SCIENTIFIC ABSTRACT URUSHADZE, G.I. - URUSOV, L.

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CIA-RDP86-00513R001858110005-2
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December 31, 1967
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SCIENTIFIC ABSTRACT
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URUSHADZE, G.I. (Urushadze., H-I.] Thermal conductivity of antiferromagnetics at low temperatures. Ukr. fiz. zhur. 6 no.1:34-39 Ja-F 161. (MIRA 14:6) 1. Fiziko-tekhnicheakiy institut AN USSR, g. KharIkov. (Magnetic materials-Thermal properties) 837~5 /056/6r)/03rj/004/028/048 B006/BO56 14.1doo AUTHORS: Barlyukhtar, V.C., Urushadz2,, 0. 1. _AM~ TITLEs The Theory of Relaxation Weak Magnetic %nisotropy PERIODICALi Zhurnal eksperimentallnoy Vol. 38, Ho. 4, pp. 1253 Procos3es i Ferro di o1 ectrics V,ith at Low Temperatures )~ i tooretichookoy fiziki. 1960, - 1262 TEXT: A. k. Akhiyezer, V. Barlyakhtar, and S. Peletminakiy (P .. 1) developed a general theo'r'y of the relaxation of the magnetic moment in ferrodielectrics, which is based upon the fact that two kinds of inter- action occur between the spin wavess A itrong exchange interaction and a weak relativistic interaction (magnetic dipole interaction and inter- action due to magnetic anisotropy). Petaila concerning these reactions are discussed by way of introduction. Many farriteo which may be con- sidered to be dielectrics at low temperatures, have a complex magnetic structure, i.e. they have several magnetic sublatticea. The consequence in that, besides the lov-frequency (activation-less) branch in the magnetic energy spectrum also high-frequency branches (with high .Card 1/3 83735 The Theory of Relaxation Procosse3 in Ferro- /C5 6/6,~/O 38/004/028/048 dielectrics With Nesk Magnetic Anisotropy at B(:06/BO56 Low Temperatures activation energies) occur. The contributions of these branches to the thermodynamic and kinetic properties are at low temperatures exponentially small. An analysis shows that the interaction between the low-frequency spin waves due to energy exchange between the sublattices of the same order is similar to the relativistic interaction describing thu reciprocal scattering of spin waves. Thus, the magnetic structure miy be neglected when investigating the relaxation processes in ferrodielectrico with low anisotropy. The ferrodielectrics, for which the relaxation of the magnet- ic moment and the leveling of spin and lattice temperature is investi- gated here, are in a weak magnetic field. Establishment of the equilibrium of the magnetic moment with renpect to value and direction is due to magnetic dipole interaction, with the absolute value of' the magnetic moment coinciding as to order of magnitude with the time of rotation of the magnetic moment toward equilibrium direction. Uso the leveling time of spina and of the lattice are calculated. 1n an appendix a ferrodielectric having two magnetic -ublattices is studied. Finally, the authors thank-A. 1. Akhiyezer for his advice, and M. 1. Kaganov and V. M. Teukernik for discussions. There are 9 referencen: 6 soviet and Card 2/3 83735 The Theory of Relaxation Processes in Ferro- S/056/60/038/004/028/04~ dielectrics With Weak Magnetic Anisotropy at B006/B056 Low Temperatures 2 US. ASSOCIATION# Fiziko-tekhnicheskiy institut Akadexii nauk Ukrainakoy SSH (Institute of Physics and Technology of the Academy Of Sciences, Ukrainskaya SSR SUBMITTEDs November 4, 1959 Card 3/3 BARIYAlUiTAR. V.G.; URUSKAMM, G.U Scattering of spinor waves and phonons on impurities in ferrodi- electrics. Zhur. eksp. i teor. fiz. 39 no.2:355-361 Ag 160. (MIRA 13:9) 1. Fiziko-telchnicheskiy institut Akademii nauk Ukrainskov SSR. (Ferroelectric substances) (Scattering (Physice)) AUTHOR: Urushadze, C. 63767 S/056/60/039/005/020/045 B006/BO63 TITLE.