SCIENTIFIC ABSTRACT TKALICH, V.S.  TKESHELASHVILI, L.M.
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CIARDP8600513R0017559300038
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S
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December 31, 1967
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SCIENTIFIC ABSTRACT
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Body:
Waves of finite amplitude ...
k  0). Prom this follows
28776 S/O~~/61/031/010/009/015
B109 B102
H,=hve1'co3((Dt?,), V,= an' e"cos((D4(D,~cp,),
fjvdt], (15~
v.) k
O= ? k 0  Q
T 2 sin (11 H,
where h iEitrary r e~' ___ ' t 15 )rep r es ent sa sig na 1 of
oe T Vuare a 1 constan s.
inite ampli de in a finite conducting fluid, moving at the velocity v 0
along H,), In case of kj:~H,., (where H.,R~qk'(j)  Vm)) the propagation
rate of the signal is approximately equal to the velocity in the ideal
fluid. The authors thank Ye. F. Tkalich for discussions. Ya. I. Frenkell
(7,hTF,' XIVt 97, 1944) is mentioned. There are 24 referencesi 16 Soviet
and 6 nonSoviet. The three most important references to English
language publications read as followss I. N. Kapur, Appl. Sai. Res., A8,
198, 1959; T. Kakutani, J. Phys. Soc..Jap., 1j, 1316, 1960; W. E. Williams,
J. Fluid. Mech., 6, 321, 196o.
SUEMITTEM January 9, 1961
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SUBMITTED: January 9, 1961
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9 E032/E514
AUTHOR: Tkalich, V.S. (Sul4chumi)
TITLE: Stationary motions of hightemperature plasma
PERIODICAL: Akademiya nauk SSSR. Izvestiya. Otdeleniye
tekhnicheskikh nauk. Mekhanika i mashinostroyeniye,
no.2, 1962, 3037
TEXT: This paper is concerned with the theoretical aspects
of the insulaiting properties of a "magnetic wall". The first
section formulates the equations of motion for a particle in a
stationary electromagnetic field. Terms describing the inter
action at small distances are neglected. The second section is
concerned iiith a quantitative description of plasma (nonrelativ
istic) in a selfconsistent field. The presence of cyclic
coordinates is assumed and the generalized Maxwell distribution
function is derived. The analysis is then specialized to the
~woparametric and oneparametric stationary cases. In the final
section expressions are derived which may be used to estimate
the insulating efficiency of a magnetic grid. The paper is
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E032/E514
entirely theoretical, no numerical computations are reported.
ASSOCIATION: Fizilcotekhnicheskiy institut Akademii nauk
Gruzinskoy SSR
(Physicoteelinical Institute, Academy of Sciences,
Georgian SSR)
SUBIMITTED: April 24, 1961
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S/258/62/002/006/001/008
1006/1206
AUTTIOR: Tkalich, V.S, (Sukhumi)
TITLE., Thn steady stnte problem of ntignatohydrod7namics with
two coordinates Chapligin transformation
PERIODICAL: Inzhanornyy zhurnal. v.2, no,3' 1962, 4353
TEXT: The steady atqLte problom of tragnotohAirodynnmics with one
cyclic coordinate is considered. A cyclic coordincLte is defined as
a coordinate upon which presouro., entropy,, velocity, magnetic field
and Lam6 paAmeters of curvIlinear coordinate system are indepondent",
The principal symmatry integrals are deduced, By a. transformation 11
analogous to Chnpligin's transform, linear equations are derived fot,
the analogo of potential and stroam function.
SUBMITTED: Februnr7 S. 1961
S/179/62/000/005/002/012
F,032/E314
AUTjWlt; T __S _(Sukhumi)
TITLE: On the stationary problem of magnetic hydromechanics
in the twodimensional cn.9e; colliding streams of a
conducting liquid
PERIODICAL: Akademiya nauk SSSR. :Izvestiyn. Otdeleniye
teklinicheskikh nauk. * Mckbanika i mashinostroyen.iye,
no. 5. 1962, 32  38
TLXT: This paper is concerned with the magnetohydromechanics
of a nonideal conducting liquid. The analysis is concerned with
the stationary problem in the case where there is only one
SIquasicycl�c coordinate". The coordinat.e (x3) is defined as
IjqUaSiCyCliC" if the magnetic field 11 , the 3velocity Y and
the metric tensor gke are independenE Of x and the electric
field potential CI and the total pressure P are linear
'functions of it. The analysis begins with the GromskaLamb
equations. The conditions for the fact that the x coordinate
is quasicyclic and the ma.netic field and velocity vectors
are solenoida,11 aretheft allbstituted into these equations, leading
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On the stationary problen .... E012/rN4
formulae for the field and velocity coml)onents in curvilinear
form in terms of the generalized current functions. It is then
shIown that the g.ene~al 'partial differential eclitations for the
system include the id4ial liquid ns a special case. The case
where the medium is dissipative is then considered in the general
form and again it i6 s)1own that classical hydrodynamics is
incluoed ab a special case. .% class of solutions is obtained
in the casf: %%Iion the curvont functions satisfy the Helmholtz
equation ariLi an expr4!ssion is obtained for the analogue of tile
Bernouilli eqiiatian. ',:ext, it is assumed that the motion is
aliiost of the po,:ontial type arid expressions are derived for the
lift force and its rioment,which are generalizations of the
Chaplygin formulae and Zhukovskiy theorem. The final section is
concerned with two plane symmetric and uniformatinfinity
streams travelling in opposite directions against each other. it
is assuiiied that they are incompressible but conducting and that
there are no body forces. Under these assumptions the present
theory and the results of T.S. Soloi,.:al,:hova (Vestn. KGU, seriya 1,
Infat., melch., 1961, no. 1) are used to obtain expressions for the
comp,lex potential for c ch of the streams.
