VE -,' ~Iulldi Ko-.jraT yev

Sl:)7-5 -58 _e _P I/ ~'l ~
n
Cover-Type Folds of the Northern Part of the Minusinsk Syncline an~ Tneir
Relation to the Caledonian Structure
and N.P. Kheraskov recently studied the deposits of this
region dating back to the middle Cambrian period. I-V
Luchitskiy and A.I. Anatol yeva (1953) devoted their re3earch
work to the southern Minusinsk depression. It can be con-
cluded from all the studies that within the Minusinsk syncline
the structure of the Caledonian foundation does nct differ in
principle from the Caledonian structures of its framework
(Kuznetskiy Altay, Sayany)- In the lower Paleozoic era, the
region now occupied by the Minusinsk syncline and its fold
framework, consisted of a geosyncline system of inner elevations
and depressions, which was transformed at the end of the f ale-
donian orogenic period into a syStem of linear anticiinal and
synclinal folds, In the Devon~an period the Min~asinsk syncline
develoned into a d1ametriual meridian Caledonian Jepression
At the beginning of The "ercyn-Jan orogenic pericd trie Cale-
donian foundation was divided by systematic ruptures parallel
to the course of Lhe bigger Caledonian folds and a-quired a
fault-block chara,_~ter_ Thas -the Caiedonlar, an-.i-,,__'yna1 zones
Card 2/3 were transformed into fault-blocK rrtountAin e_1e%rqr1_-ns of a

Cover-Type Folds of the Northern Part of the Minusinak Sync.Lirj~.-- and Tneir
Relation to the Caledonian Structure
horst character, and the synclinal zones into a i_,raben-type
depression. All in all, the Minusinsk syncline has a super-
imposed structure which developed on a :omplicated Caledonian
fold basis. The superimposed characTer of the MinusinsK
syncline did not destroy the structural elemenv;s of the Cale-
donian tectonic surface, ?hey had a considerable influence
on the sedimentation process in the Hercynian period and are
stL11 reflected today in elevations and depressions uf that
time. There are 8 charts and 15 SOVIeT referenceE
1. Go cli-gy- - MbT ti~L;.-TD-'erm"_*~aT'I -1
Card 5/3

KATS, Ya.G.; VWILONIKOV. R.N.; NDSSaOVSKIY, A.A.: SULIDI-KONDRATIM,
To. D.; KIMMKOV. 9. ff.
Paleozoic stratigraphy of the hinusinsk Lowland and Its marginal
mountains. Trudy VAGT no.4:99-148 '58. (KM 12:6)
(Kinusinsk Lowland--Goolog7, Stratigraphic)

BAWSTMSKIY, I.I.; ZONENSHAYN, L.P.; KRASILINIKOV, B.N.; KMTAVTSZV, G.A.
KOSSAKOVSKIT, A.A.; POZHARISKIT, I.F.; KMMASKOV, U.N.
Division of the Altai-Sayan mountainoas area into tectonic districts.
Biul.MOIP.Otd-geol. 34 no.4:150-152 R-Ag 159. (MIRA 13-8)
(Altai Mountains-Geolog7, Structural)
(Sayan Kountains--Geology, Strudtural)

BELOSTOTSKIY, I.I.; ZONENSHAYN,, L.P.1 KRASILINIKOV, B.N.; KUDRYAVTSEV,, G.A.
~ MOSSAK03M _ AA-_* POZHARISKIY, I.F.; KHERASKOV, N.N.
Formation and tectonic regions of the Altai-Sayan folded region.
Biul. MOP. Otd. geol. 34 no.6:3-22 N-D 159. (HBA 14:3)
(Altai Mountains-Folds (Geology))
(Sayan Mountains--Folds (Geology))

ZONENSHAYN, L.P.; KUERYAVTSEV, G.A.; MOSSAKOVSKIY.-A..A-
Analysis of Paleozoic geological formations in the-eastern Altai-Sayan
area and their tectonic features. Geol. J geofiz. no.12:13-23 160.
(MIRA 14:5)
1. Voesoyuznyy aerogeologicheakiy trest, Moskva.
(Altai DrAmtains-Geolo
(Sayan MotmtAbs,-Geolo:~

K44&0-P=".A.-
Pro-ftwitian 41scontinuit7 and angular unconformity in the De-
vonian cof the Minnsinak depressions. Dokl-AM SSSR 132 no.6s
1391-1394 Je 160. (MIRA 13:6)
1. TsesoyuzWy aerogeologichaskiy treat. Predstavlquo akademikom
A9L.Yanijbinym.
,(Minusinsk region-Geoloar, Structural)

MOSSAKOVSKIY A.A.
Tectonics of the Batenevskiy Range in the Kuznetsk Ala-Tau.
Sov.geol. 4 no.9.-135-143 S 161. (MIRA 14:11)
1. Moskovskiy gosudarstvennyy universitat imeni 14.V. Lomonosova.
(Batenevskiy Range-Xte*Uff, atructural)

MOSSAKOVSKIY, A.A,
Tectonics of the Ymmetsk Ala-Tau. Jzv.AII SSSR Ser.gec-'. 26
no.12-,3G-36 D 161'. (1-URA 14-~12)
y aerogeologichaskiy trest Ministerstva geologil
1. Vsesoyuznr,
i ol-h-rany r,6-li S3SR lvfoclczra.
'Kuznc -,re
% -+,sk Aia~ Tan- ' oiogy, Structural'

MOSSAKOIISKIY A A
Dissertation defended in the Geological Institute for the acadendc
degree of Candidate of Geologo-Yineralogical Scierces:
"Tectonic Development of Minus Trourhs and Their Pocky Framework
in the Pre-Cambrian and the Paleozoic.11
Vestnik Akad Nauk No. 4, 1963, pp. 119-145

lll.'141..- ~,
I .
I , -.
!~ . 3-.--- k' .