- Relaxation of the Magnetic; Moment in an Dielectric~' I Antiferromagnetic PERIODICAL: Zhurnal eksperimentallnoy i teoreticheskoy fiziki, 1960, Vol. 39, No. 3(9), pp. 680-685 TEXT: The present paper deals with the relaxation of the magnetic moment in a dielectric In the special cane whore the external magnetic field and the magnetic moment of the body are perpendicular to the crystal axis (z-axis). Wlion a magnetic field is applied, the magnetio, moments of the sublattices start turning into the direction of the crystal axis, and the magnetic moment existing at the instant of application disappears. The author now wanted to determine the relaxation time of this process. As the non-equilibrium value of this magnetic moment depends on the number of spin waves with a momentum t - 0, the relaxation time of the magnetic moment, found by the author, determines the order of magnitude of the line width of the homogeneous antiferromagnetic resonance. As the exchange Card 113 8 6 Relaxation of the Magnetic Moment In an 3/?576t~60/039/003/020/045 Antiferromagnetic Dielectric B006/BO63 interaction Hamiltonian commutes with the total magnetic moment of the body, It is not able to change the occurring non-equilibrium magnetic moment. The magnetic moment of the body is changed as a result of the weak relativistic interaction. If the dispersion law of spin waves in antiferromagnetic dielectrics F_ 1,2(k) - AMf2y[P + (a - a12 )k I + (n/y)sizi Qj (where 9, is the angle between the z-axis and the wave vector ~; the upper and the lower signs correspond to the two energy branches whose distance is AE'V pM; a, a12' and y are exchange interaction constants; 0 is the magnetic anisotropy constant; M Is the magnetic moment for saturation in the sub- lattice; p is the Bohr magneton) is valid, one obtains the following P2U294i relation: 0 '_ (J - 10J(T). Here, E /T, 'to - 4n573a6(a-a 12 )3T`n' 0 VM/T, and J(T) is a complex expression which is defined by (16). For T ~>(PpMQc )112 (which corresponds to > OD and 9C Q 0) and MCI (Lis Y-A, AS -,c T 2. Charac terim ties for W A b ) of forced oiscUlationa 44 Card 2/ 5 Linear Oscillat-. -., Theon. -,;chronoi.- Machines SOV/4-038 3. Conditions of --d- damping torque 46 4. Analysis of stator current 48 5. Investigation based on calculation and experiment 52 6. Technical and economic expediency of industrial utilization of the netliod. of artificial daimping 61 Ch. 111. Free Oscillation Analysis of Synchronous Machine Rotor, Taking Into Account Artificial Damping 6T 1. Stability criterion and qualitative investigation of the process 69 2. Determining 1(p) polynomial roots on the basis of torque frequency characteristic X(p) T3 3. Determination of c 1 and c factors based. on given operating - i conlitions of dampie d osci lations T8 4. Physical criterion of damping quality T9 5. Vector diagram of oscillation 80 6. Analysis of stator current daring fluctuations,, with artificial damping taken into account 84 Card 3/5 Linear Oscillation Theory of Synchronous Machines EIOV/4038 7. Stability conditions for M 80 < 0 (region of artificlal stability) 86 8. Comparative stability calculations and determination of characteristic equation roots 90 9. Stability investigation by mans of frequency methods 93 10. Investigation of characteristic polynomial roots based on torque characteristic X(P) 95 3-1. Accounting for resistance effect of stator vinding during stability investigation 96 12. Experimental investigation data concerning free oscillations in the presence of excitation control 98 Ch. IV. 14mits of Linear ft-kation Applicability 100 1. Foundation and presentation of the problem 100 2. Investigation of the nonlinear problem of rotor oscillation 103 3. Limit deviations of e angle depending on E), in 4. Tdwit departure angles of E)z rotor and dyn=dc stability margins 115 Card 4/ 5 Linear Oscillati-3-a Theory of :iynchronou~ Aft-hines SOV/4038 Ch. V. An"is of Conditions Under Which Oscillations Arise 1. Rotor movezent, during sudden