STJ1311ITTED: 14ay 18~, 1992
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5/040/62/026/001/011/023
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AUTHOR;. Tkalich, V.S. (Sukhumi)
TI'LE Twoparameter motion in magnetogasdynamics
(Gromeka and Chaplygin transforniationi
PMIODICAL: Mrademiya nauk SSSR. Otdeleniya telchnicheskikh nauk.
Prikladnaya matematika. i mekhanika, v. 26, no. 1, 1962,
96103
TEXP Starting with the system of equations of ideal magnetic gas dyna
mics of adiabatic motion, the twoparameter stationary case in absence
of electric field in the given direction is discussed. The author uses
the transformations of I.S. Gromeka (Ref. 2:Sobr. soch. Izdvo AN SSSR,
1952). To obtain the solution of equations of motion in the form of two
scalar equations in two unknown scalar functions, the first equation re
presenting the law of change of the 3rd component of velocity vortex..
and the 2nd equation giving the law of energy change per unit inass are
given. With the help of an additional assumption of the absence of
I/
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internal volume forces, the obtained solution is reduced to a canonical
system which is then transformed into a linear one, by means of C.A.
Chaplygin's (Ref. 15; 0 gazovykh strugakh (On Gaseous Streams), Gostekh_~z
dat, 1949) transformation. Basic physical properties of Chaplygin flows
so obtained are deduced. Motion in a longitudinal magnetic field is dis
cussed together with general gas dynamical properties, and finally the
motion in an arbitrarily directed magnetic field. The last isfound to
consist of several alternating zones of elliptic and hyperbolic flows.
In particular it was found that when the flow velocity is lower than the
thermal velocity, then hyperbolic flow is possible, while for the flow
velocity higher than thermal, elliptic. flow occurs. The author thanks
I.I. Nochevkina, N.V. Saltanov, K.P. Stanyukovich, E.F. Tkalich, F.I.
FrarLk1 (deceased) and I.M. Yurlyev for useful. criticisms. There are 24
referencesi 16 Sovietbloc and 8 nonSovietbloc. The 4 most recent re
ferences to the Englishlanguage publications read as fbllows~ J.N. Kapur,
Bull. Calcutta Math. Soc., 19591 no. 1, v. 51; L, Woltjer, Astrophys. J.,
1959, no. 2, v. 130; R.R, Long, J. Fluid Mech. 1960, no. 1, v,7i M.Z.
Krzywoblocki and J. Mutant, Acta Phys. Austriaca, 1960, no. 1, v,, 13.
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Twoparameter motion ... 0237/D304
ASSOUATION: FiziltoteklinichesIdy institut AN GI'LIZinskoy SSR
(PhysicoTechnical Institute AS Georgian SSR)
SUBMIfTED. October 20, 1961
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3 4~~ 0
, ~Ifj
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jq', b7 B104/B102
AUTHO;~t Tkalich, V. S., and Saltanov, N. V.
R
TITLE: Nonlinear Langmuir oscillations
PERIODICALs Zhurnal tekhnicheskoy fiziki, v.'32, no. 2, 1962, 15616o
TEXT: The authors study plane, cylindrical and spherical oscillationd of
an electron plasma with allowance for the electric force, the pressure
and frictional forces between the electrons and the surrounding ions and
neutral particles. The authors proceed from the system
'IV
0 VdV OP E  Vv,
at dr nmdr M (1)
WE JE
r11dr 4ne (n, n.), 4Tcenv 0.
where n is the number of electrons per unit volume, n 0 const is the
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Nonlinear Langmuir oscillations B104/BI02
number of ions per unit volume, P is the effective collision fr(, i_o, 
between electrons and heavy particles, k  0, 112 hold for plane,
cylindrical and spherical oases, respectively. Using Lagrange variables
the authors obtain
d2r _i Vdr _j 22r 41"~P C (ro)C 4re2
WtzW mnf)r M
dro (5)
from (1) where r is the running coordinate ofr the volume element,
_R2  4r n e2/m (k+1 q  I , TP, Or, r = N+q n(r )rkdrl, where and
0
r are arbitrary constants. The solutions of this differential equation
are correct if the trajectories of the electron volume elements
determined by them do not intersect each other. An intersection of t~l
trajectories would lead to the formation of shock waves. Several
examples rith nonintersecting trajectories are studied. For a cold
plasma (p  0) Abel's secondorder equation
Card 2A
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NonJinear LanL(muir oscillations B104/B102
ov
V I VV
rk (6)
is obtained from (5) with the aid of the independent variables r and r 0
For k  0 it is found that the oscillation period is independent of the
amplitude, the ion density and the frictional force:
C (r0)  11 
r= ARe cos((,)t4;), Q2  "2 (7)
122 4
v = QRe 2 sin%= _jvT
E Re 2CoS (U)t 4 B),
n (ro) 2
n n (r  4e [R'cos (wt t6) R6j'sin (wt"I?j)j
no
n(r 0) is the electron density distribution at t  0. The reiations
.ird 3/6
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.J/057/62/032/002/004/022
Nonlinear Langmuir oscillations B104/BI02
between R,(r, velocity and density distributions at the time t  0 are
v (r(,) =  QR sin
(,0) 2 (R cos
dro .
