SCIENTIFIC ABSTRACT SIDLIK, J. - SIDLYARENKO, V.V.

• Document Type: CREST
• Collection: Scientific Abstracts
• Document Number (FOIA) /ESDN (CREST): CIA-RDP86-00513R001550420017-6
• Release Decision: RIF
• Original Classification: S
• Document Page Count: 99
• Document Creation Date: November 2, 2016
• Document Release Date: March 14, 2001
• Sequence Number: 17
• Publication Date: December 31, 1967
• Content Type: SCIENTIFIC ABSTRACT

ONDPEj I CKA , MI. ; K-ADI,"'C' , 0 . ; MI-:0 1 14. ; VA-TC--,'K, --j' . j;,, , . -;
Techn-JJCka spolupraca: JASLOVSKA, D.; PANTUCIVI~, J.
Electrolyte disorders in renal hypertension. Bratisi. lek.
listy 45 no-9:521-530 15 N 165.
1. Laboratorium pre vyskum pohybu vody a elektrolytov v
organlzme Lekaroke fakulty Univerzity Komenakeho v Bratl-
slave (veduci prof. IgJDr. 14. Ondrejicka) a 1. interna kli-
nika Lekarske fakulty UnIverzity Komenskeho v Bt-atisilave
(veducl prof. tlMr. M. Oudrejlcka).

POPKOV, V.I., doktor te)-thnicheskikh nauk; SIDLIK, L.Z., inzhener.
Inventioa of split wire conductors. Blektrichestvo no.8:67-69 Ag '53.
(MT-RA 6;8)
1. LPnerpeticheakiy institut imeni Krzhizhanovnkogo Akademii naulk SSSR.
(Ilectric cables )

6 Il " 14 , W. 0 - tH V A li,"V , A . V . , i nz h on or .
~-requency doubler for supplyinr Dower to cables when locmti,,.~- car.,:e
(91JU 1 1 - - -~ ~.
lau.1ts. .nergetik 5 no.6:35-37 Je 15-7.
(Electric cables)

B (6) * S OV 1112 - 5 9 - 5 - 8 8 49
Translation from: Referativayy zhurnal. Elektrotekhnika, 1959, Nr 5, p 61 (USSR)
AUTHOR: Belen'kiy, L. S. , Korobkova, V. P. , and
__~f
TITLE: Determining the Maximum No-Load Current of Transformers and the
Charging Current of I 10 - and 35 -kv Lines Cut by Type R LN Disconnects
PERIODICAL: Naladochnyye i eksperim. raboty ORGRES, Nr 15, 1958, pp 156-163
ABSTRACT: To determine the possibility of adopting the substation schemes without
circuit -breakers on the high-voltage side, ORGRES jointly with large power
systems (Lenenergo, Mosenergo, and others) staged tests intended to determine
maximum currents and thereby maximum power of transformers and also
maximum length of a transmission line that could be reliably cut off at no-load
by a type RLN disconnecting switch. In addition to visual observations, a
cinema filming was made which permitted determining the duration of arcing;
to determine accurately the moment of arc extinction in relation to the angle of
the disconnecting blades, both the current being intexrupted and the blade
Card I I?

SOV/112-59-5-8849
Determining the Maximum No-Load Current of Transformers and the Charging
movement were recorded by an oscillograph. Overvoltages set up by cutting off
no-load lines were not measured. The tests enable one to draw the following
conclusions: The voltage, maximum transformer capacity, and transmission-
line length which could be cut off at no-load can be considerablv increased over
those specified by the PTE MES standards. No-load currents as bigh as 7 amp
for 20-Mva, 38-kv transformers and 10 amp for 31.5-Mva, 110-kv
transformers can be cut off by a RLN disconnect. It is recommended that the
disconnects be operated on or off quickly. Pole separation of the disconnect
should not be less than 2, 500 mm. for 110 kv and 1, 200 mm for 35 kv. To
determine the maximum no -load length of 35 - and 110 -kv lines that cou ld be
cut off by the disconnect, overvoltages accompanying the line interruption need
to be studied.
1. S. Sh.
Card 212