YANSHIN, A L~j akademlj(,
adn. nauk, red. , Zk
nauk: red.,;
geol.-miner. naux. re,l. A A ,
[Tectonics of tl-i~ ETI f I a-- fC- MI.
and prospects f or f ', r. ; ~ni- 4,,mi tj i j 7EkLoll~y'q iuga
Sibirskoi p-' Ft If em-Ly ~~L e.- Ka 0 3 K Va
Nauka, 19~,5. t' T I
1. Akaderclya nb~.LK 1~' S 0 (1 ti r't I U
zemnoy kory. --~, Cti,en x. tT SSSI, fr-

1405SAKOVSKIY, Alekeandr Aleki3androqch IIOV, A.A., prof.,
__ - - ; BOGDA
r e cT.-; IR UIR A, M., red.izd-va; GUROVA, G.A., tekhn.red.
(T,)ctonic development of 14inusin2k Lowlands and their
mountain margin in the Pre-Cambrian and Paleozoic] Te'.,cto-
nichesko6 razvitie Minusinskikh vpadin i Ikh gornogo Db-
ran.leniia v dokembrii i paleozoe. Pod red. A.A.Bogdanova.
Moskva, GosgeoltekhizdDt, 1963. 215 P. (MIRA 1602)
(Minusinsk Basin-Geology, Structural)

KOSSAKOVSKff, B.T. (Kossakovalkyi, B.1.3 (Dnepropetrovsk)
Design and construction of hatches causing no stress concentration in
spherical shells. Frykl. aekh. 5 no.4:371-378 '59.
(HIRA 13:3)
1,Dnepropetrovskir gosudarstvanuff unIversitete
Mastic plates and shells)

't ~ / /4/
-t ~ e: I` S_ /
HOS3AKCVSKIY,V.I.
Pressure exerted by a circular punch on an elastic semispace.
Bauch.zap. RIA VvIv All URSR 2 no.1:9-40 '53. (14LRA 8;11)
(Punching machinery) (Elasticity) (Dies (Metal-working))

MossakovAil, V, 1. On estimation of displacements, in
Spatial cmanct prf" lems, .%!~aii Nijuk y~jp
-~jsi;jjj)
Whet) tilt, distrilwtvd jwv~mwv, p kit a rom:wt surfare j,
1,111ml;' flit, prolslvtp to 1,110 flic do(ormatioll '111(t dw fe.
-tits i'.' .1 comp Irmi"Ay "f:%. probli-syl.
or kilmVI) valite (if t1jc lit1cface defolmatioll, thc
forlo., 'mil two"mi-1113 cqu bit ob!"!J11ol from tho
ti (111thf. jojw~ I
~jqw~rj ,4til-filre it,d f 11o "tulbor 1.4-41113 out
di;a 1((v tt~-M'It" Givilml;u, wvve- v,%04-v )tl
ilMov.(.1 by L A. C'Ain
In another ovilv.
ni:iJ;
Ov MIS

MOSSAKOVSKIT,V.I.
General solution of the problem on determining pressure under the
base of a circular cross-section punch-die, not accounting for
frictional forces. Mauch.zap. MA LIviv.fil AN URSR 2 no.1:41-53
'53. (KLRA 8:11)
(Dies(Metal-working)) (Slasticity)

MOSS A K

ssakova T
ffieoteji~j
-L. Application of a redpro ty eotem,

to, the determination ot reaultan fomes and moments la
jr . Jr- ZV
-spatial contact problems. Prikl. MaL Meh 17',
(1953). (Russian)
A- die with surface r=fr(xy) is pressed in to an elastic
half-space. When the &essure-distribution under a plant
die of the same form is known, thefinding of the resultant

ry surface
pressure and its Moments dri a die with arbitra
dc to Integrations. W. ff. Utiller (Amsterdam).
red e-s

C,k
V

EOSSAKO V. I I
USSRAaRyAlmatics Mixed problem in elasticity
FD-653
Carr! 1/1 Pub. 85 - 8/20
Author Mossakovskiy, V. I. (Dnepropetrovsk)
Title Fundamental mixed problem in the theory of elasticity for a
half-space with circular lines of separation of the boundary con-
ditions
12,
Periodical Prikl. mat. L mekh., 185,187-196, Mar/Apr 1Q54
Abstract Solves the basic mixed problem of elasticity theory for a half-space
where on one part of the boundary (inside the circle) are given
the components of the displacement vector, and on the remaining part
are given the values of the components of the external stress. The
author gives an example of the use of his method by solving the
problem of the symmetric pressure of a planar circular stamp on an
elastic half-space in the presence of cohesion. Acknowledges the
helpful comments of N. A. Rostovtsev and the computational work of
Miss L. I. Vekshteyn, student at Dnepropetrovsk State University
Institution
Submitted February 4, 1952

/,wo-s-5,~9"ro V51f-l Y, ;1,2-.
MOSS"OVSKIY V.I. (Moscow)
Pressure of a near-circular cross-section die on resilient semi-spar-e.
Prikl. mat. i makh. 18 no.6:675-680 N-D '54. (KM 8:3)
(Dies (Metal-working))

MOSSAKOVSXIYO V. 1.
MOSSAKOVSKH, V. I. "Some Spatial Contact Problems in the 7heory of
Elasticity." Acad Sal USSR. Inst of Mechanics. Moscow, 1955.
(Dissertation for the Degree of Doctor in Physicomatnematical
Science.)
SO Knizhnaya letopi3l
No 21 1956

USSR/Mechamics - Elasticity and Plasticity FD-2491
Card 1/1 Pub 85-18/19
Author : Mossa 0v .1%1 1.
Title : On modelling the first fundamental problem of the plane theory of
elasticity for multiply connected regions
Periodical : Prikl. Mat. I Mekh., 19, 383, May-June 1955
Abstract : The author presents a method for modelling the first fundamental
problem when the main vectors of the external stresses for some
contours are different from zero. He states that in this case it
is sufficient to conduct experiments on three models prepared from
materials with various Poisson coefficients in order to determine
the stresses.
Institution: --
Submitted : December 20, 1954

