SCIENTIFIC ABSTRACT SHEVELKOV, V.L. - SHEVENKO, L.I.

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CIA-RDP86-00513R001549320004-3
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December 31, 1967
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SCIENTIFIC ABSTRACT
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S~OIEELIHOV, V. L. "Determination of the Termerature Field in an Isotropic .-edium in Frmt of a 'Mo,,dmg Source of Heat," Zhur. Tekh. Fiz., 16, No.2, 19405; Mbr., Chair of Physics, Moscm TechnoloAcall Ins-,',-. Food Industi-1, -1945-- SHEVELIKOV, V.L., DOCENT DOC TECH SCI Dissertation: "Methods for Determination of the Thermophysical Properties of Metals Based on Nonstationary.Thermal Conditions." 26 Mv 49 Moscow ~;hemico-technological Inst of Meat Industx7. SO Vecheryaya Moskva Sum 71 ~) (~- v :,- L- , A --e', ~/ it/, L Category USSR/Atomic and Molecula Physics - Heat Abs Jour Ref Zhur - Fizika, No 2, 1957 No 3503 Author Shevellkov, V.L. Title Methods of Analytical Determination of the Temperature of Isotropic Materials Orig Pub Tr. Mosk. tekhnol. in-ta myas. i moloch. prom-sti, 1956, vyp. 6, 151-155 Abstract No abstract D-4 Card 1/1 SHEVELIKOV, V.L., doktor takhnichaskikh nauk, professor. --------- """Mmft~ Drying improves the quality of produce. Hauka i pered.op.v sellkhoz. ? no.7:65-66 J1 '57. (MLRA 10:8) (Farm produce--Drying) -- , j . " jj~ - '-,- - ", % I. -j ! . . - SHMLIKOV V.L. nuz-z~ - , - Study of the thermal characteristics of wet instilating materials. Trudy MTIPP no.8:170-179 157. (MIM 10:12) (Insulating mnterials) c I" I.IE C..- sr.d Technical conferenco t5n Intensification the quality of materials..in drying. .7 ,7 Y7 51 . ( MT-Rh Ic : 4,; 11 Kc-nitGtp- po sushke pri Tse a c,.vaznom ;--eta obehchestv. Dryir;,-,-,--Con&re sses) PHASE I BOOK EXPLOITATION 1095 Shevellkov, Vasiliy Leonelyevich . ....... .. . Teplofizipheskiye kharakteristiki izolyatsionnykh materialov (Thermo.- physical Characteristics of Insulating Materials) Moo'cow, Gos-- energoizdat, 1958. 95 p. 6,450 copies printed. Ed.: Slnellnikova, L.N.; Tech. Ed.: Voronin, K.P. PURPOSE: This book is intended for technical workers, heatengi- neers and heat-engineering students. COVERAGE: The author examines the most important characteristic's of heat-insulatin~; materials and methods, for experi~mental determina- tion of their thermophysical coefficients. The book is based on the contemporary theory of-heat and mass transfer processes of bound matter in capillary and porous bodies. No personalities are mentioned. There are 293 references of which 2.20 are Soviet, 46 English, 19 German,, 5 French, and 3 Italian. CarAaa~~ SHIFRIN, M.A., kand.talchn.nauk (g.1-loskva); SHAPOVALOV, I.S., inzh.; KUROGHKIN, M.; YERSHOV, A.V., starshiy nauchnyy sotrudnik; SEVIELIKOV, V.L., prof., doktor tekhn.nauk Heat engineering standards and regulations in construction should be revised. Inzh.-fiz. zhur. 4 no.9:120-126 S 161. (MIRA 14:8) 1. Issledovatellskiy institut eksperimentallnogo proyektiro- -vaniya jUmdemii stroitellstva i arkhitektury SSSR (for Shapovalov). 