SCIENTIFIC ABSTRACT KOLESOV, V.P. - KOLESOVOVA

• Document Type: CREST
• Collection: Scientific Abstracts
• Document Number (FOIA) /ESDN (CREST): CIA-RDP86-00513R000723820011-7
• Release Decision: RIF
• Original Classification: S
• Document Page Count: 100
• Document Creation Date: November 2, 2016
• Document Release Date: September 18, 2001
• Sequence Number: 11
• Publication Date: December 31, 1967
• Content Type: SCIENTIFIC ABSTRACT

KOLESOV ZENKGVP LD,; SKURATOV, S.M.
St=dard enthalpy of:the formation of tetrafluoroethylene.
Zhur, fiz. khim. 36 no.lt89-92 Jrx 162, (Kft 16:8)
1. lloskovskiy gosudarstvennyy universitet, im. M.T, Umonosova,
TamokhiAtcheskaya laboratoriya im. V,F. Luginina.
(Ethylene) (Enthalpy)

N
N
KOLESOV V P.; PAUKOV, I*Ye.; SKURATOV, S.M.; Prinimali uchastiyes
SHI-YMI; ;-VREGIN, E.AG
Variation of the isobaric and isothermal potential in the
polymerizaLtion of lactame under standardized conditions. 2hur.
fizi khim.:.,36 n0,4:770-779 Ap 162. (MIn 15:6)
1. Moskovskiy - sudarstvennyy universitet'imeni Lomonosova.
90
(LaAams"Therm'al properties) (Polymerization)

SEA,
KOIESOV, V P.; ZENKOV,, I.D.; ALEKH N, S.P.; SKURATOV, S.M.
Hermetic calorimeter with magnetic stirrer. Zhur. fiz. khim.
36 no.4:910-912 Ap 162. (MM -15t6)
1. Hookovskiy gosudaretvannyy universitat imeni Lomonosova.
(Calorimeters)

!~Ov, V.P.; MPYTYNOV, AJL; SHTEIMER, S-M.; SKIWTIOV9 ~i-M-
Standard enthalpy of formation of 1,1-difluoroethylene and
trifluoroetbylene. Zhur. fiz. kbim. .16 no.9:2078-4'081 S 162,
( M,, 17 t 6)
1. Moskovskiy gosudarstvennyy wnlveraite~ irteni Lomonosova.

xoixsov~ V.P,, ZENIKOV, I.D.- SKURATOV, S.M.
St-andard enthalpy of formation of chlorotrifluororciethane and
dichlorodifluoromethane. Zhur. fiz. khlm. 36 no.9;2082.,2084
S, 162. (MIRA 17-6)
1. Iloskovskiy gosudarstvenn~-/ univeraitet Jmeni Nmonosova.

SEREGIN, E.A.; KOLESOV.. V.P.; BELIKOVA, N.A,; SKURATOV, S.14.; FLATE, A.F,
Heat capacity at low temperatures and thermodynamic functions
of endo- and exo-2-eyano-bioyclci--(202,1)-haptane. DOkl.AN SSSR
145 no.3:580-583 Jl 162o (MIRA 15:7)
1, Moskovskiy gosudarstvennyy universitet imeni M*V,Lomowsova,
Predstavleno akademikom B.A.FAzanskim.
(Bicycloheptans) (Heat capacity)

KOLESOV, V.P.; SEREGTII,-..E.'A-; SKURATOV, S.M.
Adiabstic,caloriuster.of small volume.for the determination
of true heat capacities within the temperatare-range of 12
to 3400K. Zhur. fizo khim..,* no.31647-651 Mr '62.
~HIRA 17:8)
1, Moskovskiy gosudarstvanMy universitet imeni Lomonosova.

K_QJ_E,SOII V.11 MARTYNOV, A.M.; SKURATOV, S.M.
4-t~~
Standard enthalpy of formation of 1, 1, I-Ii-Irifluoroethare. aur.
fiz. khim. 39 no.2,435-437 F 165. (MIRA 1894)
1. Moskovskiy gosadarstvennyy universitet imeni Lomonogava.

KOLESOV V P ZENKOV,, I.D.; SKURAMV,, S.M.
Standardenthalpy-offormation of chlorotrifluorootbylene. Zhur.
fiz.khim. 37 no.1:224-225 Ja 163. (MM 17:3)
L Nbskovskly gosudaretvannyy universitet imeni 14monosova.