4 t\
Call Nr: AF iio8825
Transactions of the Third All-union Mathematical Congress (Cont Moscrv,

t
ijul '56, Trugy 6 aty~ tjo All JSSI~Joscaw, 1956, 2
kn a J'% -17 pp
,n3 zdi n e
0 ema
ome r
6,13Vk
v
nM
M
.
.
o
.
seyev,
Precise Theory of Stabilized Notions of Heavy Liquids. 2o6
Moiseyev, N. N. (Rostov-4i&-Donu). Motion Problem of
Solid Body Containing Liquid Masses With Free Surface. 206-207

~k _ (Dnepropetrovsk). On the Rolling
M",ga o kly, V, X.
of-Elastic Bodies. 207
Mushtari, Kh. M. (Kazan'). some mathematical Problems
of the Non-linear Theory of Flattened Shells. 207-208
Nemytskiy, V. V. (Moscow). On the Nature of
Stabilized Conditions in Multidimensional Dynamic Systems. 2o8
Nudellman, Ya. L. (Odessa). Some Problems in the
General Theory of Elastic Stability. 2o8
Mention is made of Novozhilov and Ishlinskiy.
Card 69/8o

SOV / 124 - 58 - 5 -5669
Translation from: Referatit nyy zhurnal, Mekhanika. 1958, Nr 5. p 106 (USSR)
AUTHORS- Mossako ski V.-S, -
T IT LE: On the Pressure ol a Annular--shaped Die on an Elastic Semi-
space (0 davlenii kol'tsevogo shtampa na uprugoye polupro-
stranstl)o)
PERIODICAL: Nauchn. zap. Driepropet.r. un-t. 1956, Vol 45, pp 171-175
ABSTRACT: The problem concerris the pressures developed underneath a
rigid, flat-base die with a plan -tiew configuration of a circular
ring. The proposition is reduced to one of the linear -stress
relationship problems with the aid of a method suggested by
V. 1. Mossakovskiy (Priki. matem. i mekhan. , 1954, Vol 18,
Nr 2, pp 187-196, RZhMekh. , 1955, Nr 1, abstract 317), A
linear second-order differential equation is indicated for the
solution of the linear-stress problem obtained.
N. A. Rostovtsev
1 Dies--Press,ire 2. Stress analysis
Card 1/1 3 Ma~hematics--Appiications

AUTHORS: Mossakovskiy, V. I., Makarevicn, O.P. and Rudyakov,Z.Z.
-0XWV-r6-p -efr-W skT_. 2k-5-19/25
TITLE:Dependence of the adhesion coefficient on the speed of rollinE.
(0 zavisimosti koeffitsienta stsepleniya ot skorosti
kacheni.ya).
PERIODICAL:"Izvesti.ya Akademii Nauk,Otdelenive Tekhnicheskikh Nauk.",
(BulleTin of the Ac.5c., Technical Sciences Section),
1957, No.5, pp.126-129 (U.S.S.R.)
ABSTRACT: The problem of rolling of a wheel along an elastic
semi-plane has been considered by Glagolev, N.I.(l) and
Fromm (2). The assumption was derived that friction between
the contacting surfaces obeys the Coulomb law and that the
friction coefficient does not depend on the speed. These
authors solved the problem for the case that the elastic
constants of both bodies are the same. It was establisaed
that the contact surfaces can be sub-divided into two parts,
namely, a coupling surface without slip and a slipping
surface. In this paper an attempt is made to evaluate the
influence of the speed on the change in the adhesion
Cardl/2 coefficient assuming a linear dependence of the friction
coefficient on the relative speed of the points of the
contacting surface and also that the elastic constants of

Dependence of the adhesion coefficient on the speed of
rolling. (cont.) 24-5-19/25
the two contacting bodies are equal. Utilisation of the
derived formulae is illustrated by the calculation of the
movement of an electric locomotive along a rail, assuming
that the driven wheel,of 60 cm radius, carries a luad of
11 tons. The calculated maximum traction force as a
function of the speed is graphed in Fig-3; the results
Caxd 212 are correct only for rolling speeds at which the relative
speed at the contact area does not exceed 5 cm/sec.
There are 3 figures and 4 references, 2 of which are Slavic.
SUBMITTED: February 11, 1957.
AVATLA L :

j
AUTHOR: Mossalcovskiy, V. I. (Dnepropetrovsk) 24-11-21/31
TITLLe: On the rolling of a wheel pair. (0 kachenii kolesnoy pary).
PERIODICAL: Izvestiya Akademii Nauk SSSR, Otdeleniye Tekhnicheskikh
Nauk, 1957, No.11, pp. 169-172 (USSR)
ABSITRACT: The problem of rolling of a wheel on a rail was
considered by means of method based on the theory ef elBsticity
and described in the papers of N. I. Glagolev (Ref.1) and
H. Fromm (Ref.2). The relations derived by these authors
can be applied directly only in the case of rolling of
a fully symmetrical wheel pair. In this article the
problem is considered of rolling on rails of a wheel
pair consisting of tinro wheels of unequal radius fitted on
an axle. In the same way as the above mentioned authors,
it is assumed here that the material of the wheels and of
the rails is the same and the problem is solved as the
synthesis of two plane contact problems of the theory of
elasticity, the wheel and the rail being considered as
elastic semi-planes. In the first paragraph the
dependence is established between the angular speed and
the traction force. The solution is based on using the
Reynolds assumption that the contact line is sub-divided
Card 1/2intO two parts, namely, the coupledpart and the sliding

On the rolling of a wheel pair. 24-11-21/31
part. The graph Fig.2, P-171, shows the changes in the
traction force I as a function of the angular speed w
for a concrete case of a steel viMl and ~ rail for
R = 60 cm, P 11 t/cm, VL = 8 x 10 kg/cm , I = 0.3,
k = 0-33, v 10 M/sec. The graph pertaining to slightly
differing wheel radii R = 60 cm, R - 60 *1 cm is shown
in Fig.3, P.171; the totil traction f9rce as a function
of the angular speed is shovm in Fig.4, p.171. If the
radii differ considerably the T vs. w graph also shows
a horizontal section for which T = 09 Fig-5, p.172.
There are 6 figures and 4 references, 3 of which are Slavic.
SUEMITTED: July 24, 1957.
AVAILABLE- Library of Congress.
Card 2/2