Chemical Abet.
V01- 48 No. 6
Mar. 25, 1954
Apparatus, Plant 4 pment, and
Unit Operations
tj

SEDLIK, Z. L.
Sb~rni., z:A,lach z-.o ~%ro.;,.yshienroi stratistILIce ~ ~13 ~ --
i . - 1--roble-ts in Industrial st-1, - ujci,
los-A.-Itizlat, 1952'. 1-12 p.
SO: List of Ru5.~!.-,m Vol. "') no. 7 October 1953

9U.
. ; . I . . - , r-,. - ~- - 1. -7.- - ,
I -
- - I I I I - - ... - , . I . . - . '7 . , . I -

C E CH
VOIDeffulfuration Af adir thinamlAna-by macm, at Riiiii-i
nickel. J. Stan& n . Sidlo (Univ. EmKu 11, ceskostcv.
d I.
farm. 2. 117-20(19W)*o ioW-CTM.1.&lfphCoyI-
d&hydantoin (U), dflobarbituric mW (M), mW 1,3-di-
phenylthicharbitune acid (IV) were desuffurated by bolling.
'with Raney Ni In EtOH suspensions M-M rain. The fol-:
lowing compds. resulted: 1, piperidine; U, 5.5-diphenYl-;
imidazolinone or, with an exceis of Raney Ift, 5."iphenyl-
lmidazolidinone; Ul, 4,"ioxchexabydrapyrituldine; IV,'
1,3-diphenyl-4,6-dioxohcxahydrvpyrimi4ine- Attempts to
desulfurute 5,&dipheny1dithtohydmntoln were unsuccessful.
D. HubfkovA-;

Chemical Abst. A comment an the desulfuration at 9
1. ind Id I*
Vol. 48 No. 6 1 6111- (Ainn-Lon
-1 of a
1953)-The ftsult of Raney Nj dvv~
Mar. 25 1954
-2-thiohydanto~n (1) depends tile r
"rganio 10hemiatry p~henyl
Raney NI used. With 9,3 g. Ni per K. r,
iMi&Z-010fle (11), M. 166*, prevaus Ov S. 's
9D. 2
MA . 4=
-=e 21HIM. Refluting 11 with
ey
HtOH gives 45% IU. W Hadlicl
q.
r
fli -~11 iiji'j'A
A ji

J

Chemical Abst.

'al. 48 Noo 6 riWn141nC:1 1. Statift and 1.
;-wr. 25, 1954
48'
anti I
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organic Chemistry .
t
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xy
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ifte, (y ell
ol
25 178 t if "ith
N1
thfu Itu
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SIDLO, Richard
Frantisek Skoda, 1-1. D. Plzen. lek. sborn. 2"' :163-176 164
1. KatpAra zdravotniatvi lekarske falrulty University Karlovy
v Plzni (vedouci: prof. dr. R. Bares).

SAMAR, K.;CZRIiOVA, M.;SIDLOVA, A.
Serotonin in patients with glaucoma. Cesk. ofth. 16 no.3/4:181-
187 MY 160
1. Ocni klinika lekar*e fakulty KU pobocka v Plzni. prednosta prof.
dr. R. Knobloch Interni klinika lekarBke falmlty KU pobockEt v Plani,
prednosta prof. dr. K. Bobek.
(GIAUGOMA blood)
(;39ROTONIN blood)

SARAN, K. ; CI,RHOVA, M.; SIDLOVA..A-. --_
Biological and chromntographic determination of the "tonizing"
substance in the aqueous humor of the rabbit in trigeminal
irritation and section. Cesk.ofth.16 no.7:447-453.N'60.
1. Ocni klinika lekarske fakulty KU, pobocka v Plsni, prednosta
prof.dr. R.Knobloch. Interni klinika lekarske fakm1ty KU, Dobocka
v Plzni, prednosta prof.dr. K. Bobek.
(TRIGEMINAL NEINE physiol)
(AQUEOUS MOR chemistry)