SKURATOV, S,H.;~~Omsov T0p0
Second All-Unton Confarence,on Calorimetry~ Zhur,fiz,khim. 37 noJO:
2379-2383 0 1.63, (MIR& 11:2)

SKURA'10V, Sergey I-Iikhaylovich; KOLESOT, Viktor Petrovich;
VOROBIYEV, Adollf Fedorc~ifc-h-,--SO'KOWV,-T.A.7,'--ziiu-cbn. red.;
KOROBTSOVA, N.A... red.
(Themochemistry) Temokhimiia, Moskva,, Izd-vo Mosk. univ,
Pt.l. [General data on thermometry and calorimetryl Obshchie
svedeniia o termometrii i kalorimetrii. 1964. 301 P.
(MIRA 17: 5)

KOLESOV, V.P.
Second All-Union Conference on Calorimetryi Teplofiz.
vys. temp. 1 no.2:323-325 S-0163. ;~ (MIRA l7s5)

SNOMIN, E.A.: GOROSHKO, N.N.; KOLESOV. V.Po: BMKOVA; N.A.; SKURATOV,
S.M.; kATE, A.F.
Heat capacity at low temperabires and the thermodynamic functions
of endo- and exo-2-methyl-'oicyolo-(2,2,1)-heptanes. Dokl. AN
SSSR 159 no.6tl381-1384 D 164 (MIRA 181l)

MEDVEDEVI V.A.; YUNGMAN--p VOS VOROBIYEV~ A.F.; GURVICH, L.V.;
REV; S
DEMO, GOA., I~'KIY, L.A. ;jOLESOV. V.P.,;
GALICHMO, G.L..-'KHODNIEV, Yu.S.; ZOV, G.A.;
SOKOLM V.B.; 6ROKEOV,.L.W.; MONAYEIIKOVA~ A.S.;
KOIHAROVi, A.F.; VEYTS, I.V.; YUIUOV, G.N.; IIAUNKOV, G.G.;
IIIPWOVA, N.L.; GLUSRKO, V.P.g abAemik, otv. red.;
MHHULOV~, V.V. re4d.3 WAPETIYANTS, M.Kh., red.
(Thermal constants of substances; reference book in ten
numbers] Termiolieskie konstanty veshchestva; spravochrdk
v desiati vypuakakh. Moskva, Vo.l. 1965. 14.4 p.
(MIRA 18.-7)
1. Moscow. Vsesoyuznyy institut. nauchnoy i tekhnichoskoy
informateii.

KOIESOV, V.P.; ZENKOV, I.D.; SKURATOV, S.M.
Standard enthalpy of formation of 2,2,2-trifluoroethanol.
Zhur. fiz. khim. 39 no.10:2474-2476 0 165.
(MIRA 18 - 12)
1. Moskovskiy gosudarstvennyy universitet imeni Lomonosova.
Submitted July 13~ 1964.

BELOUSOV, M.S., kand. ekon. nauk, dots.; VORONIN, M.G., kand. ekon.
nauk; DIRIDUKOV, G.S., kand. ekon. nauh-p dots.; KAMKSHANGVq
P.I., kand. ekon. nauk; LOM-SQ-V,,,-,V..,S.I.KUPRIYENKO, A.N.,,
kand. ekon. nauk,- PENIKOV, Ye.G., kand. ekon. nauk, dots.,*
SOLONEVICH, F.F..,Prinimal uc~Astiye SMORODIN, M.80;
MUKRINp N.A., rotsenzant; FEDOTOV, G.N.p ratuanzent;
STARCHAKOVAI I.I.p red.; KIRMZOVA, N.Sh., red.; MELRISH,
D.M., telkhn, red,
(Accounting in commerce) Bukhgalterskii ucbet v torgovle.
(Ely] M.S.Belousov i dr. Moskva, Gostorgizdat,, 1963. 528 p.
(MIRA 17:1)
1. Prepodavateli kafedry bukbgalterskogo ucheta Moskovskogo
instituta narodnogo khozyaystva im. G.V.Plekhanova(for
Belousov, Voronin.. Dundukov, Kanqshanov, Kolesov.. Kupriyenko.,
Penlkov., Solonevich). 2. GlavrWy bukhgalter Soyuza potrebi-
tellskikhobshchestv RSFSR (for Fedotov).

33002
S/641/61/000/000/029/033
B102/Bl3e
AUTHORS: Yermakov, S. M., Kolesov, V. Ye., Marchuk, G. I.
TITLE: A numerical method for solving the Sohr6dinger equation with
a blurre4d potential
SOURCE: Krupchitskiy, P. A., ed. Neytronnaya fizika; sbornik statey.
Moscow, 1961, 314- 323
TEXT: If square-well potential or oscillator potential are assumed in
shell-model calculations, the problems can be solved analytically. -The
results, however, will be in vorse agreement with experiment than for
blurred potentials. A method is described for calculating both the
nuclear energy levels and the crone sections. The potential V(r) can be
any shape, and have a zero singularity. In scattering problems it may be
complex. In the usual way the boundary-value problem
'Pu Lr) + B (r) u (r) x2u (r),
dr2
U(O)=O, U((
Card 1/ 6

33002
3/641/61/000/000/029/033
A numerical method for solving... B102/B136
is assumed to have a non-vanishing solution, and
B(r)~ -U(r LO (2)
U (r) ~ Zis V (r). X2 21n JEJ, E