AUTHORs /4 r~
Mossakovskiv- V_1,_(Dnepropetrovsk) 40-2-P-1-11 1.11
TITLE: The Pressure of a Circular Punch on an _7 lanti,. !Tlalf -,pac;_- With
dn Elasticity Modulus Which iEi a Power Function of' the
Depth ~Davleniye kruglogo shtampa na upryg-,ye poluprostritngtvo,
modul~lprugosti kctorogo yavlyayetaya stepennoy funktsiyey
glubiny)
PERIODICAL% Prikladnaya Matematika i Mekhanika, 1958, Vol 22, Nr 1,
pp 123-125 (USSR)
ABSTRACT: In the short notice the author c:onsiders a problem of Korenev
[Ref 11 and generalizes it In certain points. Kcrgney investi-
gated the pressure of a stamp which presses on a basis with
variable modulus of elasticity. For the case ahich is symmetric-
al about an axis the solution could be reduced to Bessel func-
tions. In the special case of a nondepending modulus of elasti-
city of the elastic half space the solution becomes particular-
ly simple and passes over intc well-known results. In this
paper the author directs to some wants cf ~-~Iearness of the s-)-
111tion of Korenev and solves the problem in a qom-~whai; mora
suitable way by applying a system of coupl=d inteGral equa-
tions. The solution obtained in general form ~s applied to the
Card 1/2

The Pressure of a Circular Punch on an Elastic Half 40-2-2-1-11/15
Space - With an Elasticity I&d4lu's Which is' a Power Functinn of the D6pti
case of a circular stamp with constant axial Fcr ~-ra
pressure distribution below the surface of the pun-h rzsii1ts
are obtained which deviate from the results cf Koran(-.v. Ther,,a
are 2 3oviet referen:~es.
SUBMITTED: June 17, 195",
Card 212

MW--SAKOVSKIT,-V-I.I-.--(Dnepropetrovsk)-, RVACCHEV. VA. (Bedryansk)
Problem on the horizontal hydrodynamic impact of a sphere. PrIkl.
mat. I mekh. 22 no.6:847-84 M-D 158. (MIRA 11-12)
(Hydrodynamics)

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S/179/60/000/02/012/032
E081/3241
AUTHORS: Golub, V. K._, and Mossakovskiy, V. I., (Dnepropetrovsk)
Circular Plate on an Elastic Half-Space
TITLE: Bendinf~%f a
in the Presence of Adhesi6-n-
PERIODICAL. Izvestiya Akademii nauk SSSR, Otdeleniye tekhnicheskikh
nauk Mekhanika i mashinostroyeniye, 1960, Nr 2,
pp 88-94 (USSR)
ABSTRACT: The paper is a continuation of previous work (Refs 6, 7).
The problem under discussion is that of a circular
plate of constant thickness h lying on an elastic
half-space. A given axially symmetric load q(F) acts
on the plate, and reactive normal jp(i)j and shear
[t(i)j stresses, also axially symmetric, act between
the elastic half-space and the underside of the plate.
Considering the equilibrium of an element of the plate
the overning differential equation is obtained as (1.1)
and M2), where r - ~/a, w(r) is the vertical
diSDlacement of a point on the middle surface of the
plaie, D the cylindrical rigidity of the plate, a the
radius, Nr and No are respectively the radial and
Card 1/4 circumferential forces in the middle plane. These forces
Lll~_

S/179/60/000/02/012/032
E081/E241
Bending of a Circular Plate on an Elastic Half-Space in the
Presence of Adhesion
are determined by (1.2) and the compatibility Eqs (1-3)
and are given by (1.4) and (1.5). The horizontal
displacement of a point on the underside of the plate
can be written in the form (1.6), where the first term
corresponds to bending and the second to deformation of
the middle surface. Using previously published results,
the displacement of a point on the surface of the
foundation under the action of a distributed load
p(rl) is found as (2.4), where r. r1, R and
are shown in Fig 1. A detailed mathematical analysis
then leads to (3.24) and (3.25) for the vertical and
horizontal displacements of a point on the surface of
the foundation under the action of normal forces
P(xl y), where ko is Poisson's ratio.To solve the
problem of the elastic plate on an elastic half-space,
it is necessary to find the unknown functions p(r)
and t(r) (the reactions of the foundation) in the
system of differential and integral equations (1.1),
G 6), (3.24) and (3.25). This is done by expressing
Card 2/4 p~r) and t(r) as series of modified Legendre polynomials

S/179/60/000/02/012/032
E081/E241
Bending of a Circular Plate on an Elastic Half-Space in the
Presence of Adhosion
(4.2). In the case of a uniformly distributed load over
the whole plate, this leads to Eq (4-5) for w(r).
Numerical calculations are carried out for
a h/2a) - 0.3, J,,(. Poisson's ratio of plate) = 0.3,
Poisson's ratio of foundation) = 0.35,
(Eq (4.2)) - 2.4, m (Eq (4.2))= 1.3, k (= flexibility
index) = 2 and 10. The results are tabulated at the
foot of p 93 and show the effect of calculating with and
without allowance for radial force N. and frictional
force t(r); the calculated values are for the centre
of the plate. The left-hand of the Table reads:
Allowing for Nr and t(r).
Without allowing for Nr-
Without allowing for Nr and t(r).
From Tables (Ref 3).
Comparison of the first and second lines of the Table
shows that allowance for the force N gives the
following differences: for the momenEs Mr 4 to 17%;
for compressive stresses (Or) and tensile stresses~ (-Or),
Card 3/4 22 to 45% and 21 to 74%, respectively, The calculated

