SCIENTIFIC ABSTRACT SEMYKINA, T.D. - SEN-ZHELEN, YE.S.

• Document Type: CREST
• Collection: Scientific Abstracts
• Document Number (FOIA) /ESDN (CREST): CIA-RDP86-00513R001547920010-2
• Release Decision: RIF
• Original Classification: S
• Document Page Count: 100
• Document Creation Date: November 2, 2016
• Document Release Date: August 9, 2001
• Sequence Number: 10
• Publication Date: December 31, 1967
• Content Type: SCIENTIFIC ABSTRACT

SHDMKIN, P.N.; SEMYAKINA, A.F. -
Effect of Go irradiation of sugar beet roots on their storage
quality and on seed yield. Sakh. prom. 32 no.4:52-55 AP r58-
(min 11:6)
LTSentrallnyy nauchno-isaledovatellskiy- institut sakharnoy
promyshlennosti.
(Sugar beets) (Cobalt isotopes)

. - - ; . - -- - - -
11 - I - - , 1-1~ r - - -
-1. 1. T-1 i . and K. A.
-, l3,-.'OVAYA, ~-:. -,.
"The 11 olarocrrai-hic Eethod ~)f Detecting Eetals in Lubricants" P 139, in the
.1
Morlogral-h "Investi-aLion and Use of I etrolewii iroducts", edited by N. G. Fuchkov,
Gostoptekhizdat, .'-ilis:,~ow-Leningrad, 1950.

SFMIYAN, A.I. [Semllian, 0.1.]
Natural transformation of river flood discharge and its determina-
tion. Geog. zbir. no.6:130-135 162. (WRA 15:9)
(Runoff)

SEMI? YU1 j 0. 1.
Hydrograph computation for noteworthy spring floods of the Dnieper
River near Kiev with channel storage calculations. Visti,
Inst. gidrol. i gidr. AN URSR 17:130-138"160. (MIRA 14:8)
(Dnieper River-Floods)

SEMIIYAN .7 0.1.
Effect of irregular velocity distribution in the stream on the
transformation of flood waves. Visti Inst. gidrolo i gidr.
AN URSR 17:139-143 160. (MIRA 14:8)
(Floods)

SZKYANISTYY, V.I.
44z---, - -
Parabolic congruences of straight
tenz. anal. no.10:259-268 '56o
(Congruences
lines. Trudy Sam. po vekt. i
WaA 10:3)
(Geometry))

SFJ(YARIS9!YY, V. I.
Groups of transformations associated with parabolic linear
congruences. Uch. zap. GGPI no.8-.42-56 '58- (MIRA 13:8)
(Transformations (Nathematice))
(Congruences (Geogetry))

,SBMYANISTYY, V-I-
I
Parabolic linear congruences and dual numbers. Uch. zap. GGPI .,.
no.8:57-64 158. (MIRA 13:8)
(Congruences (Geometry))

BRYKOV, A.I., SEKYANISTYY, V.I.
Concerni,ng.-N.N. Nikitin and A.I. Yetisov's new geometry textbook
for grades six through nine, published in 1956. Uch. zap. GGPI
no-8:99-106 '58. (MM 13:8)
(Geome try--Textb ooks)
(Nikitin, N.N.) (Petisav, A.I.).

85938
S/020/60/134/003/028/033XX
C111/ C 333
AUTHORs Semyanistyy, V. Z.
TITLE:-On Certain Integral Tansformations in Euclidean Space
PERIODICAL: Doklady Akademii nauk SSSR, 1960, Vol. 134, No. 3,
pp. 536-539 1(0
TEXT: The author introduces four integral transformatibns with a
generalized kernel in the n-dimensional Euclideanitppace R and
i,n
in the spacel~ of the hyperplanes of the R . The notat ns are
f n
taken from kRJ. 1,2).
Let the space Y consist of the-infinitely-differentiable functions
T(x) which vanish in the origin of coordinates-ind decrease at in-
finity more rapidly than an arbitrary power of r together with all
their derivatives. The topology is introduced in r~ by
(1) 1. u. b.x (r-p+rp) IDq rt(x) I Ip~0)112$ ... 9
-7-2
r qx12+ ... + Yn
where Dq is a differential operator of order q with respect to
Card 1/4