2. TSentrailnyy institut nauchnoy informatsii po Btroitellstvu i arkhitekture Akademii stroitel'stva i arkhitektury SSSR (for Kurochkin). 3. Nauchno-isslodova- tel'skiy institut po stroitel'stvu Akademii straitellstva i arkbitektury SSSR, g. Tashkent (for Yershov). 4. MKhTIMP (for Shevellkc-,). (Building laws) (Heat engineering) AKULOV,- N.5., akademik; GDMURG, A.S-p doktor tekhnniuk., prof.; KOSTERIN, S.I., d6ktor tekhn.nauk, prof.; LMKOV, A.V., akademik; POK&RANTSEV, A.A., doktor fiziko-matematichaskikh nauk, prof.; SIROTA, N.N., akademik; SHEVELIKOV, V.t., doktor teldmnpak, prof Aleksandr Savvich Predvoditelev; on his 70th birt-b&y. Inz.-fiz. zhur. 4 no.12:106IW8 D 161. (KIRA 14:11) 1. Akademiya nauk BSSR (for Akulov., Lykov, Sirota). (Predvoditelevp Alekpandr Savvich.. 1893,-) SHEVELIKOV, V.L., doktor tekhn.nauk Theory of the heat resistance of exterior walls of bvildings. Izv.ASiA no.3:92-96 162. (MMA 15111) (Walls-Thermal properties) SHEVELIKOVY V. L. All-Union Conference on the Automation of Drying Processes in fndustry and Agriculture. Inzh.-fiz.-zhur. 6 no.1:222-128 Ja 163. (MIRA 16:1) (Dr7ing-Goq~resses) (Automation) T~ M.V,- SIFEVEL'KOV, V.1w. LYK04 ~'utoma-Ic di-fing in indu y and agriculture. Inzh, `z. zhur. T a tr- 7 no.6,1311-139 164. I'MIPA 17-12) LYKOV, A.V.; SHEVEL'OV, V.L.; NEST-ERENKO,, A.V.; LEBEEEV, P.D.; MAKSIMOV, GcA,.; 111KITINA, L.M. Iliri4 Leonidovich Ka7kazov- cn his 7"ith birt-hday. Inz~.-fiz. zhur. F no.1:124-125 Ja '64~o (MIRA 18:3) SH-11WELIKOV, V.L. Thernal properties of the outside walls of buildin.crG. irizi,..-fiz. z'-.,ur, 8 no.2:2'5C-254 F t65. (,'41RA IF: 5) 1 1. Vse3oyuznyy zacchn.,ry inzhen-erno-Stroiteltnyy institut, ',!osk,/a. KUZMSOV, S.M.; SHEVELIKOVA, L.I. Effect of deformations in grinding and polishing tools on the precision of surface configurations of machined optical parts. Opt.-mekh.prom. 25 no.6-.33-37 Je '58. (MIRA 11:10) (Grinding and polishing) 83903 S/020/60/134/003/017/020 /..2j 0 B004/BO67 ,S52-2 0 o AUTHORS: Antonovskiy, V. L., Berezin, I. V., and Shevel ov;i, T, - LLkQ , TITLE. The Relative Reactivity of the C-H and C-T Bonds of n-HeptaneMenzenj Toluene,qEthylbenzene, and Cyolohexane in the Intdraction With CH 3' in the Liqui~%hase PERIODICAL: Doklady Akademii nauk SSSR, 19609 Vol. 134, No. 3, pp. 621-624 TEXT: The authors determined the rate constants k of the reactions of the C-H and C-T bonds on the following assumptions: In a system consisting of two organic compounds A and B, A has the number r of types of reactive C-H bonds, the bond of type j being tagged with tritium. Compound B is not tagged and has p types of C-H bonds. The total number of C-H bonds is assumed to be n. In this system, free methyl radicals9are Droduced by thermal decomposition of benzoyl peroxide at 550 or 850C. iquation (1) is written down for the composition EdH4]/ICH3T]of methane which was formed according to the reaction equation RH(T) + CH---->R' + CH (CH T). 3 4 3 Card 1/4 83903 The Relative Reactivity of the C-H and C-T Bonds 5/020/60/134/003/017/020 of n-Heptane, Benzene, Toluene, Ethylbenzene, and B004/BO67 Cyclohexane in the Interaction With CH 3* in the Liquid Phase The equation I H T :H /k T ).