S/.L79/60/000/02/012/032
E081/E241
Bending of a Circular Plate on an Elastic Half-Space in the
Presence of Adhesion
values of the third line were obtained by P~ I. Klubin's
method and give higher values for both moments and
stresses, The fourth line in the table gives values
taken from the tables of M. I. Gorbunova-Posadov (Ref 3).
The present values of Mr and Or are close to
Posadov's. the difference being smaller for small
flexibility coefficients. In particular, for k - 2
the divergence between the maximum compressive stresses
amounts to 4%. Thus for calculations on a uniformly
loaded plate working equally in tension and compression,
the tables of Gorbunova-Posadov may be used without
change. There are 2 figures, 1 table and 12 Soviet
references.
ASSOCIATION. Dnepropetrovskiy gosudarstvennyy universitet
(Dnepropetrovsk State University)
SUBMITTED: March 69 1959
Card 4/4

GuBF.Ny,o, V.S. (Dnepropetrovsk); (Iluepropetrovsk)
Pressure of an axisy=tric annular stamp on an elastic se-mispacP--
Prikl. mat. i mekh. 24 no. 2034-340 Mr-Ap 160. (14IRA 14;5)
(Elasticity)

GUDRAMDVICH, V.S..(Daepropetrovsk); WSSAKOVSKIY V.I. (Dnepropetrovsk)
L --.- 1.-.-,, 1- . - 0
Contact problem for a flexih.le ring reinforcing a cyclindrical
shell. Izv*AN SSSR.Otd.tekhnquk.M9kh.1 masbinostr. no.2:113-
156 Mr-Ap, 161. (KM 14:4)
(Elasticity)

v c r.
L-c
-nc.

1ACCESSION WRs AP3003236
1~1
S/0040/63/027/003/0418/0427
AUTHORI Mossalkovskiyg Ve 10
TITLEt Compression of elastic bodies in contact (p'xially symmetric case)
SOURGEt Prikladnaya matematika i mekhanikaj ve 21,, no. 3, 19630 h18-427
TOPIC TAGS: elastic body identation pracess, semi-infinite surface
ABSTRACT: The details of comprGS31on contact between axisymetric elastic bodies
have been studied under the assumption of slowly increasing load,, with no dynazaio.
effects, and the stressed state of the body as a direct function of the loado
The identation process of a smooth and absolutely rigid press acting on an elastic
serid-infinits surface is considereds, and the problem is solved for the case of
large cohesion between the two surfaces in contacts, with no slip. The case is then
generalized to include two ax1symmetrie bodies with cdi6act surfaces small compared
to a linear dimension* The particular case of two spheres in contact is discussed
and the total load deternined. Orig. art. hams 50 equations aid I figure,
C.,d 1/2

ACCEW1011 NRt AP30032i~----,
:ASSOCIATION# none
SUBK=ED I IM0062 WE ACQo ARUOV
'SUB CODEs AP No mw Sm 009

ZWL 00
arm 003
Card 2/2.

MOSSAKOVSKY, V.I. (Dnepropetrovsk)
"Solution of some miAed problems of the theory of elasticity and the theory of
potential for a half-space by reducting them to au;xiliary plane problems."
report presented at the 2nd All-Unicn Congress on Theoretical and Applied
mechanics., Moscow, 29 Jan - 5 Feb 64.

S/01981641010/003/o2gi/oz96
kACCESSIOX NR: AP4037991
iAUTHOR: Mo~sg4ovffl,! (Mossakovskiy, V. 1. (DnIpropetrovs1k Kbarkiv);
0ny*s~cherr6,V.__I. tDnipropotrovs9k, Kharkiv); Rvachoir, V. L. (Rvachav, V. L.)
~(Dnipropetrovslk, Kharkiv)
TITLE: On the use of Green functions to solve a compound problem In the theory or
jelasticity for a half-space
ISOURCE: Pry*kladna mekhanika, v. 10, no. 3, 1964, 291-296
ITOPIC TAGS: Green function, elasticity, half-space, stress, strain, boundary valuq!
11problem, boundary condition, Kelvin function, problem compound.
!ABSTRACT: A compound problem of the theory of elasticity for a half-space is
1i
!,reduced in the end to finding two functions which are harmor4c in the half-space
11for the compound boundary conditions.' For the case where the line of separation
~of the boundary conditions is a circle, this problem was solved In a previous
larticle by expansion of the unknown functions into trigoncimetric series, but cbLl-
ticulation difficulties rose with increase in the numbers of harmonics. Tn the
jp~esent article. tv Inversion. a Green matrix Is constructed which permits obtain-
Card
lA

iACCESSION NR: AP4037991
~Jne a general solution of the problem in quadratures. The functions Kif used in
11 the formula are harmonic and should satisfy the assigned boundary conditions. By
introducing auxiliary axiAlly-sy=etric functions Fi and utilizing inverse transvl
!,formation, the solution of the problem can be reducei to an already axially-
j,symmetric problem of potentials theory which is solved by being reduced to a planar!
'1problem. As a result, the unknown functions Fir, and consequently also KW are
i,obtained In the form of integrals from elementary functions. Orig. artic 4 has:
53 formulas.
ASSOCIATION: Drdpropetrovs I ky*y derzhaviW*y universy*tet (Dnepropetrovsk State
University); Kharkivs # kyfy insty*tut girny*chogo mas1i5r*nabuduvanxWa, avtomaty*W
11ta obc17*s2,yuvalncyi tekbrdlq* (Kharkov Institute of Mining Machine Building,
':Automation and Computer Equipment)
1;summw 19Nov62 DATE ACQ: lUun64 ENCL: 00
SUB CCDE: AS, ME NO-REY SOV: 003 orm t ooo
C~.~, d -2

YDSSAKOVSKIY,,Y.I.; RYBKA, M.T. (Dnepropetrovsk)
Attempt,at evolving a theory of the strength of brittle zaterials
based on Griffith's ideas.about the energy state of solids.
Prikl. mat. i mekh. 29 noe2t291-296 Mr-AP 165.
(MIRA 18:6)

~ne~,rope Lrr)v3k. f
0 "UK 1 y
Effect of a I oua Ei :fini-, ol~ J
under the base oC a
t
1. rinepropetrovskly meta Ilw-, 5y

c b',
p" 7

MCSSAKOVSKIYI V.I. (Dnepropetrovsk); FOTI'YEVAj N*N. (Dnepropetrovsk)
Impression of a symmetric stamp in an elastic semispace in
the presence of a cohesion a-long the line of contact. Izv.
&N SSSR. Mekh. no.6:67-70 N-D 165. (MIRA 19:12)