85938
S/020/60/134/003/028/033XX
C ill/ C 333
On Certain Integral Transformations in Euclidean Space
arbitrary arguments. With this topology Y becomes a complete
denumerable normed space of the type K M ~ , where
Mp = r-P + rp, M 0(0) = co . From ~ (x) N3 it f ollows r
The functional of the type rA is a multiplier in the-spac7
of the generalized functions over'y . Assume that = F- E
consists of the functions ~0(x) for which ^P(x) G V is a Fourier
transform. C~ consists-of all infinitely differentiable funct ions
which decrease at infinity more rapidly than any power of r to-
gether with their derivatives and are-orthogonal-to all polynomials.
is a complete space with-differintiable'translations. According
is an involutor in the
t (Ref. 2) the functional R F- ErAl
space t of the generalized fuLctions over~(~ . I. e.: in (P
a convolution operation with the generalized-function
RA . f -4 RA * f is defined. It is
-1
(2) R Rek~:: RX+ Ro = F l (X), *R_
= Ro (X) -
Card 2/ 4

85938
S'1/G2o/6o/i34/OO3/O28/033XX
C 111/ C 333
On Certain Integral Transformations in Euclidean Space
(2) shows that the operators RX * form an additive group of trans-
formations of the functions from with respect to the complex
parameter A The Laplace operator, its-powers and the operators
inverse to it belong to the group R-Xit ~ It is
2 +n A -n
(Y") q- for 0,2 .... and A / n,-n-2,..
n ;2 A
77
(3) R X(x) ~T r -2)
-A)' S(x.) for A=2k, k=O,l ....
(-1)k ' r2k 1n r for -n-2k,
n+2k-1 x n/2 r- n
2 (1 + k)kl k = 0,1,.
where 6 is the Laplace operator and the 6eneralized functions
r- n and r2k 1n r on ~ satisfy the same formulas as in the space
k of the finite infinitely differentiable functions (see (Ref.1)).
Card 3/4

85938
S/020/60/134/003/028/033xx
C ill/ C 333
On Certain Integral Transformations in Euclidean Space
The transformations of the second type transform the functions of the
hyperplanes into each other and form a group~which is analogous
to the transformation group of the first type. The transformations
of the third and fourth type also depend on A and are pairwise
dual, they transform functions of the points into functions of the
hyperplanes, and inversely.
These last transformations are used in order to write explicitly
the solution of the Radon problem (determination'of the function
from known integrals over the hyperplanes).
There are 2 Soviet references.
PRESENTED: May 9, 19607 by J, G, Petrovskiy, Academician
SUBMITTED: May 7, 1960
Card 4/4

! SDffANISTYY, V.I.
Some integral transformations in Aiclidean space. Dokl. AIT SSSR
134 no-3:536-539 S 160. (MITU 13:9)
1. Predstavleno abmd. I.G. Petrovskim.
(Functional analysis)

SEKUNISTYX., V. I.
~Homo~pne us functions and some problems of integral geometry in the
spaces of constant eurvatureo Dokle AN WSR 136 no.2z288-291 161*
(PaRA 14: .1)
1. Predstavleno akademikom I.G. Petrovskim.
(Geometry)

SEffANISTYY9 V.I.
Some integral transformations and integral geometry in elliptic
space. Trudy Sem.po vekt.i tenz.anal. no.12:397-44-1 163.
(MIRA 16:6)
(Geometry, Non-Euclidean) (Transformations (Mathematics))

SEMYA1111 IEJv P~- ;4-p - I . -
-;, - -
Unnecessary links in the administration structure. Tekst.prom. 18
no.4:4-5 Ap '58. (MIRA 11:4)
(Textile industry) (Industrial management)

SEMYANNIKOV, I.Ye., inzli.
Simplifying the procurement system for cotton gins. Tekst.
prom. 19 no.10:73-76 0 159. (MIRA 13:1)
(Cotton gins and ginning)