(9).
A sufficient condition for the nonintersection of the volume trajectories
is dv(r V2 dr J~ 1, 1. e., the distribution of v(r ) mdst be
1 01 0 0
sufficiently bomogeneous. For V = 0 (no friction) and on the condition
that the moti i of the electro, Cas is adiabatic (p d(r O)n",)
T=2 2n.Q2 dILd _da
2S0  Q210 4  .!It  2". f IL
I/ no J ilk IL(IJ)(k+J)I
IL Mtn
is derived for the period of the motion. For k ~ 0 the pressure is
approximated according to S. A. Chaplygin (Izbrannyye trudy po
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Nonlinear LanEmuir oscillations 3104/BI02
i matem:1tike. GITTL, M, 1954) with p = po  p,,n O/n, where p0and p*
are const:~nts. Thus the equation of motion (5) can be written as
d2r dr *2 d2,.
WI' v , 7t t Dr  c.dE2 ==,92~.
By separating the variables, particular solutions are obtained from
which conditions for the nonintersection of the trajectories are
derived. The larger the oscillation amplitudes, the smaller the
inhomoCeneity in the distribution of the physical quantities must be
a~, the beEinninfz in order that the various electron volume elements do
not intersect during their motion. The authors thLink A. G. Sitenko for
his intereot. There are 21 references: 18 Soviet and 3 nonSoviet.
The two references to EnglishlanLuuge publications read as folloy(sa
J. Mi. Dawson, Phys. Rev., 113, no. 2, 383, 1959; E. A. Jacktion. Phys.
of rluids, 3, no. 5, 831, 1960.
C:ird 5/6
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E202/E492
AUTHOR: Tkalich, V.S. (Moscow)
TITLE: Compression of plasma cord by longitudinal magnetic
field in the presence of shock wave
PERIODICAL: Akademiya nauk SSSR. Izvestiya. Otdeleniye
tekhnicheskikh nauk. Mekhanika 1 mashinostroyeniye,
no3, 1962, 1114
TEXT: A situation similar to that occurring in the thetapinch
installations is discussed. The growing external longitudinal
magnetic field constricts plasma with an axial magnetic field.
The plasma is formed as a result of the shock wave passing through
a stationary nonconducting gas in which there is also a
longitudinal magnetic field. The problem is formulated using the
fundamental M.H.D. equations and considering a radial motion of
plasma V. = (v,0,0) in a longitudinal magnetic field H = (O,O,H)
in a system of cylindrical coordinates r, 0, z. If 0 and z
are cyclic, a system of motion with homogeneous relative
deformations exists which was solved earlier by L.I.Sedo~r
(DAN SS~R, v.90, no5, 1953). Applying the latter solutions and
taking into consideration the high degree of ionization in the
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Compression of plasma cord ... E202/E492
vicinity of the shock wave, the author derives expressions for the
various states of plasma in parametric form, introducing an
auxiliary parameter E . This treatment is followed by a
detailed analysis of the motion of the shock wave relating the
coordinates of the latter with the coordinates of the pinch.
The work is concluded by formulating the initial and the boundary
conditions from which the necessary desiderata for the shock wave
to be effective are also deddeed.
ASSOCIATIONt Energeticheskiy institut AN SSSR
(Power Engineering Institute AS USSR)
SUBMITTED; may 8, 1961
Card 2/2
T e, t
y 5 ta en !)f A ~ I Kh  t
p of curront, I r,,T4 ri
P 7A'
'I ', 3 1 ",a
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sA A n,
rl 1;1,.
mp,
v wi p ri r? P ad m arr, the c 'nR a.,,d )f tho pa rt i t!,
Acc "
r  AP40"
for v negative and H Ifv and t,. vantah oii~ervLse. Iforc, a I F, a jp~a r:i e t r
ra or
10 i~aave ttle pltsImA tl)rck~gh a Surfac,
e s
1 T ng E. 7 1 z c i,~a s 1 ag V 0
v,' r.
AUTTIOR: V,; Tlialich.. V. S
if P j e, ni w, i v (2
SO U
hydrodvRanlic Ric, rnat ol vi 1 ve f 1, v
A 13 S T 11, 1) ~4 R E, 'i TI n,J
Li
T 1,
f T
I ~l 7
1,)r I, ;V are obtained
TKAI.Tf,tly Ye.F.~ YK.~IJCIIJ
sadya ta ti Zhur. LCL f
carrant fr.m n ri3ma,
L 3646966 9fPW/EWT(l) W/M
I ACC NRs
AT6ol6718 (N
SOURCE CODE: UR/0000/65/000/000/0045/0048
c
alce AN JlkcSSE (Institut giromekhaniki
TUTHOR: Nkalich, V. S.