VANICLIK, F.; SIDLOVA, A.; KNEIFL, J.
Experiments with the preparation and conservation of biological
supplement to deficient diets. Acta univ. carol. [Med) Suppl.
15:243-253 161.
1. Hygienicky ustav lekarske fakulty University Karlovy se sidlem
v Plzni, prednosta doc. MUDr. F. Vanicek.
(NUTRITION)

BAUDIS, P.; VAIIA, J.; CERHOVA, M.; SIDLOVA, A.
A study of the serotonin blood level in the course of schizophrenia.
Cesk. psychiat. 57 no.3:164-169 161.
1. Psychiatricka a interni klinika KU v Pizn:L.
(SEROTONIN blood) (SCHIZOPHRENIA blood)

CERHOVA, M.; SIDLOVA, A.; ZELENY, A.
The effect of skin inflamnation on blood content of serotonin and h
histamine. Fbysiol. Bohemoslov. 11 no.2:136-141 '62.
1. Institute of Physiology, Medical Faculty of Charles University,
Plzen.
(ULTRAVIOLET RLYS) (DERMATITIS experimental)
(SEROTONIN blood) HISTAMINE blood)

~`~ I F) 1, OVA , A 1 f ~ n a
I -
ChrLnges i-n the budy of mouLtaineiivs during a -1-veek soourzi
i -
in the !fig!. Tatra lountairs. Plzen. lek. sbcrn. 23.a3L~110 I r~ ~"
1. Hygi-en.-icky uatav lekarske fakulty University Karlovy se
sidlem v Plzpi (precLriosta: doc. MUDT. F. Vanicek).
Ow

SIDLOVSKI, V.P-.- (Shidlovsky, V.P.]
L
Problem of a viscous, electrically conducting gas in the vic'nity
of a porous infinite plate. Studii cerc mec apl 13 no.3:701-
706 162.
1. Institut mekhaniki Akad. Nauk SSSR.

U ;O/GG
L 54054-65 EWT(l)/EPF(n)-2/EWG(v)/EPRf Pe-5/Ps-4/0'-4
ACCESSrON NR: AP4049531 R1000816VOW/004/10001019
".e-r
AUTHOR: Sidlovski, V. P,
TITLE; Some problems concerning the discontinuous movementlof an:,.electrically
conducting viscous fluid in a magnetic field
SOURCE: Studii sL cercetarl de mecanica aplicata, v. 16, nod 5, 1964, 1009-1019i
TOPIC TAGS: hydromechanics, viscous fluid, electrically conducting fluid, mag-
netic field, discontinuous flow, rotating cylinder, Bessel'function, concentric
cylinder
ABSTRACT: The author presents two cases of discontinuous movement of an incom-
pressible, electroconductive, viscous fluid in a magnetic field,*':The first.ca6e~
concerns the flow of an unlimited volume of fluid around an'infinite cylinder of7
radius a which begins to rotate abruptly at an instant t-0, with*a constant
angular velocity (U)). The magnetic field is permanent, having the components 1
Hr and H.. The intensity vector of the magnetic field applied at'any point.in.
the interior of the fluid may have an arbitrary direction, the only condition
being that of conserving the symmetry with respect to the axis ofthe cylinder.
An electrical field is supposedly absent, so that the magnetic field is station-
Card 1/5
~-j

Card, 2/5

L 54054-65, ---- --
ACCESSION NR: AP4049531
The equation is solved for the following initial and limiting conditions: for
t-O, r>aand forr---->4z*a, v-0; for t;;PO, r - a, v -:&)a. Xn the final
solution, the velocity v is defined as:
"a'X+1 .24)a~.ft J. (),r) Y. (Xa) - Y. (Ar) J. (Xa) d X
+
rz X J! (Wa) + Y.2 (1a) X
where id, and Y-K-are-Bessel functions of the first and second kind, and of
order. The variation of the frictional moment- as a function of time, and for
different intensities of the magnetic field, is shown in a~dia:gram_.* The second
case concerns the axial flow of fluid between two concentric cylinders of infinite,
length, in the presence of a permanent, axiosymmetrical and stationary magnetic
field, and under the influence of a pressure gradient. The.~case is studied
according to the hypothesis'that the constant pressure gradient ( ,dp/dz) is applie
abruptly at an instant t-O. The equations of the permanenti.motion'of the fluid
are set up taking into consideration the presence of the Lorenz.force:
I d du
1. utu OR -L L 4c
__Tr -dr IL dz
rz
H, Hjiy;_I~
7'
C,,d 3/5