AUTHOR: S V DeruLy School lirector SOV/27-:
TITLE: Mechani%ers of Coal (Mekhanizatory uglya)
PERIODICAL: Professionallno-tekhnicheskoye obrazovaniye, 195F, Nr 12,
p 18 (USSR)
ABSTRACT: The 3uthor mentions the great t9aks assigned to the nation
in the theses of N.S. Khrushchev's reDort at the 21st Congress
of the KPSS. To carry out this huge program, workmen are re-
quired who are capable in modern engineering. Mining School
Dir 3 of the Stalino Oblast' is endeavoring to train such
workmen. The author lists some of the equipment used by the
school for practical training and emphasizes the good condi-
tions prevailing in the workshops.
There are 3 photos.
ASSOCIATION: Gornopromyshiennoye uchilishche Nr 3 Stalinskoy oblasti
(Mining School Nr 3 of the Stalino Oblast')
Card -1/1

,,A_ Mj AP5026740 GOUIME CODCt. UR/0286/65/000/01710016/0016
14,9
INVENTOR: Lelf chuk, S. Ivanova, _H. V',~LV~ ball Y~a.I.G;:Deceaised);
I. LSemyannikova. A. M.
,9
q,RG: none
TITLE: A method for producing 12, No. 1711185
SOURCE: Byulleten' izobreteniy i tovarnykh znakov, no. 17, 1965, 16
TOPIC TAGS: silane, dimethyldichlorosilane, silicone
ABSTRAM This Author's Certificate introduces a method for producing dimethyldi-
chlorosilane by interacting vethyl chloride with a silicon-copper alloy treated with
a cadmium compound. The product yield is increased by using eadmium'chloride;in the
amount of 4.3% of the weight'of the alloy and subjecting the processed alloy to ther-
mal treatment at 1800C.
UDC: 547.419.5.07
SUB CODE: GCPOC/ SUBM DAM 270ct62/ ORIG REr: ooo// OTH FXF: ODO
Card 1/1
v:

SWUM'[, A., inzh.
Ways of reducing the cost of construction and operation of storage
bins for potatoes. Sov. torg. 33 n0-7.23-24 Jl '59.
(Potatoes-Storage) (MIRA 12:9)

SEEMIYANCY., A..N., -inzli.
Pneumatic frame for assembling sectional wooden constructions.
Der. prom. 12 no.9:22-23 S 163. (NIRA 16:10)
1. Leningradskiy vagonostroiteltnvy zavod im. I.Ye.Yegorova.

,-,--SEMIYANOV, A.H., inzh.
Universal joiner's bench for assembling frame structures. Gor. khoz.
Hook. 37 no.11:36-37 N 163. (MIRA 17:1)
1. Leningradskiy vagonostroitelInyy zavod imeni I.Ye. Yegorova.

SURABY.M12 YE. 3-161 -A V.
Boilers
Washing the heating surfaces of toiler U_nit3 in operation. Za ekon. tep.9 n9.4:33-34 Ap 152
Monthly List of Russian Accessions,-Library of Congress, july 1952. Unclassified.

_~F~~?.YANPV V. aspi-rant
Pre3ervation of ladybrds in the chemical treatment of orchards.
Zashch. rast. ot vred. i bol. 10 no.6.-20-21 165. (MIRA 18:7)
1. Leningradskiy sovet narodnogo kho--yaystva.

SEMYANOVSKIY, F., starshiy ley-tenant
In the sector of "contamination." Starsh.-serzh. no.10:20 0
,61. (YURA 15:2)
(Chemical warfare--Safety measures) (Radioactivity--Safety measures)

SEWIMIGVSKIY, ~,j, starshiy leytenant
On the way to the congress of youth. Starsh.-Berzh. no.3:4-5
Mr 162. (MIU 15-4)
1. Vneshtatnyy korrespondent zhurnala "Starahina-serzhmt".
(Communist Youth League) (Military education)

1, SmAylOVSKIY, V.
2. USSR (600)-
4. Mwing-Picture Proiectioll
7. Determination of the type of current.
Kin=ekhanik. NO-9, 1952
9. Monthly List of Russian Accessions, Library of Congress, Jamiary 1953. Unclassified.

