SCIENTIFIC ABSTRACT BAKHAREV, V. M. - BAKHCHISARAYTSEV, A. N.

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CIA-RDP86-00513R000103110008-7
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S
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100
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November 2, 2016
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December 31, 1967
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DOLINSKIT, Yu.I., inzh.; BAKWkV, V.M., inzh.; ALEKSEYEV, V.N., arkhitaktorl KOLCIMNOVA, L.I., arkhitektor Crushed colored glass finish of keramzit-ooncrete will panels. Stroi. mat. 10 no.3tlS-20 Mr 164. MRA l7t6) TIRNOVSIIT-I-Ti~~GAIIAGOOI-O-.A.,w-B&GROVI-l-oN.-t SHILUMV#-Vq-A-q;PrinIm&li- ~:h&stiye: RArAYNY, S.T.; insh.; RTABO]ODN, N.I.. insh.; rMLINIVDT, 6*V.. lush.1 PUCRtOV. S.G.i insh.; STAROSILSTSIrT, N,L, inzh,; To ToPeo-tekhnike 6 Developing a technology for the munfacture of lightweight railroad car wheels. lus.-shtam. proixv. 1 no.9:1-4 8 159. (MIRA 12:12) (Car wheels) (rorging) Dunded lonog"o grAcaips: thuR, Paliongfitm y1eldn h!gMy:1,-Jdir Tr,;7,q-0jfWicfinnhLi Tnpmtr---- fur eimirodiaiYMS, bUt n lower degree of crosslinkhig is needed fnr mom-bran"u-s-ed in ultr.-&Itr-.L-Uor,. arl ham- 4 flp!rf-v SU'RIAMTED! 00 FNCT.: 00 SUB CMIF NIT NO RYF SoV 004 (YMIYR f1f." co'd 2/ 2 USSR/Soil Science - Soil Genesis nnd GeographY. i Abe Jour : Ref Zhur Biol., No 19, 1958, 86720 Author : Bakharava,., A._-.. - -, - Inst : - Title : Simple and Improved Drafting of Soil Maps, Orig Pub : s. kh. Sibiri, 1958, No 3, 28-29 Abstract : No abstract. Card 1/1 - ---KHLOPINI--Nya,;--B"PARr'.VAp IA. - - - - - -- Behavior (it pyramidon under conditions of polygraphic differential titration. Trudy Perm. farm. inst. no.lsl38-141 159. (MIAA 15:1) 1. Permskly farmateavticheskiy inatitut, kafedra neorganicheek4W L analitichesko khWi (WINOPIldNE) (POIAamapily) TURINTSLV# Tu*I.j ZOWINt V-I-j BAMAREVAj, G.P. Effoot of blasting on the stability of open pit valls. Bezop. truda v prom, 3 m,4t6-9 AP 161, (W.RA 340) le Unipromed'o (Blasting) TURIMEV, lu.I*, inah.; ZOBNIN, V.I., inih.; BAUAREVA G*P # inzh. Study of the stability and determination of safe angles of levelled- off sides of the Myava open-pit mine. Izvvvys*uchebvzav&; goroshure 5 no.207-101 162* (HIPA .15:4) I* Ural'skiy nauchno-Assledovatel2ekly i proyektnyy institut modnoy procychlennosti. (Blyava region --Strip mining) (Rasting) UM/ Chatidatry Kinetics thoory cara 1 1/1 Autbo" I Stepukhovich) A. 1). and Ba'rchimva . T. Fo Title I The kinetics theory of two successivo one-sided reaction of different order Perlodicaa I ZhAu-. fit. khim. P83% Ea. 6) 970 - 975, June 1?514 Albstract I An accurate solution to the kinetic problem of two one-.sided successive reactionu ol different order was,_-Oitainod through integration-of - ffi dIfferential- equa on-sa p-j-dicable to the rate of such reactions. It was established that two succcsslve reactions of different orider, at a certain const~mt ratio, can W-kn pInce either in accordance with the bi- or mono -mole cular liw. Final terms for the calculation of changes . occurring during the concentration of '3asic substances, intermdiate and final prodacto . am, presented. Four U~~SR references. Graph. Institution : The 11. 