TITLE: Continuous flow of a tb finite conductivity around a
half body
SOURCE: AN UkrSRR Gidrodinamike bollsbikb skorostey (High speed
hydrodynamics), no. 1. Kiev, Izdvo Naukova dumka,, 1965, 4548
TOPIC TAGS: fluid flow, beat conductivity, boundary layer theory, magnetic
field
ABSTRACT: The article considers the steady state problem for an
incompressible nonviscous fluid of finite conductivity with a single
cyclic coordinate, Using previously published results in a Cartesian
system of coordinates, the author finds the following class of thin
solutions: h 
H~&VEXe,+he3; UavExes'+ U'(0+2 e,
4nap]
bhaaui.
V~+ c vhxe,; O Hw . and t) v9mich othrillsc Here a Is a ,arametor Lreat(,r
"' I  1  I ... ~  I ~, ,  ~ * ; 1. * L, (I  ,, I  , t I . ,
. 7 : !. ~ ~ .;  ~ , ,  7 ,  1 1 1 1 r., ; ~1, I I .I , .
. .  2 . 1 .1 , ...,  ,
` A  ; "' ( _U"UTi)
, V L; W L L. 1 11 L ~:, J M f I 
1
" Gn steadystate symmetric nroblem , f hightemjyer~jture
Lierort r,respntzd at the 2nd AllUnIon Con~rec on I'heoretical
and Applied ZlechanIcs, Nloscow 29 Jan  5 F~b 64.
VASILIM, A.A.; TKALIN, I.M.; 61~7EYNSHIJABLR, M.B.
Line assembly of the movable parts of electric meters. Priborostror.nie
no4:2123 Ap 163. (IMRA 164)
(Aseembly"line methods)
PETROV, V.A., retsenzent;
SHTMISIR.'AYDER, M.B., inzh., nauchn. red.;
Ye. A. . red.
[Assemblyline production of electrical inotruments] ~:
tockmoe proizvodstvo alektricheskikh priborov. Moskwi,
Energiia, 1965. 343 p. (milifi, 18:7)
1. Zavod "Vibratorit , Leningrad (for Shteyw,,hnayder).
.1 1 , , i1i,./
'TSKY Favel I) a v! cl~ ~ (,P ) 14'
red 
t i
Tj,j aj!(7!rE, rll ~,f wind 6,
[mecharlizatLor, ", "I. ~l 'I Rlt:~ zat., I I
of electL, ~j  A
avt.(,r.ati zato
I's, a, Lnerg.iliy
TKALYA, A.
 ......  ,  ,  : ~~. .. I I
Issuing wages to fattening centers attached to sugar plants. Den.
i kred. 21 no.9:7374 S 163. (YL1RA 16:10)
1. Starshiy ekonomist Cherkasskoy oblastnoy kontory Gosbarika.
VERFEL, Jaroslav, inz.; TVillY, Zdenek, doc. inz. dr. CSc.
Sirld g of mcased ditcbes at the Nechranice Waterworks.
inz stavby 12 no. 2: 5462 F 164.
1. Geologicky pruzkur~, n.pep Brno.
TKM, Zdanak., dr.,, in%.,, C.Sc.
Percussion drilUng of deep boreholes. Rudy 11 no.4:110
116 Ap #636
1, Geologiclq pruzkum.% n.p*,,. Rmoo
I.T.KANY, Menek, (Jr. inz., nositel costneho odznakii "Nojlopsi pracovnik
geologicke sluzby"
Technology of boring by diamond bits. Geol pruskum 5 no.9:
262265 S 163,
1. Geologicky pruzkum, n.p., Brno.
TKANY, Zdenek., doe. dr. inz. kandidat technickyah ved
Work of the bit in percussion borLng. Geol pruzkum 6 no.Us
32~327 N 164.
1. Higher School of Technology, Brno.
JEDLICKA, Mdroslav9 inz., TKANY, Idenek, doe. inz. dr. CSc.
Sr,ahilizing sliding slope.9 by draining them by horizontal
boreholes, Inz stavby 13 no.3:107113 Mr 165.
1. Oeologicky pruzkum National Enterprise, Brno (for Jedlicka)
2. HIgher School of Technology, Brno (for Tkany).
MSH, M., SAMONOV, V; BORODIKO, 1. (Vorkuta, Komi ASSR); LOGACHEV, A.
.'~,(Iipetsk)
From the editor's mail. Sov. profsoiuzy 19 no.15j22 Ag 163.
(IURA 16:8)
1. Neshtatnyy instruktor gorodskogo komiteta Kommunisticheskoy
partii Rrainy, Krivoy Rog, Dneprope'trovskoy obl. (for Tkach).
2. Predsedatell rabochego komitata lesoptomyshlennogo khozyaystva
"Glavleskhozall, Maykop, Krasnodarskogo kraya (for Samsonov).
3. Neshtatnyye korrespondenty zhurnala "Sovetskiye profsoyuzy" (for
BorodIko, Logachav).