MOSSAKOVSKIYI Ya*V.
Economic efficiency of increasing the rate of drifting in the
Donets gaqin mines. Nauch.trudy MI no.30:75-89 160.
(MIRA 14:3)
(Donets Basin-Coal mines and mining-Costs)

.- MOSSAKOVSKIY, Ya.V.
Problem of lowering direct, standard costs in conjunction with U:7~.er
11
rates of drifting. Much. trudy 14GI no. 34-101-110 16.
(MIRA 14;4)
(Coal mines and mining-Costs)

MOSSAKOVSKIY, Ya.V., kand.okonom. nauk
Planning tfie cooL of 6rifting horizon~.U mine workings. I-auch. trudy
14GI no.43:13-18 ,62. 16:9)
(Mining onginuoring-Coots)

3TARZY1451' I, Stefan; BiSKID, Miroslaw;-MOSSAKOVSKA, Bibiana
Giant-call tumor (osteoclastoma) developing from a phyllode tumor
of the breast. Novotwory 11 no.3/4:431-441 161.
1. Z Zaklalu Anatomii Patologicznej AM it Warszawie Kierawaik: prof.
dr mod. L. Paszkiewics i z Oddzialu Chirurgii Szpitala Miejs1ciego
Nr 7 w Vanzattie Ordynator: doe. dr ned. ',' 'ii
(Bit,"AST NLOPLASMS case re orts) (CYSTOSARCOMA PHYLLODES case reportP)
(GIANT Ci,,LL TUM102 case reports)

MOSSAWMA, Bi*Asna,
Traumatic hip dislocation in a 2-year-old infant. Chir.
narzad. ruchu ortop. pol. 29 no-103-55 164
1. 21 Oddzialu Chirurgii Dzdeciecej Miejskiego SzpIta1a Bie-
lanskiego w Tarszavie; ordynator: dr. med. J.Radlinska.
)t-

MOSSAK04KA.. E.; NINLOOMI., H.
Obtaining sterols from waste from rapeseed oil refineries. p. 510.
PRZEMSL SPQVM2X. Warszawa. vol. 9, no. 12, Dec. 1955.
SMRCE: East European Accessions List (EEAL) LC, Vol. 5,no. 3, Mar. 1956

* z ~ '- - " f .' t
JYJ Z7 VV1 -S A' /1)
Di6tra 4F4.
V
Uo~safwwdul Zofl& Conce W force la tue Mtemr-
dutto fit"
4_
Arch. Mech. Stos. 10 (1958),~ 233-251.
and Ras-
sian summariest
:The authorstudies the problem of determining the
'it md id-, a transversely isotropic semi-space under a
point, concentrated 12AI-Three types of boundary coa-
'ditioni. -are considered: - (1) 'zero stress; (2) mixed coa-
d,itions. (3) zero d-isplacements. The author
proceeds in the
1
0
f H manner. He ~ introduces the six second order
al- Werential equaOcas satisfied by the components
f
9 the dispUcem6at vector. It is stited that them e
tions can be replaced by-SWgIe sixth order partial .1ler-
ential equations for the three components of it new
"displiciment" vector. The physical displacement$ and
streism. am then determined in terms of the new "dis.
placement" vector. By choosing two components of this.
vector to be zero, the author reduces the problem to the,
ir w1utfora -of it single fourth order partial differential,
equation which is solved by use.of a double Fourier
Z.'
.2

29289
1121 'L(ool 4Y'17, Ikul, P/033/60/012/001/008/008
D250/D302
AU AIW: klossakowska, Z-of iFt (-Warsaw)
2ITLE: One-dimensional dynamical problem of thermo-
elasticity for an anisotropic medium
liu,10DICAL: Archiwum mechaniki stodowanej, v. 12, no. 1,
1960, 137-146
TEAT: Expressions are derived for the displacement field in
an anisotropic semi-infinite medium (z-~-O) due to the sudden
application at t=t, of a plane source of heat or temperature on z=c.
The displacement field, the temperature and the stress components
are exiressed as
u, = (a, t,". + as al. 6,1 + au M.) 0. 9,,
T=(a~icr.+aua,,Idl+a2461.16tl+a,,,P,).p=at. 17 (M.-IAII'Mt T. (1.4)
Card

29289
P/033/60/012/001/008/00
One-dimensional dynamical problem ... D250/D302
and tP (z,t) is obtained in the usual way by solving the equation for
its Laplace traxisform W (Z,P).
IPI)O P)
1 12.3 ka-,-,'
(1.11)
where W is the transform of the heat source distribution function.
The initial conditions are that the fields of displacement, velocity
and temperature are everywhere zero at t=O, and the boundary condi-
tions on Z=O are taken in turn as the four possible combinations of
zero temperature, heat flow, traction and displacement. All four
boundary conditions are taken both for the case of a plane heat
source suddenly supplied and for that of a suddenly applied tempera-
ture, and full details of the solutions are given. These agree with
previously obtained solutions for isotropic cases. There are 4
references, 2 Soviet-bloc and 2 non-Soviet-bloc. The reference to
Card 2/3

One-dimensional dynamical problem ...
29289
P/033/60/012.,
D250/D302
the En~,)-Iish-language publications reaus as follows: H. S.
J. C. Jaeger, Conduction of Heat in Solids, London 1948
ASSOCIk2ION: Department of Mechanics of Continuous Media,
Polish Academy of Sciences
SuBLIITTED: September 7, 1959
Card 3P~

KOSUKOVSKI, Jap-, OUSINSKI, vla4yalaw
Elepa,to-Ilema syndrome according to noderm literature and according
to observations at the Second Surgical Clinic of the kca4paW of
Medicine* Polski tygod. lek. 9 no.11:327-331 15 mar 54.
1. Z 11 Klialki Chlrurglasnej Aks4a=ll Modycznej w Warstaviel
kierownik prof~ dr JAosaakowski.
(LIM, diseases.
hapatollanal synd., surg.)
(SPLUM. surgery.
hepatollonal synd., surg.)
(AISKIA. HICKOLYTIC. surgery.)