0. Chornishevskiy State University, Saratov Subidtted : November 22J. 1953 STZP=VICHO A.D.; BAKHARIVA, I.F. Reply to the remarks of ZU.S. Satalov. Zhur.fIz,khIm# 30 no@6: 1407-1409 Js 156. (MW 9110) 1. Saratovskiy gosudaretysuM univerattet ivent N.G. Chererebevskogo. Obesical reaction, Rate of) (Salagov, 1U.S.) S/020/60/135/002/023/036 BO04/B056 AUTHORi bakhareva, 1. F. TITLE: Nonlinear Thermodynamics of Irreversible Processes PERIODICAL: Doklady Akademii nauk SSSR, 1960) Vol- 135, No. 2, pp. 350-353 TEXT: The author aimed at deriving equations for thermodynamic processes, which hold not only, like ordinary linear equationsp near equilibrium. It was found that extending the linear equations over the entire range of kinetics of a reaction (beginning from t - 0) leads to nonlinear inter- relations. The Onsager function is written: 0 n x Z L ikX kf i - 1.2,3-.,n (I)p where x1' X2 ... xn are the thermo- k dynamic parameters, that characterize the deviation of the system from equilibrium. Lik are the kinetic coefficients, X k is the thermodynamic Card 1/3 Nonlinear Thermodynamics of Irreversible S/02 60/135/002/023/036 Processes B004YB056 force: Xk AS)/Qxk (3) (adiabatic course of the reaction. 6 S - deviation of entropy from equilibrium). In first approximation, the expreasion for Xk is used in consideration of the terms of second order with respect to 6S in the thermodynamics of irreversible processes, so that Xk too is linear: n Xk 21 91kxij k a 192j.9an W- Equation (1) therefore has the form: n ii r Likgilxll i = 192teeen (6). If in the expansion of AS also the k'l terms of third order are taken into account, one obtains the equation X 0 (1/2) M X'Xj (12) and a system of nonlinear k gik'i' + ikl i n X, equations i - Z:Limgikxi + (112) E Limmiklxixi (61). This system has Card 213 k,m mtl,k Nonlinear Thermodynamics of Irreversible S/020/60/135/002/023/036 Processes B004/BO56 a more general validity, because it describes the entire kinetics of processes for which the system of equation (1) holds only near equilibrium. The author thanks A. D. Stepukhovich for a discussion. There are 3 Soviet references. ASSOCIkTION: Saratovskiy gosudarstvennyy universitet im. N. G. Chernyshevokogo (Saratov State University imeni N. G. Chernyahovskiy) PRESENTED: May 28, 1960 by V. N. Kondratlyev, Academician SUBMITTED: May 26, 196o Card 3/3 BAKHAREVA, I. r.1 KMOT# As Y, Linearization of the differential equations for the kinetics of reversible chemical reactions. Zhur. fis. khim. 36 no.121 26594666 D 162. (MIRA 16:1) 1. Saratovskiy gosudaretyennyy universitet Imni Cbemywhevekogc. (Chemical reaction, Rate of) VLASOVAq K.N,j CHUDINA, L.I.1 ZAWLIGELISKIYj GULYAEVA, S.1.1 BAKHAREVA, L,T. Uso of thormoplastio glue betsed on lov-molsoular polyamids, resins in shoe manafaoture. Kozh.-obuv. prom. 6 n0.800-31 Ag 164. (MIRA 17tlO) Ott 1.0 AUTHOR: --Ba js UOV/109-4-1-12/30 TITIR: Correlation Between the Waves of Various Frequencies, After Their Passage Virough a Layer of Statistically Non-uniform Medium (Korrelyatsiya mezhdu voinami. razlichnoY chastoty, proshedshimi sloy statisticheski neodnorodnOY sredy) PERIODICAL: Radiotekhnika i Elektronika, 1959, Vol 4, Nr 1, pp 88 - 96 (USSR)' ABSTRACT: The article is concerned with determining the correlation function for the waves of two different frequencies received at the same point. This problem is of interest in the investigation of the ionosphere by means of two different frequencies. It is assumed that the refractive index of the ionosphere can be represented as n - no(-' - W where no and )i are defined by Eq8 (1) V in Eq (1) denotes the electron concentration in the ionosphere, while e and m. represent,the charge and the mass of an electron; 4N is a random deviation of the electron concentration from its average value 17 . The Cardl/4 aomplex phase of the wave can be represented as: SOV/109-4-1-12/30 Correlation Between the Waves of Various Frequencies, After Their Passage Through a Layer of Statistically Non-uniform Medium "'-Y = S + i I n A I where A represents the amplitude the wave. lf the phase ,.hange S' change are small, the change of the can be represented by: NNI" 2 iAT" and 8 the phase of and the amplitude complex phase, V 2k- + k - k 2uk Ono ?x (2) no c where it