ACCUSION NR: AP4049531
and must meet the following limiting conditions; u-0 for.r-;Tan~4' r-b. Under,
or
the same axial-pressure gradient (dp/dz), the discontlnuous.flow'~hich appears in
a stationary fluid in the interior of a concentric tube at an instant t-0 begIns]
with a constant velocity in a section U; the equation of the!'motion.becomes
I du
r
r ar) YS
T
with the initial condition u=U for t=O, and the limiting conditions the sameTas
for continuous motion. Moreover, the asymptotic condition:u-->u,:fort
must also be met. In the final solution, thenon-dimensional fri6tion-resistance
in coefficient(CT)ivithe concentric tube of length L, for a~kluid 'ith viscosi
t7
p and a total force of friction F # Is given by the expression:
T
Er +f
or
2njxLU U
:time in the abs6=6
Tile yariations, of, ithe. friction coeffieft t asafunction of
p
i.Card
_4/5-

L 54054-65
ACCESSION NR: AP4049531
of'the magnetic field 66-0).or forA-2, are shown In a diagram* Origo arto "a
4 figures and 46 formulas.
ASSOCIATION: Institutul de mecanics, al Academiei de stiintea U.R,,S*S,, Moscow j
(Institute of Mechanics, Academy of Sciences SSSR)
SUENITTED: 00 ENCL: 00
SUB COIDE: MK/
No REP SOV: 003 OTHER: 004
5/5
7;:;

SIDLYAR, M.M,.-
Concentration of dynamic stresses at the contour of a circulpr
apmrture in a plate with longitudinal forces aDDliod to its edges.
Part 1. Nauk.zap.Kiev.un. 9 xo.9:83-110 '50- (MLRA 9:10)
(Elastic plates and shells) (Strains and stresses)

SID4YAR, M.M.
Concentration of dyjtAmIc stresses at the contour of * circular
aperture In a plate with longitudinal forces applied to its edges.
Part 2. N&uk.zFq).Kisv.uu. 9 me.9:111-128 150. (M1RA 9:10)
(Elastic plates and shells) (Strains and stresses)

1-24-11-13097
Translation from: Referativnyy ZhUrnal, Mekhanika, 1937, Nr 11, p. 117 (USSR)
AUTHOR: Sidlyar, M. M.
TITLE: Dynamic Elastic Displacements in a Circular Ring. (Dinamicheskiye
uprugiye smeshcheniva v krugovom kol'tse.
PERIODICAL: Nauk. zap.Kiyvslk. un - t, 19-34, Vd24-;3* fNr 8, P10-1--33-147
ABSTRACT: Investigation of the plane dynamic problem of a circular ring
subjected to radial forces, uniformly distributed along the inner and
outer contour of the ring and varying with time. The forces are
applied suddenly. At the starting time the ring is in a st.-te of quiet.
The desired displacementsu appear as functions of the radius
r and time t' and must satisfy the equation
92U au u 32,
r2 r 3r r2 c2 atz
Card 1/3

Offi HIF I I la III III ilon I Jr.
124-11-13097
Dynamic Elastic Displacement,; in a Circid;ir Ring, (Continued)
the initial condition
u
t 0
1-U I t=0 =- t=O
and the contour condition_~
RZ (t)
Or I r= r RIM, ICJ r=r 2
where ar r is the radial stress.
Through the application of a one-sided Laplace transformation the
equation and the contour conditions are transferred into the sphere of
representation. A Be_~sel equation is obtained. the general integral
of which is written in tern-is of two cylindrical functions of the
imaginary argument. Thi5 5olution sati5fies the transformed contour
conditions, With the aid of a conversion formula the transfer into the
original sphere is then accomplished. The desired displacements for
the general case are represented in the form of a Riemann-Mellin
Card 2/3 integr,)I,