KOSSAKOWNI, Jan; OLISINKI, Wladyslaw
Second Surgical Clinic of the Academy of Medicine. Polski tygod.
lek. 9 no.15:455-459 12 Apr 54.
1. Z Il 121niki Chirurgicznej Ak. Ned. v Warssawle, Klerownik:
prof. dr ned. JAbseakowski.
(LIM, diseases,
hepatolienal die.)
(SPL = . diseases,
hapatolienal die.)

powiefullnit VI'N'a" VIA 0 Kon-
III rze w P"All'i %VY.14-n 114.1
frolp~vga (The I"fl,"lue M
""mular '~"Vlo' il,
77
p 2:17- 111 P-1; I., in 1-~Ali
lkt,rmif.Vi,;;j .I 0~- ;'Iflu'V. !H;.' ; -
1, .601 ti!~ it:li'iI."I
Go ull '~'k uwd f!.f -it, ill;i"il( It: I
Simply :,I pi ~ It,d 7.t fll.a I elp'-~ ;I, a ~~Aj ti!
I'f

M

/Pi
;ijow n . sitm iu-ji U, ~ va), I sh~urin g (w cc!,- Aiifltnr~ f4m,"I ak~j flutt
501U6,41., (dinuflu, r.Natillisk"i f"Intfliff variml., rd
two'hviv fiuwtiom~, Ilwy 1mrpow eltov ~tivfy and talmiali'm
OtL-5" ftmfliow~
/'1705. Cywiriska, Z., Rnd Mo~sai~ow~lu, itiffu-mce
surfues of all 7t-hatrgpic -.S~Tnjrfwif~ 'tL!2 j 1'. Ito-
Plo."d i".11, bolummit .11. 1
~mdvd In A t.
L-1 i, I II
deflef 'Jiml ill a VIA).-d "Will 1.-valvv li,i;i i, "1'l) . ....... 1-1 mh-

H
I
OSSAIKOWSKI, J.
Some special solutions in the theor7 of anisotrople plates. p. 159
Vo-'. 2, no. 4, 1954, BULLETIN, Dep't of Technical Sciences, Polish Academy
of Sc)(iences
SO: HONTHLY LIST OF EAST EUROPEk'4 ACCES310ilS, (EEAL), Vol. 4, No-9,
1C, Sept. 1955, Uncl.

I Z-7
7777~77

Are
a ab)
,
-~~Ths ptoblerit of a pis n-la t it c
ad llu
. i . ~Aot of,
At - - .
~'
,
il
.I -
If
4sd"iis."glc atinlijigni of the tlepi, ta"eced
sknm type 0. alu"
~
to the utlaft of A
d arbittat Is toosidere4,
caticiattated roted,
Authqr repremm cbe solution of the.probjtfla In tb~ ICI!Cb *I it slob
arthe
-el
+
"Y AL9
coo tha omplax riat

fficlem
Pi chawtedsoc
equalati of the fm~ith dtr tat ta -woom4lic v1sati alvd tha
~iiamtttis A,j, orc AtIJAA4 from irtittical ana baundury cobdi-;
tion a tL. Froblm -q is cbe ordinate of the. point of icdca of

The geaoA' nd compsti lofm ol~he aalwi-aetlp~lcjl obwal-
it teflem ~f partieuUt lauzarei -in tha cacet of artho
tXOPY mAd".1nicompy, The nolmlan Of the pj;t)bltm of a kat OLCtIns
th,a ~as -t a u e.
154 gialso i~pfc plan 7
Two ourftericat,examplex show cozentist dlfltr~cvices bttweia the
stress diotribtiricala isotropic ond ardwtople.plates, cancemits
'imotioa of com leglo
in p"ctJar the coaft presqctl W4
wq

vi.
The date of
i-Ismommmmak -Jote &W to a coiicenh*W wwce
ofb=-L 'Arch. Nech.-S-tdM(1957),565-577.
__aitd RimWaa

KOSSAKOWSK I (Warsaw)
Buckling of circular lates with cylindrical orthotropy.
p
Archiv mach 12 no.5 -.583-596 169.
1. Vetnrtment of Mechanics of Continuous Media, Institute of
Basic Tedhnical Problems, Polish Academy of Scienev.

FILIPOWICZ, Maria: KOSSAKOWSKI, Hiroalaw
GlInblastosts dlffusa. Maur. &c. poiska 5 ao.6:653-662
Nov-Dec 55.
1. Z Instytutu Psycboneurologicznego w Pruszkowis. Dyrektor:
prof. dr. Z. Kuligovski. t I KlinW Neurologicznej Akad. Red.
w. Wansku. Kierowntk: prof. dr. Z. Majewska.
(GLIOBLAST014A %MTIYORMA)

KOSSLKMKI, Mlroslaw; R&DZIXOWUI, Gzaalaw.
Canis of brachlaW& In maligmant vietastases from the cervix uteri.
Polski tygod.lek. 10 ILO-45:1473-1474 7 lov 55.
1. Z Kllnikl Chorob Norwovych; dyrektor: prof. dr. Kajewska Zafi&
I z Zakladn Anatonii, Patologicenej kkadeall Modyezuej w Gdansku;
dyrektor: prof. dr. Oxarnacki. 74Lkl. An&t. Platolog. A.M. w Gdanska
(NIRVIS, BRACRIAL PLUUS. diseases,
compression by metastases from cervix uteri)
(CIRVIX. UMINS. neoplasne,
causing compression of brachW plexas)

yo miroslaw
of diof-,eminatcd vn-n,,,,tor li,;,)rder3 with si-litaneoln, -qrnlv-il
nf thp lower extre,itir- me-ts' dlsordo?rs.
119-!U Mn7y-June 57.
'74il-Indii Ristonnt^io-li Ukladu Herowern ?An 4 'kirsznwie Kier"' T ik-:
nrof dr Tned. A Onp"51-i.
-NAL 1;0'!'), di2,?:;qes,
or-wanin le-Inn Ath disseminptei vq:~nnrtor ~:isnr-~. .
73,lrnlrnis -)f Pxt-amitteq & -!ent. dinonf. (,"01))
77elorpthir. with vn!;omotor It -ient. lisor4.
c,,se rpnorts,
.r,re Iona --h ie, with vrtsciv)tor di,.inn..
cn-e resnortl,
Y-i s c mc t or u lath i,-. -w i th me n t. df)r,,. --, na rTi 9 in ') f
I-,),.,!er (P-,'.))