(Socialist competition)
L 199666 WT(m)/ba(h)
ACCESSION fiRS AP5020263 uR/0367/63/002/001/012!4/0130
AUTHORS Meshcheryakov._Yo A!j Remenov, L. Strokacb, P
TITLES Mechanism of emission of hard y quanta in the reaction x + n 4, x + y + N
SOURCE: Yadernaya Mika, v. 2, no. lp X965, 124X30
TOPIC TAGS: photon emiasionp pion proton interaction,, nuclear interaction,, pion
pion interaction
ABSTRACT: The authors analyze the mechanism of hardphoton emission when pions in
teract with nucleons. The contributions of different Feyman diagrams to the cross
section of this process are first analyzed., and it is shown by comparison with ex
perimental data that various contributions and interferences of the highorder dia,
gram can be neglected. FTom the experimental data on the reaction x + p
+ y + p the authors determine the interaction constant for the reaction y + It It
+ x Only the singlemeson di
j, ana find it to be equal to C2 = 0*9 1 0.5. agraw
are taken into account,, and the contribution of diagrams with reacattering are
neglected. Diagrams in which 7, quanta are emitted by nucleons are Likewise neg
lected. The solution of the dispersion equation for the amplitude of the process
in question is obtained in this paper as a function of only a single constantp
Card 1/2
fL 199666
Acassiw m Ap5o2o263
'which facilitates the anedysis of experimental data,, inasmuch as they are too
f two constants. "The authors thank B. M. Ponte
,,55 ocanty for the determination o
CQ=Qfor interest in the work and L. 1, lApidus for valuable hintsa" Orig. art.
4as: 3 figures and 22 formulae.
ASSOCIATION: ob"Yedinennn institut yadernykh ins'ledovaniy (joint institute of
Nuclear Research)
F  t% sn~
SUBMITTEM o4Dec& ENCM 00 SUB CODE: NP
NR MW 807: 005 OTHER: 005
CoM 2/2
NEDOLIVK09 L.Fjo, TKEBUCHAVAp G.I.
Case of osteopoecilia. Vest. rent. i rad. 36 no. 2:68 MrAp t61.
(MIRA 14:4)
(BORES.IDISEASES)
TMUCHAVA, G.I.
Leionwoma of the eBophagus. Vest.!&ir. 82 n0.2:6991 F 159.
(MIRA 12:2)
1. Iz khirurgicheakov kliniki usovershenstvovaniYa vrachey (nach.
prof. P.A. Kupriyanov) Voyennomeditainskoy ordena Lenina akademii
imeni S.M. Kirova. Adres avtora: Leningrad, pr. K. Marksa, d 7/8.
khirurgicheskaYa klinika usovershenstvovaniYa vrachey Voyennome
ditsinskoy akademli ordena Lenina im. S.I.T. Kirova.
CESOPHAGUS, neoplasms
leiomyoma. (Rua))
(IRIOMYOMA, case reports
asophaMs (Rus))
TKEBUCHAVA, G.I.
Perforation of the wall of the cecum by Ascaris. Vest. khir. 84
no. 2:125126 F 160. (HIRA 14:1)
1 (ASCARIDS AIM ASCARIASIS) (CFCUMDISFASES)
i, ''
I  I
t; .. V 1.;
TKELSHELASHVILI, N.D.
On the first Soviet electric locomotive. Ilak. i tepl. tiaga no.11:
22 N 157. (MIMA 10:11)
1. Mashinistinstruktor depo Khashuri Zakavkazaltoy dorogi.
(Electric locomotives)
TKEMAIADZE. LA*Cdeceased]
_____~ .
Precash reinforced concrete doublecurvature shells for roofs of
medium size. Trud7 nauch. korr. Inst. stroi. dela AN Gru2. SSR.
no.2:121124 '58. (MITIA 12:7)
(Roofs, Shell)
TMAUDZE, L.M.
.
Sffect of Pn raltrahlgh"requenc7 field on certain liver fi=tioas
In omparimontal hepat!*11a. Vop.klir.fizloter. I lech.fiz.kullt.
23 no.31268269 MyJe 158 (MW 11:7)
(LIVER)
(EL.r,V,TRICITYPHYSIOLOr,IC.~L MFYMT~
TMULADZE, L. M.
TMEMALADZE, L. M.  "Ibe Effect of an UltraF[ighFrequency Electrical
Field on Certain Furcticns of the Liver in &cperimental Hlepatitis.lt
Georgian State Fublishing House for Medical Literature. Tbilisi
State Mledical Inst. Tbilisi, 1955. (Dissertation for the Degree
of Candidate in Redical Sciences).
So.: Knizhnaya Letopis', No. 2, 1956.
ANANIASHVILIJI G,D.;jNP~ red,
[Fundamental principles of bioenergetics] Osnavnye polozhenUr
bioenergetiki. Tbilisi, Gos. izdvo "Sabehota Sakartvelo.," 1961.
124 P. (MIU 14: LI)
(Bioenergetics)
TKONALADZIE, N.M., prof.; APMONIME, L. I., ao,rlTr in2h,
L 1
Performance of the K52m cuttrloader on an ccal sean.