is assumed that the primary plane wave propagates in the direction of axis x . For a point with co-ordinates (L, Ot 0) 1 the solution of Eq (2) is approximately given by Bq (3). By adopting the notation of Hqs (4), the phase and amplitude changes can be expressed by Eq8 (5)- Consequently, the phase and amplitude correlation functions are given by Eqs (8), where J1 Card2/4 and J2 are expressed by Hqs (9); the function B(r) SOV/109-4-1-12/30 Correlation Between the Waves of Various Frequencies, After Their Passage Through a Lajer of Statistically Non-uniform Medium of Bqs (9) is defined by Nqs (7), where r is the distance between two points situated inside the integration region. If the electron concentration is described by the Gaussian law (see Eq (10)), functions J 1 and J 2 are given by Bqs (11), where D is expressed by Sq (13). If the non- uniformities in the ionosphere are comparatively large, the factor & in Hqs (11) is negligible and the correlation functions can be written as Eqs (14). For the same condition, the average squa-re values of the phase and amplitude deviations are expressed by Eqs (15)- Con- sequently, the correlation coefficients for the phase and amplitude deviations are written as Eq (16). The above analytical results relate to the fluctuations of the phases (and amplitudes) for two waves and frequencies W, and w2 which passed through thicknesses L, and '-2 of the ionosphere, respectively~. The accuracy of the formulae could be checked by employing the results of the /4 experiments carried. out by Gusev and Ulirkotan kRef 5)- Card3 The amplitude c-orielation coefficients obtained from SOV/109-4-1-12/30 Correlation Between the Waves of Various Frequencies, After Their Passage Through a Layer of Statistically Non-uniform Medium Hq (16) and from the measurements, are compared in Figures 6, ? and 8; the circles, crosses, squares and triangles in the figures correspond to the experimental points. The author expresses his gratitude to Professor S.M. Rytov for directing this work. There are 8 figures and 6 references, 5 of which are Soviet and 1 English. ASSOJIATION: FJAzicheskiy inatitut im. P.N. Lebedeva AN SSSR (Physics Institute imeni P.N. Lebedev of the A.,.Sc.USSR) SUBMITTED: April 10, 1957 Card 4/4 S/109/6010051010/022/031 E033/E415 AUTHORS: Kinber, B,Ye, and Bakhareva, M..F.. TITLE: Reliability of a System of Diversity Reception of Two Unequal Correlated,Signals PERIODICALt Radiotekhriika i elektronika, 1960, Vol.5, No.10, pp-1726-1727 TEXT: In investigations into the reliability of diversity reception of tropospheric signals, the statistics of uncorrelated and correlated signals have been examined on the assumptidn that the average powers of the signals in the various channels are equal. In practice, this assumption is not generally true.. since the receivers and-antennae are not identical. In this short communication, the distributions of the levol in a system whith Belects the beat signal from two unequal correlated relay signals is obtained. It in shown that for high reliability and not too large correlition, this system is equivalent to a system of diversity reception of two equal uncorrelatod signals with mmall average power, The reliability P(Z >80) of a double-reception system, which selects the best signal, equals Card 1/4 s/iog/60/005/010/022/031 Reliability of a System ... E033/E415 P(K>ff#).t_ IV (61, HSI del del. where W is a two-dimensional distribution function. For unequal'. correlated relay signals the function W has the form' exp (2) where 0, ri 1 1,2, Xo is a Bessel function (imaginary argument), P12 1 p2, and p is related to the correlation coefficient R between the signals by the relationship R 0.921p2 + 0.0576p4 + 0.0144P6 + It is shown that for high reliability so 2