HOSSAX w
Dissemination of multiple wjelona through the cerebrospinal fluid.
Neur. &c polska 10 no.2:2-19-229 Mr-Ap '60.
1. Z Zakladu Histopatologii Ukladu Herwovago Polskiej Akadenii
Nauk (Pracownia v Warszawie) Kierownik: prof. dr med. A.Kunicki.
(MYELONA PLASMA CELL case reports)
(CEREBROSPINAL FLUID pathol)

MCSUKONSM9 Miraslaw
EMezents of mesodermal origin In cerebral and cerebellar astropytomas.
Pat. polska 12 no.2sl5l-159 161.
1. Z Ukladu Mouropatologii Polskiej kkademil, Nauk lierawniks prof*
dr mad. A. Kunicki
(EFAIN NWPUSM pathol)
(ASTROCYTa4A pathol)

MOSSAKOWSKII Miroslaw; JEDRZEJOWSKA, Hanna
A case of co-existing rare styliform glima of the spinial cord
and spinobulbar i3yringmyelia. Pat. polska 12 no.1:57-65 161.
1. Z Zakladu Neuropatologii PAN
Z Kliniki flourologicznej A.M. w
L Hausmanowa-Petrusewiez.
j (SPINAL CORD neopi)
(SEUNGOMYELIA
Kierownik: prof. dr A.Kunicki
Warazawie Kierownik: prof. dr
(GLICt4A compl)
compl)

OSETOWSKAj Ewa; ZELMANO Irmina; WWAKOWSKI, Miroslaw
A transitory form of disseminated and diffuse s1clerosis of the
brain. Pat. polska 12 no-40381-390 '61.
1. Z Pracowni Warazavskiej Zakladu lieuropatelogii PAN Kierownik
PracowUt doe. dr E.Osetowska.
(MULTipLr.; scu,"is pathol) (BRAIN pathol)

MOSSAKOWSKI, Miroslaw; KRASNICKA, Zuzanna; IWANOWSKI, Lech
Neuropathological syndromes in laukanias. RoZpr. w7dz- nauk med. 7
no.1:157-184 162.
.1. Adjunkai Zakladu Neuropatologil PAN.
(LEUKEMIA) (BRAIN DISMES)

DAMBSKA, Maria; CZOCHANSKA, Jagna; MOSSAKOWSKI, Miroslaw
A case of Wantile type of amaurotic idiocy (Tay-Sachs). Neuropath-o-
logical and histochemical studies. Pat. polska 13 no.2':159-la 162.
1. Z Pracowni Warszawakiej Zakladu Neuropatologii PAN Kierownik: doc.
dr mad. E. Osetowska Z Kliniki Diagnostyki Chorob Dzieciecycy A14 w
Warszawie Kierounik: prof. dr med. Z. Lejmbach.
(AMAUROTIC FAMILIAL IDCCY pathol)

POLAND
J:-:DRZE;,T01vSKA, 11anna, MOSSANO Miroslaw, and RAJSZYS,
szard; Seurolo ical Clinic Klinika Vburolo~-,Iczna) (-irector:
Prof. Dr. med. I. 1!0UT-1A_N0!iA-PETRUSE!vICZ) and Departwent of
Medical Radiology (Zaklad Radioic,-,ii Lekarskicj) (Director;
Prof. Dr. med.sci. IV. ZAWAUOI,.~SKI), both of the AM LOicadeniia
Medyczna, Medical Academy] in 1%,arsaw
"3oontaneous 3ilateral Arteriovenous Anastomosis between Inter-
nal Carotid Artery and Sinus-Cav3rnosus. Case Report."
I .
~,arsaw, Polsici TModnik Lekarski, Vol 13, No 31, 29 Jul 63,
PP 1153-1153
Abstract: [Authors' English summary] Authors report a case in
the title for a 66-year old woman. Bilateral exoplithalmos and
partial paresis of motor nerves apoeared within two months,
and patient complained of headache and tinnitus. Correct dia-
11110sis was facilitated by arteriography of carotid arteries
and kinoma to graph. Authors calL attention to rare incidence
of spontaneous bilateral carotid-cavernous anastomoses and
discuss the possible pathol-eneS *LS Of the disease. All 11 re-
ferences are to English and French sources.
1/1

MOSSAKOWSKI, M.J.; WOLOWSKA, J.
A rare form of diffuse glioblastosis. Pat. po-1. 13 no.4:455-466 '~-2-
1. Z K-liniki Neurologjcznej AM w Warszawie Kierownik: prof. dr med.
Irena Hausmanc-wa-Petrusewicz Z Pracowni Warszawskiej Zakladu Neuropatologii
PAN Kierownik: doc. dr mad. Ewa Osetowska.
(GLIOBLAST0,14A MULTIFOME)

J'EDHZZJOWSKA, Hanng; MOSSAKOWSKI, Miroslaw; RAJSZYS, Ryszard
Spontaneous bilateral arteriovenous fistula between the internal
carotid artery and the CaVernOW Sinum, Poll. t79- lek. IS
no.31:1153-1158 29 J1 163.
1. Z Kliniki Neurologiemej AM v Warszavie; kierownik: prof.
dr mad. I. Hausmanowa-Patrusevicz i z Zakladu Radiologii
lakarsklej AM w Warazawie; kierownik: prof. dr nauk med.
W. Zawadowaki.
FISTULA, ARTERIOVENOUS)
VERNOUS SIMS)
M
(CAROTID ARTERY DISEASES)