Ugoll 39 no.11:38 DI 164. (111RA 18:2)
TKEMALADZE, Nikolay Markozovich
(Principles of tho theory and calculati.ona of mino
transportation equipment] [Osnovy teorii i raschety rud
nichnykh transportnykh ustanovok. Tbilisi, Gos.izdvo
"TSodna"] Pt.l. 1963. 333 p. [In Georgian]
TK Itli 1Z E
Wy 48
Coal
Mining Methods
rA Fast Method of Excavating the Main Drifts of the
.'YugoVostoohnayal Mine in Tkibul," N. M. Tkemaladze,
Engr,2 pp
"Ugo11" No 5 (266)
Subject mines are being worked through two main
galleries. Describes dimensions of two drifts and
shows how they have aided in the exploitation of
this mine.
14SIlVENIYERADZE., D.M.; TOGONIDZE, V.R.; KVACIIAD7E, D.Ye.; SIIENGELIYA, L.T.;
DZILAPARIDZE, N.N.; CIIKIIEIDZE, V.V.; SACHAMLI, I.A.;IUI'MALAD7E, R.K.
Results of st*dying the compaction of loeqs by heavy tampers
in the city ot Rustavi. Trudy GPI [Gruz.] no.1:139144 163.
(MIRA 18:2)
TERAJADZE, Sh. G.
Cancer of the larynx In a 15yourold girl. Vent.otorin. 20
no.2:125 1frAp '58. (14IRA 12:11)
1. 1z kliniki, bolezney ukha, gorla I nosa (zav.  prof.S.N.
Khechinushvili) Thilieskogo instituta usovershenstvovaniya
vrachey.
(LARYNXGANCER)
 TWAIADZE . ordinator
Experimental study of the wound healing process following laryn
gectomy. Vebt. otorin. 22 no1:5559 JaF 160. (MIRA 14:5)
1. Iz kafedry bolezney ukha, gorla i nosa (zav.  prof. S.N.
Khechinashvili) Thilisskogo gosudarstvennogo instituta usovershenstvo
vaniya vrachey i kafedry topograficheskoy anatomii i operativnoy
khirurgii (zav.  prof. Sh.S.Toidze) Thillisskogo meditsinskogo
instituta.
(LAR M SURGERY)
KHECHIMASHVILI, S.M.; TOIDZI. Sh.S.; TKEMAIADZE, Sh.G.
Technic of stuture of pharyngeal defect in total lar7ngectomy. Test.
otoria. 18 no.3:4951 Myje '56. (WRA 9:8)
1. 1z kliniki bolezney ukha, gorla i nosa (zavo  prof. S.N.
Khechinaahvili) i kafedry topograficheskoyanatomii i operativnoy
khirurgii (zav.  prof. Sh.B.Toidze) Thilleakogo gosudarstvennogo
insituta usovershenstvovaniya vrachey.
(URYNX, surgery,
excia., total, pharyngeal suture (Rus))
TKEYIALADZE, Sh. G., Cand. Medic. Sol. (diss) "on Question of
Healing of Wounds After Goimplete Removal of Larynx, (~Merl
0 L 
mental and Clinical Observations," Tbilisi, 1961, 26 pp.
(Tbilisi Med. Inst.) 160 copies (KL Supp 1261, 289).
GEGESHIDZE,, G.A.;JIMHE NATISHVILI, A.G..,
red.izdva; GIORGADZE, O.N.,, red.izdva; TCDUA.. A.R.) tekhn.red.
(Continuous and automatic lines in.some enterpriBes of the
electric machinery industry in Georgia] Potochrqa i avtomati
chaskie linii na nekotorykh predpriiatiiakh elekbromashinostroi
tellnoi pron7shlennosti Gruzinskoi M. Tbilisi, Izdvo Akad.
nail Gruzinskoi SSR., 1960. 162 p. (MM 15:5)
(GeorgiaElectric machinery) (Automation)
dotsent
Concept of total power in a non:3y:az'',xicaI mulLip',.ase currarit not
work. Izv. vys. uchob. zav.; cn5rg. I') lio.83338 Ag 163.
OURA 16:9)
1. Gruzinskiy politelludeheskiy inu5l'itut imeni V.I.Lenina. Pred
stavlena kaft:droy elcktricheskikh sllantl3iy' sot'3y i Sistem.
(Eitactric notworks)
j 1, 1~
1114 T,
e
I.k vprerolo~ ii i Ierr%atolo
lillr!!,;ri of T.r:.~,,(
8(0) SOV/11259?2777
Translation from: Referativnyy zhurnal. Elektrotekhnika, 1959, Nr 2, p 72 (USSR)
AUTHOR; Tkeshelashvili, K.
TITLt: Computing the Stream Distribution by Successive Approximation Method
(K raschetu potokoraspredeleniya metodom posledovatel'nykh priblizheniy)
PERIODICAL: Izv. vyssh. uchebn. zavedeniy. Energetika, 1958, Nr 1, pp Z529
ABSTRACT: A modification of the successive approximation method is presented
suitable for determining the stream distribution in a complicated closed circuit
neglecting losses. To reduce the number of corrections and to quicken
convergence of the problem solution, a set of equations is considered that ties
the numerical values of corrections in various meshes. In a practical
application of the method, the calculations can be restricted to the third
correction. A numerical example is offered.