three-phase short circuit 2. Oscillating rotor no. sent under post-breakdovn operating conditions in the presence of linearly increasing and constant braking nts Ch. VI. Characteristics of Asynchronous Operating Conditions During Constant Sliding 1. Exact method 2. Approximate methods Approximate accounting for effect of stator winding resistance in the region of sawL11 slidir4p 4. Selecting diniensions of a squirrel cage starter 5. Cyclic excitation under asynchronous operating conditions Conclusion Bibliography AVA17AME: Library of Congress Card 5/5 NN/rIM/lass B-18-60 3.17 119 129 139 U0 143 148 151 155 158 162 KOSTE19KO, M.P.L_aUSOV, I.D. Research on the mamifacture of heavy electric nach-4nerxy S"Dor. ra.b. po vop. elektromekb. no.6;187-200 161. iMIRA 14-9) (Electric machinery) URUSOV,-- I.D.s doktor tekhn.nauk; FEDULOV, L.Y., inzh.; 1--EDOIROV, V.F., 1-1--, Ii,71. Artificial damping in largo syncbronaus machin a. Elektriahestvo no.7:13-18 J1 161. (MIRA 34:9) (Electric machinery, Synchronous) i7- V Scient-*,."-*c in largo-Scale ranufacture of e1cCtr-Z cquiFr-(-'Yi'- VOSt, 31 no. 2:37-43 1? 161. (-Ijctric machinery inditstry) KAsHARSKIY, Engmar Grigorlyevich; SAFIULLINA, Roza Khali-1ovna;-9HUSD3L,- lzmail Dzhankhot^~4"'rv; SUSHKOVA, T.I., red. izd-va; GALIGANOVA, .M., tekhn. red. (Theoretical and methodological problems conaerning the design of a series of large synchronous machines]Naucbno-metodicheskie voprosy sozdaniia serli krupmykh sinkhronrqkh Mashin. Pod red. I.D.Urusova. Moskva, Izd-vo Akad. nauk SSSR, 1962. 153 p. (MIRA 15:12) (Electric machinery, Synchronous) 11HUSOV, 1,P-, d0kLor tph-lin.tinuk; .11AFRILLINA, R.Kh., inzh. Almly fit' 1,110 #41111- ato'llorill'y fit' n t1tiviorl III' tilt-go flytiolivillimill M04011110(s 11"11111 rili W, I tilt Cl. I %-,, III.. ~~ I I . - ,, " r 4 1. ( tot It A T'.. ~t I I 0~ i . I , I , ', I - .4 1 ~, I., , .,4., 1 1 il, I - I 1 4, t . - ii, 1. 14 1 .,1 W - 'MM-, ACC NRt Ap-- 6025 865 AUTI"R: Urusov (Doctor or t,c SOLTRCE CODE: UR10292,1661 000 ORO: n /005/000 -20/,v-,,- TZ one hn'cal sciences), 0006 TLE: Steady-s tate Processes in a SOU"'I Elektrotokhnika, chronous Onerator" 5 is onerator suPPlying a no- 5, 196, TOPZ TAGS: syncb-ronous generator, 6., 2-6 Pulsed load ABS7RACT: operation Pulsed load 04PA01tor 10 r-f A a in 41A,.) vtIoll -vz"" 1-1111,wril 1 M' rl,, x ~fj I 1y )i ', v I t1k, I *,.,. , I it retsenzent; CvSYjIUM.!hU".'Ap L.G., I-ed. (Theory of metalworking Ijy pre,-,.~mrej Teoriia obral.~otki Inetal- lov davleniem. Moskvq, Vysshrtia slikola, 1965 295, 1. Vseso)ruznyy zaochnyy politekhnicheskiy institut (for Urusov). GURBAN, V.Tu., insh.; MACH, V.D., insh.; UMJSOV, K.V., inzh. Ainged joints of metal piping for brdraulle drives nxcavatoro. Strol.1 dor.manhinnotr. 4 nn.8t2l-21 041w~ j 0 . - ., 0 , 0. 4 , . t, - .. -I - 1 4, . . , 4 1 ~ t ~ " , f I I , I ; I . . . I of Ag '1~9. OUMW, Vkviliy Tustinovich; TKACH, Vesilly Denisovich; W�qljL Konstantin josillyevich _ IMTXOVICH, Te.X., doktor takhn.nauk, red.; YURM, P.Ta.. red.; GORNOSTATPOLISKATA, K.S., takhn.red. [Movable Joints of pipes in hydraulic systems] Podvizhnye soedi- neniia truboprovodov gidravlichaskikh sistem. Kosk-va. Goo.nauchno- tekhn.izd-vo mashinostroit.lit-ry, 1960. 69 p. (MIRA 13:9) (Pipe Joints) tIRUSOVP L., FAYNGAR, M., TISHINA, A., XIM YEFROMOIA, L. Polucheniye Bitumov Tz Slantsavoy 8moly, Goryuchiye Slantay, 1932, No. 1, 35. SO: Goryuchiye Slantay #1934-35, TN .971 G .74 Tza[="~ ; !-: -7-1, ", - rconorucal construction of =111 vertical h:.rdrc,7---nera-Lcr!:. L,. -3 (Etrojnoelek"rotec~-..,,Ic',-..f Csso--is. "ol . 3. no. 1,Ur-' - I ~- -. 11 j- SO: Monthly List of East European Accessions, (MkL), Lr., Vol. h, 710. 6, June 19555, Uncl. I IT, I I I i 0 V ,t I ,t 1 . 23146 Ferorlvl Amnva r -I, at V01-1-:11 I ~ I I k'k 1 "; ' !, . t~!. 10 1.-% 111 ~ zk 1 .1 1 yu st.roit-va, 1949, lkTo. 7, C. 16-17. SO: LFTOPISI M. -2-1, 1949