2. USSR (600)
4. Potentiometer
7. Potentiometer in the chain of a sound recorder. Kinomekhani No. 10,, 1952.
9. Monthly List of Russian Accessions, Library of Congress, Februar7 -1953. Unclassified.

SEMYANOVSKIY, V., kinomekhanik (Uzin, KiyevBkaya oblast').
Elimination of oil leaks in projectors. Kinomekhanik no.11:35 H '53.
(MLHA 6:11)
(Moving-picture projectors)

SEMYPIIOVSKIYJP V., )R:tarshiy leytenant
Ancestors, fathers, soldiers of our days. Starsh.-serzh. no.9:
20 S 162. (MHU 15: 11)
(Borodino, Battle of, 1812)
(Bor-odino-World War, 1939-1945)

AUTHOR: Semyashkin, E.M.,, Pastgraduat-e 8-bident,

TITLE:
Determination of
Radiation Capacity Factor of
Surfaces on the Basis of Regular Heat Process Theory
(Opredeleniye koeffitslyenta lucheispuskatellnoy
sposobnosti
overkhnostey Tia osnove teorii regulyar-
nogo rezhima
~
PERIODICAL: Izvestiya v-jrsshikh uchebnyffih zavedeniy -
Priborostroyeniye, 1958, Ni~ 1, pp 116-1.22 (USSR)
ABSTRACT; Several methods of determii,ing radiation capacity
factors give good results ')ut require complex equipment
and highly qualified handlAng. GAA.Kondratfyev vorked
out a comparative method aii the theory of the regular
heat process but it needs uorsiderable improvement.
The paper first explains t'-.e':Ldea of this method. then
describes the experiment a.,, follows: Two smallish
metal objpqts identical in fcvm and dimension must be
selected, one of which has a thin coating of material
Card 1/2 with known radiation capacity. Their rate-of cooling

Determination of the Radiation Capacity Factor of Surfaces on rhE
Basis of hegular Heat Process Theory
must be measured and, given their heat capacities, the
unknov,-n radiation surface capacity of the second object
can be ascertained accorLing to the proposed formula.
The test equipment is described with voiumetric tech-
nique and the processing,of the test material; further
the author describes the selection of time intervals
between readings, when determining the cooling curves.
]he results obtained make it possible to select the
optimum time interval when measuring rates of cooling
under conditions of an intense thermal exchange, in
cases where only 2 points can be fixed during the
entire cooling period. There are 3 graphs, 1 circuit
diagram, 1 figure and .2 Soviet references.
ASSOCIATION: Loningradskiy institut tochnoy mekhaniki i optiki
(Leningrad Institute of Fine Mechanics and Optics)
Card 2/2

66194
2 j4, 76 00 SOV/146-59-2-21/23
AUTHOR: Semyashkin, E.M., Engineer
TITLE: Research of True Heat Capacity of Materials by Me-
thod of Regular Conditions
PERIODICAL: Izvestiya vysshikh uchebnykh zavedeniy - priborostroy-
eniye, 1959, Nr 2, pp 139-146 (USSR)
ABSTRACT: Notwithstanding its simplicity and quickness, the
method of true heat capacity determination under re-
gular conditions has a very limited field of applic-
ation, this being due to the instability of results
obtained, on the one hand, and the possibility of
heat capacity determination only at the temperature
of the surrounding medium, on the other hand. The
method of determining.
the regular cooling rate m
.
depending on the temperature pressure J allows eli-
mination of these shortcomings and applying the ca-
lorimeter method for establishing the temperature
dependence of true heat-capacity of materials. Con-
sidering the cooling off of two cylinders one of
Card 1/5 which is fashioned from a material with thermal pro-
LK