A.A. K.
Card I 11
ACC NR; A?7008868 SOURCE CODEt UR/0105/66/000/008/0095/0095
AUTHOR: Abelishvilit L, G.; AlItgauzen, A. P.; Daychar, M. Yu.; Gabashvilit
N. V.; Dididzel M. S.; Yefroymovich, Yu. Ye.; Notiyal A. K.; Yupradzej G, D.;
Furdiani, 1. S.; Notushil, A. V.; Nikollskiy, L. Ye.; Razmadze, Sh. ~L;
Svenchanskiy, A, D.; Smelyanskly, M. Ya.;_jka ~shvl 1
ORG: none
TITLE: Professor GrIgoriy Artemyovich Sisoyan (on his 70th birthday)
SOURCE: Elaktrichestvo, no. 8. 19660 95
TOPIC TAGS: electric engineering porsonnal, electric furnace, acadomic
personnel
SL3 CODE: 09
ABSTRACT: G. A. Sisoyan graduated from the Foscow Power Engineering Institute
In 1931. In 1932 he wont: to work at the Gcorginn Polytechnical Institute In
the theoretical and general electrical engineering department. Slsoyan has
worked and published many works in the area of electric furnaces. He has
also worked in the area of investigation of electric spark action. He has
published over 50 scientific works. He has also been active In university
level teaching. Orig. art. hast 1 figure. Lr.RSs 38,33CV
Jr
UVCt 621.16
TUSHELASHVILI, G.R., kand. taklin. nauk

t Ion of current distribution by means of consecutive
approximations. Izv. v7s. uchab. zav. ; energ. no. 1:2529 Ja'58.
(MIRA 11!7)
1. Gruzinaki7 ordens Trudovogo Krasnogo Zaameni politekhnicbeskty
inatitut Im. S.M.Kirova.
(Electric networks)
0 is 11 w 11 w ty 0if ait aa
)v 10 It R U1wil fail MIMPail 041 mom@
Q A. 1 L11A.MAM Ot 00 99
ASHVI I, '1Z  '41tKI410
:Oc
.00
00
n be
00 Farposgriya 1940, No, 2/3, 214,Om
Wah"d fraw Afft sev& pan Caucasian
shrub. R Ish Ivy comparatively rkb &0a
11 rill ZxAwwl" , a
In vitawla and so Its berries are poisonous a coifiv
owbitOoM quade Imm them Is my whokmmw and has aCOO
ruild l5pstive c(lem. Julian F. Smith
Lo
'.00
A 017ALLUVOICAL V171RAIL41 CLASSIFKATION,
goo"
80A
ad 0 K aIf It a a a 3v
to a Is a a 19 K KW nI
go r, 1,
0 * 0 0 410 101
00 0 0 : 0 0 : :91:
TKE3HELASHVILI, L. K.
TKESHEI&SHVILI, L. K.  "The Quantitative Diffusion and Rate of Res
toration of Phosphoryl Choline and Phosphoryl Ethanolamine in the Animal
Organsim." Georgian State Publishing House for Medical Literature.
Tbilisi State Medical Inst. Tbilisi. 1955. (Dissertation for the Degree
of Candidate of Medical Sciences)
SO: KajzhnAXa letopAUI, No. 4. Moscow, 1956
41:
F ,. ,  A ~;~ , ., ~ , I
 T~ .; !.,. z .1
TTIMSHIMASHMI, L, K,
"Quantitative Distribution of Phosphorylcholine and Phos
phorylethanolamine in the Animal Organism," by L. K.
Tkeshelashvili, Academy of Sciences Georgian SSR, Insti
tute of Physiology imeni I. S. Beritashvili, Tbilisi,
Soobshcheniya Akademii Nauk Gruzinskoy SSR, Tbilisi, Vol
17, No 8, 56, pp 711717
The author describes the methods used and results obtained in ex
periments conducted to determine the quantitative distribution of phos
phoric esters of choline and ethanolamine in the cerebrum and internal
organs of the animal organism. The experiments which were carried out on
rats, rabbits, and dogs established that phosphorylcholine and phosphory
lethanolamine were present in the animal organism in considerable quanti
ties, with phosphorylethanolamine predominating. The quantity of phos
phoryLcholine in the brain and internal organs of the animals varied from
2.2 to 14.35 milligrams in 100 grams of fresh tissue. Largest quantities
of it were found in the liver (rats and rabbits); lesser quantities were
found in the heart and kidneys. It was equally distributed in all parts
of the brain of the dog, with the exception of the cerebellum, where
phosphory1choline was present in smaller quantities. Phosphorylethano
lamine was found in considerable quantities in the spleen of rats and
rabbits, and.in the grey matter of the cerebral hemispheres of dogs in
quantities varying from 14 to 40 milligrams in 100 grams of fresh tissue.
EXCERPTA MEDIGA See 11 Vol 12/4 O.R.L. Apr 59
908. SINUS THROMBOSIS IN 33 YEARS (19211953) EXPERIENCE OF A
CLINIC (Hussian text)  Tkesbslashvili L. K.  SBORN.TRUD.TBIL.