([Bj/[Aj) (2) served for an A/Itl = k~A/kjA + (k6B jA experimental determination of the rate constant k, where IA9 Im denote H H the activities of substance A and methane; H =:t n,k 0 =gn k T k~A I The authors determined (1) kH /k , where CH~ was generated only in A; H H 6k jA H T (2) k /k by generating CH3 in a mixture of A and B; 0 k /k I 6B 6A 6B jA where a concentration ratio LA1,(- 7C - 0 p(t0 + T) or e(t 0 + T ) -,- - V + 811 (t + T) is called the rotational motion. The set of conditions for () 00 ; 0 which guarantee the oscillating motion are then called the regifa of oscillation. The region of rotation could be defined in the same way. The author then Mnsiders the case e = 01 u = 0. ASSOCIATION: Instytut matematyky AN USSR (Institute offPMApthematics AS UkrSSR) PRESENTED: by Y.Z. Shtokalo, Academician AS UkrSSR SUBMITTED: July 179 1959 CARD go S10211601000100810011011 D210/D30.5 AUTHORS: Shevelo, V.M., and Shtelik, V.H. TITLE: On the condition of osci'llation (non-oscil-lation) of solutions of non-linertr equations of the second order with variable coeffi(d.ents PERIODICAL: Akade miya nauk Ukrayinalkoji RSR. Dopovidi, noo 8p -1960, 1007 - 1010 TEXT: The aim of the paper is to find the regions of oscillation and non-oscillations for solving tho lecond order differential equation + s(t) + r(t) f(y) (1) where s(t), r(t) > 0 are coritinuotxr3 ~`i.-,nctions in the interval to t !,~ to + T; f (0) 0 and f (y) -tintief ies the Lipshits condi- r tions arid is such that j.C(y)dy F(Y) < F, F ::-0 for all y. The in the Interval t < t _~_ t +T is oscillating solution of Eq. (1) 0 0 Card 1/5 S/021/60/000/008/001/011 On the condition of oscillation ... D210/D305 such a solution y(t) for which ~(t) for t E[bo, to + Tj has not less than one zerot i.e. where 1) ie a constant [,,.(t 0, j = 1, a p 3 ;;:- 11 and ly ( t b, ly -::::7 b. The solution of (1) is 0 a non-oscillating solution in the interval t --- t A~:, t + T, if 0 0 k(t).has no z'eros and ly(t + T)/_>- b. The region of oscillation 0 of the solutions of the equation in the set of initial conditions Yo, ~o which in the Ci,,-en interial (t 0p t0 + T) secure-the exis- tence of oscillating solutions. The author shows next how to chan- ge Eq. (1) into a new form 2 2 y [1 - k (t) G(t)] (4) -altere Q (1) - exp(-2.~sdt) 1~~'+ 2 (R.F,.+ ct + (5) 4((, + k'(1) 2 (R.F. + Card 2/5 S/021/60/000/008/001/011 On the condition of oscillation ... D210/D305 .(,RF 4 u) + (A - o:r= G y). (5) Ro F. F 2 Ro R(t 0), Fo F(y 0 R(t) r(t) exp(2 edt)>- 0 and a(t), p (t) t 1 functions for which R W F (Y) :=' a (1), R'(t) F (y) di!6 (1). a (t) + 0 (t) > 0. (3) The function a(t)v P(t) would be found as follows: a) If Rl,~~.O Card 3/5 S/021/60/000/008/001/011 On the condition of oscillation D210/11305 t t then u = RT, P RIFdt; b) If R 0 then a RFI, R I Yd t; t0 0 C) If RI changes the sign then a = Ryt (t t0)RIF. Theorems t If K2-et0>/O; (2) m(t) and 1(t) are either limited and positive or 0 < 11 41(t) '