124-11-13097
Dynamic Elastic Displacements in ;7, Circular Rina. (Continued)
0
An investig~jtion of the roots of the denominator of the integrand
I It is (lei on tr~ ted that
[UnCt Oil 1b performed in the complex sphere, Ti 5 a
the denoniin-tor has only purely imaginary roots. By means of a
change to -n -symptotic expansion of Bessel function!; a simple
approxini;'ted forinifla i-; obtained for I;trge modulus of the roots.
A table of the first 10 roots of the denominator is set. up for the
plane deformed and plane 5t res sed n tate for va rious vplues of the ratio
r ?,/r I -
In greater det,-il an investigation is made for the case in which the
external and internal pressures, applied suddenly, remain from then
on constarit. fri thPL case the Rieniann-Mellin integral is evaluated
with the aid of computational theory, and the displacements are repre-
serited in the Form of ;in infinite series, The uniform convergence of
the series thus obtained i-,, demonstrated.
(L. M. Kurshin)
Card 3/~

SOV/ 124-58-10-11457
Translation from: Referativnyy zhurnal, Mekhanika, 1958, Nr 10, p 108 (USSR)
AUTHOR: Sidlyar -J-Sidlyar, M.M.]
TITLE: On a Dynamic Problem of the Distribution of Stresses Around a Hole
(Ob odnoy dinamicheskoy zadache raspredeleniya napryazheniy okolo
otverstiya) in Ukrainian
PERIODICAL: Nauk. shchorichnyk. Mekhan.-matem. fak. Kyyivs'k. un-tu, 1956.
Kyyiv, 1957, p 545
ABSTRACT: Bibliographic entry
Card I/ I

SIDLYAR. M. M.
0. ,
Solution of a transcendental eqw-ition. Nauk.za-D.Kylv.un. 16
no.2:91-97 157. (miRA 11:n)
(Functions, Transcendental)

KILICUTSKIY, Y.O.; KOVAIM-70, A.D.; SIDLYAR, M.M.
Research in the Department of Mechanics, the Department of the
Theor7 of ElasticiV, and the Department of Aerohydromechanies
and ffeal. -17'xchange. X '5 7.
Lauk. zap. IrIv. un. 16 no.16.-29-41
WIRA 13:3)
(Kiev--Mechanics--Stud7 and teaching)

SIDLYAR, M.M.
A dy-namic problem for deteredning stresses near an opening.
Nauk. zap. Kyiv. un. 16 no.16:103-116 '57. (MIRA 13:3)
(Strains and stresses)

~;2 c-d
35 8 5~1
S/044/62/0001002/049/092
C111/C444
U 1~ -.1- 0 it Sidi,-'
TITLE: The ~0_-tcr.::inat-ion of tensions in closed form in dynamic
t"Ic tht.or~r of elasticit~r
1: _7 L 1 CL ii k2 r~.. ti vil zhurnz-1, Mlatematika, no. 2, 1962, 78,
Libstract 23~1~0. ("Visnyk K,,ivslk. un-tu," 1958, no. 1,
;~;ur. ;_;tron. mzitcm. ta inekhan., vyp. 2, 41-1-8)
TEXT: For the Lam6 equations with vanishing initial conditions
and i:.hormio-eneous boundar., conditions one solves the vectorial in-
,3tutionar~ boundar- value problem. The author uses the Laplace trans-
U
orma tion and Gains the ;_,olution in quadratures. As an example one
considers longitudinal oscillations of a bar for variable charge
a tits ends.
Complete translation.-I
Abstracter's note:
Card 1/1