MEDANST. 1957, 1 (173:1174)
3,462 case histories or patients suffering from inflammations of the middle ear are
analysed. Sinus thrombosis constitutes the most common intracranial complication.
It occurs 2.5 times more frequently in cases of chronic otitis than in cases of acute
otitis. The administration of sulphonamides and antibiotics has brought about a
lowering of the number of cases of sinus thrombosis but this does not exclude the
possible need for surgical treatment. References 40. (S)
USSR/Ifurnn and Animal Physiology. (Normal and Pathological)
If Metabolism. Metabolism of Lipids.
Abs Juar: Ref ZhurDiol., No 17, 1958, 79275.
Author Theshelashvili) L.K.
Inst
Title Rate of Renewal of Phosphorylcholine and Phosphoryl
ethanolanine in the Animal Organism.
Orig Pub: Soobshch AN GruzSSR, 1957, 18, No 4, 413419
Abstract: The rate of renewal of phosphoryleholine (I) and
phosphorylethanolwaine (II) was studied in the
brain, liver, spleen, kidneys, heart and skeletal
muscles of rats and rabbits, and in various sections
of the brain (grey and white matter of the cerebral
hemispheres, the cerebellum and myelencephalon) of
dogs to which Na2l'P'2 04 was introduced subcutaneously
Card 1/2
7
USSR/Ilfumn and Animl Physiology (Nomal and Path6loG~6J),
Metabolisn. Metabolian., of Lipids.
Abe Jour: Ref ZhurDiol.) No 17; 1958, 79275.
or suboccipitally. It was shown that the I and II
are renewed in unirzl organism at a rapid rate,
but differently in different organs. Relatively
the most specific activity (p32 in I and 11) of p32
in inorganic phosphate was found in the brain and
kidneys; the least, in the skeletal Lmscles. Fron
investigations of sections of the brain, the greatest
rate of turnover was noted in the white natter of
the brain.
Card 2/2
rV., anCj A.
"Applications Of PhOsphorous Esters of Choline, Ethanolaraine an(I Scrinf, to
Phospholipides Synthesis in Brain
0 "1
paper to be presented a4~ 211d UN Intl. ' Conf. on the praceful ilseg of Atomic
Energy, Geneva, 1  13 Sept 58.
TKESHELAS T.. M. , Cand Med Sci  (dies) A "Treatment of diaphysial
fractures of both bones of the forearm by intraoaseoua fixation."
Tbilisi, 1958. 25 pp (Tbilisi gate Med Inst), 200 copies (KL, 1558,
A
20119)
~G
L
0H
;g
39
.
1 13,1 P
AS
KOMI"% F.A&
Conversions of phosphoric eaters of choline, athanolamine, and
aerine in the brain. Ukr.biokhim.zhur. 31 no.6:913936 159.
(MIRA 13:5)
(CHOLM) (M%"OL) (BERINN)
O'S
:10
~~,AR ~ HIM
THESHELASHVILI L.K. (Tbilisi)
Changea in the mucous membrane of the pharynx during the
menstrual cycle. Zhur. ush.v nos. i gorl, bol. 23 no4:
6365 JlAg'63. (MIU 16tlO)
1. 1z kliniki bolezney ukhal gorla. i nosa (zave  prof* S.Ne
Khechinashvili) Thilisakogo instituta usovershonstvovaniya
vrachey i imllauchnois~ledovatellakogo inBtituta fiziologii
i patologii zhenshchiby.(zav.  prof. I.F.Zhordania [deceased]
Ministerstva zdravookhranoniya Gruzinskoy SSR.
(MENSTRUATION) (PHARYIAX)
KIPSHIDZE, N. N.; CHUMBURIM, T. 1. 1 J4*jWL.A.S ? t.'; TVIDDIANI, D.D.,*
_Rjq1Ij L.r
TORDFLII., M. V.; DUMBkDZP., Z. G.; SURNAME, N. S.; DIDE19ASIFILI, A. A.
Y
GAVAMSFVILI, N. N.
Studies on Cardiovascular System, some Biochemical,'Hematologic and
Haemostatic Blood Indications in Old Age. Clinical Cardiology
Gerontalogy, 6th International Congress, Copenhagen, Denmark
1116 August 1963
TKESHELASHVILI, L.K.; KOMLTIANI, P.A.
Studying biochemical transformations of phosphoryl serine in the
brain. Trudy Inst. fiziol. AN Gruz. SSR 12:163173 161.
MLL~i 15.2)
MUM (SEME)
TKESMMASHVILI9 L.M.; SIMONISHVILIs, A.Sh.
Internal fixation '1A tMeVams during childhocd. Soob. fill
Gruz. SSR 25 no. 3:35730 s 160. (MIRA 14: 1)
1. Tbilisskiy gosudarstvennyy iwtitut usovershenstvovaniya
vracheye Predstavleno akademikom K.D. Eristavi.
(INTEMAL FIXATION IN MWTupM)
TKESHELASE=, L.M.
Intraosseaus fixation in tubular bone fraotureB with a pin
made from a cowls horn, Trudy Thile GIDUV 6:3917405 162.
(MIRA 16:2)
(INTERVAL FIXATIMI B FRACTURES)