66194
SOV/146-59-2-21/23
Research of True Heat Capacity of Materials by Method of Regular
rionditions
perties known, and the other is a thin-walled shell
filled with a substance the specific heat of which
has to be determined, the expression for the full
heat capacity of researched material is Cx = 0 x Px
=qix(fN-cn - cl), where cx is specific heat of re-
Mx 1
searched material; C n and C - are respectively
full heat capacities of the standard gauge and that
of the thin-walled cylinder; m and m - cooling
rates of the gauge and that of qhe cylfnder contain-
ing the powder; P - weight of researched material;
V - criterion characterizing the field temperature
Aevenness in the povider. The above formula is valid
under the assumption that the outside dimensions and
the form of cylinders are the same, that the radia-
tion coefficient of their outside surfaces is one
and the same, and that both cylinders are cooled off
bard 2/5 under the same conditions. At small values of the

66194
SOV/146-59-2-21/23
Research of True Heat Capacity of Materials by Method of Regular
Conditions
heat pressure, it is possible to realize such condi-
tions when Y is equal to 1. Consequently, in
order to compete cx , it is necessary to determine
the values mN and mx . Heat capacities On and C
are determined by multiplication of respective
weights by the specific heat of materials of which
the standard gauge and the hollow cylinder are made.
In Table 1, dependence between H and W is given; H
is universal criterion the value of which is expres-
sed by formula k where k - is coeffi-
H Ks
V
cient of the solid's form; coefficient of so-
lid's heat conductivity; v volume of the solid;
cx - its temperature conductivity. The author de-
scribes how the experiment of determining the heat
capacity of armco iron (technically pure irons was
carEied out. The temperature interval was 20 to
Card 5 150 0. Geometrical parameters of copper microcalori-

66194
SOV/146-59-2-21/23
ZIL~s-earch of True Heat Capacity of Materials by Method of Regular
Conditions
meter were: d= 12 mm; 1 = 17 mm; K = 4.gO 10-6 m2
dX = 11.6 mm; lX = 16.6 mm; VX = 1.~5.10- 0.
Weights: FN = 19.4.10-3 kg; PI = 2.07.10--3 kg;
Px = 5.08.10-3 kg. Dependence graph mx = mX (S) is
0
given in Fig 1. Table 2 shows approximate value
0X of researched material at YX = 1; values mN and
Mx are taken from respective graphs given in Fig 1.
Specific heat of copper Cn is Cn = 0.0926 + 0.208.10-4
t; temperature G of the medium is 21 00, consequent-
ly C, = t - 210C. From Table 2 values CX9 Cl and AX
1 3
are taken: C = 0.20.10 kcal/oC; CX = 0.62.10
kcal/OC; kx = 0.25 kcal/m.houroC. In this case,
HX = 0.161 m Ncn. Recommended by the Kafedra teplo-

66194
SOV/146-59-2-21/23
Research of True Heat Capacity of Materials by Method of Regular
Conditions
vyk11 i kontrollno-izmeritellnykh priborov (Chair of
Therml- wid Contiol-Measuring Devices). There are 4 graphs,
3 tables and 6 Soviet references.
ASSOCIATION: Leningradskiy institut tochnoy -mekhaniki i optiki
(Leningrad Institute of Precision Mechdnics and
Optics)
SUBMITTED: February 14, 1959
Card 5/5

06 11.12 84138
S/058/60/000/007/003/014
A ?z-'P'q A005/AO01 -
Translation from: Referativnyy zhurnal, Fizika, 1960, No. 7, P4 139, # 16772
AUTHOR- Semyashkin, E. M,
TITLE, On the Choice of Overheating Temperature of a Body at Experiments by
the Regular Mode Methods Under Natural Air Convection Conditions
PERIODICAL: Nauchn. tr. Leningr. in-t tochnoy mekhan. i optiki, 1959, No. 37,
pp. 39-42
TEXT. A linear correlation between the logarithm of temperature and time
must take place, according to the theory, in regular mode operation. However,
curved lines are found, as a rule, in the corresponding graphs instead of straight.
lines when cooling under free air convection conditions. To investigate the
causes of this phenomenon, experiments were performed by measuring the heat
emission coefficient of a cubic copper chamber with 50-cm edge length and 1-mm
wall thickness. It turned out that the heat emission coefficient depends
essentially on the overheating magnitude and varies by more than two times when
the overheating changes from I to 80 0C. The curvature of the semilogar-ithmic
grap
Card 1/2