2
~0 0 S/198/61,/007/006/005/008
V. D299/D301
AUTHORS: Antonov, A, M. and ~Ldlyar, 1-1. DT. (Kyyiv)
L__
TITLE: Approximate solutions to the problem of hypersonic
flow past slender bodies
PERIODICAL: Pry1dadria mekhanika, V. 7, no. 6, 1961, 649-655
TEXT: Hypersonic flow at Mach numbers M = 16-20 is considered.
The problem is solved in the second approximation which permits a
more exact description of the body surface and of the pressure dis-
tribution. The solution is expressed in series in the small para-
nieter--c-, related to the relative thickness of the body. A numerical
-apl
exa. e of flow past a wedge is considered. After computations,
formulas are obtained for the conservation laws, the continuity
equation and the second law of thermodynamics. The dimensionless
coordinates
Card 1/5

3/1,98/61/007/006/005/008
Approximate solutions to ... D299/D301
are introduced and the first-approximation equations obtained. In
thu second approximation, a system of 5 equations is derived, the
first of which is
alto alt &C'o - ot ap" dpt
+ -~ + YO V, W, =0,
a'r OX a ~fl az Oz u6 Q. ax
(3-1)
where P is the density, P - the pressure. For the plane problem,
the obtained equations are simplified, whereby the stream -Function
in the second approximation is given by th,_ expression
_. ' = .,/0 1
(4-8)
As a numerical example, hypersonic flow past a wedge is considered.
Card 21 5

3 2 5 62
S/1 98/6 1 1007/0006,1005,1j'00F
Approximate solutions to D2 9/D301
The first-approximation equations are solved by D. Van Dyr`Le'-~ me-
thod. In the second approximation, one obtains for plane
v 2 (k),; PC 2 (~J)4
+ 1 -
~~+ I - - ; ~ 1 = - Le + k
x x
The expression for the pressure coefficient is
OW C 2 k 2_1 2
a-&+ 1 k
Z2 2
The magnitude of the angle 91, related to the thickness o;," the
edge in the first approximation, is determined by the conditior.
that the stream function T is the equation of the wedge surfa::te,
i.e.
Card 3/5

,2 _~. t)2
3/198/61 /0Y7/006,/00c_/00i_I
Appro X4 mate soluti-ons to D299/D301
0 for 0 = 0 + 0
Expanalio.g: (.5. -13 ) in ser-I es in 'I',' and reta ining teT-ms -n
finaliy obtains for the th,,ckneoo Q the exprec~s,-3n
(k"
2(k
0 = T~-C--,
+
Formulas and -,re t'lie 1 en s c) -z h;~ po b
ser on a sipproximatzor, There ar~_- 2 flgu-r-S, ! talbl= an,i d !-ei~!-
,:es,. 2 Soviet-bloc 3-nd ? n.-~n--3ov~et-b;~,:_, "h-
Engl ish-.1 anguage fion z~ r,~aa ao fr~
ste-In, Hypersoni~ flow theory A:ade_m-_,:
A study of hYpersonic ~_i z~urb~an-e
11944 1954.
"lard 4/51
r e t_- e - ~_ nto,
s P,
i
10 ,1 D, n D-;'- -
R_ e
N o

- " 2'-, b 2
S/19 61/007/006//005/008
Approximate solutions to ,, D299%301
ASSOCIATION: Kyyivs'kyy derzhavnyy universytet (Kyyiv State Una-
versity)
SUBMITTED: January 24, 1961
Card 5/5

I- b 01 7- C 0 7 21365
10 14 10 S/02 61/000/012/002/011
;~'z ( ~- D251YD305
AUTHORS: Antonov, A. M., and Sidlyar, M. M.
TITLE: On determining the form of a shock-wave in the case of
streamlining of thin bodies by a stream of gas
PERIODICAL: Akademiya nauk Ukrayinslkoyi RSR. Dopovidi, no. 129
1961, 1556-1559
TEXT: The problem of the form of a shock-wave in the case of a
body streamlined by a ~as stream is investigated for high velocities
of the gas (16K.M,