84138
S/058/60/000/007/003/014
AOO5/AOO1
On the Choice of Overheating Temperature of a Body at Experiments by the
Regular Mode Methods Under Natural Air Convection Conditions
graph of cooling is quantitatively explicable in -this case by the correlation
mentioned. It is recommended to use larger ('71, 500C) differences in temperature
when operating with the regular cooling method under the conditions of free
Convection in air, because the dependence of the"heat emission coefficient or-,
the temperature difference shows a maximum for small differences.
L. P. Filippov
Translator's note; This is the full translation of the original Russian
abstract,
Card 2/2

SEI-YAS-HIKE, E. 2.1. Cf.,nd Tech Sci -- "Leasurment of the coefficien-u 01' --eet
emission, heA caoacity_ methods of
ro(;in,,." Lon, 1960 (Iiiii of Higher end Secondary Specialized :Eduz~-tion
RSFS?. I.Pri Technoloiic.-Il Inst of Refrigerv.-tion Industry). OU, 1-61, 197)
-241-

32972
S/14 61/004/00-0/018/020
D221YD301
AUTHOR: "eyas_~k~i n
TITLE: Investigating the coefficient of heat transfer of li-
mited cylinders, in conditions of free convection
PERIODICAL: Izvestiya vysshikh uchebnykh zavedeniy. Priborostro-
yeniye, v. 4, no. 6, 1961, 140-150
TEXT: A description is given of investigations for obtaining a
general empirical equation of the convective component in the heat
transfer coefficiento(_,., with regard to bounded cylinders cooled
by natural convection. The coefficient of heat transfer is a func-
tion of many parameters, including the diameter of the cylinder
and the ratio of length of diameter 1 . The author's method per-
j
mits calculation within a wide range of temperatures in a short
time. The experiments were carried out at normal pressure in a
chamber with air at rest. The temperature difference between the
surface of specimen and the medium was determined by a thermocouple
Card 1/ 5

32972
S/146/61/004/0006/018/020
Investigating the coefficient D221/D301
whose e.m.f. was measured by a mirror galvanometer. A transportable
oven was used for heating the specimens, without removing the ther-
mocouple. The accuracy measurements is strongly affected by fixing
and, therefore, special attention was paid to fixing the specimens.
The cooling curve is found directly from the experiment; then the
dependence of the total heat transfer coefficiento(, on temperature
0 is determined theradiative component ofo(_is eliminated and the
graph ofC=4Xc(0~ remains. The radiati-ve component can be determined
by calculation, if the absorption. coefficien't of the surface of the
cylinder is known. Eq)erimenfs haire shown that the absorption co-
efficient of the brass surfae-~ of the specimens is practically in-
dependent of temperature in the inter-al 300C - 1400C and is equal
to 0.18. The author gives an analysiZ of the results, based on the
theory of physical similqrity. The relation between the criteria
of similarity and 11/d ie supposed +o be
Card 2/5
Nu 1/d = B(GrPr )n

32972
S/146/61/004/006/018/020
Investigating the coefficient ... D221/D301
and Gr and Pr are criteria of Grashoff and Prandtl. The diameter
of cylinder d is chosen as the determining dimension. The graph of
Num 1/d = f(GrPr) consists of parallel straight lines and the coe'L-
ficient n is found as the averaged tangent of inclination of -the
lines: n = 0.215. The coefficient B depends on d, 1/d and the po-
sition of the specimen, The author gives empirical formulae deduced
from the experimental data for horizontal and vertical cylinders;
the error of these formulae with respect to the data is 3 to 5%.
For the purposes of practical computation, the author expresses the
formulae in terms of 4 quantities and gives a graph of the latter
as functions of d. The formulae for infinitely long cylinders do
not give the dependence of the heat transfer coefficient on 1/d
and are not applicable to small cylinders. When 1/d >5, the Grif-
fith-Davis' formula gives the most accurate results. On the basis
of the theory of analogy the author affirms that the equations ob-
tained are valid also for other gas media if the conditions
Card 3/5

Investigating the coefficient ...
3 mm < d