SCIENTIFIC ABSTRACT RYTOV, A.V. - RYTOV, S.M.

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SCIENTIFIC ABSTRACT
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-AGCESSIOU 1TR-; AP4020395 S/0006/64/060/003/0009/0017, AUTHOR: Wtovv As V. TITLE: Standards on,theodolites and levels SOURCE: Geodeziya i kartografiya, no. 3, 1964, 9-17 TOPIC TAGS.- theodolitet level, land surveying, raar) n eying instrument pi g, S.Urv theodolite T05, theodolite Tl, theodolite T2, theodolite T5, theodolite TlOp ~~thoodolite T15, theodolite T20, theodolite T30, level N1, level N2, level NS21, level 113, level NS3, level NS4, level I-IT, level NLS ABSTRAGT: The author cited the need for standards of perPp nee and production ,of theodolites and levels to: 1) halt d cti n of obsoleteand poorly produced 10 .models 2) to standardize production,. 10touimprove production quality, 4) to. make a more precise and convenient geodesic instrument Ad 5 expedite the.-. to development of instruments more in step with current technical and scientific :advances. Reference was made to prior work defining parameters and te hnic~Ll c demands. This work is contained in the publications: GOST: 10528-63 ."Niveliry*. Tipy*. Osnovmy*ya pa~ametry*,i tekhnichaskiya trebovaniYa 110i GOST A 10529-63p "Teodolity*. Tipy*. Osnovny*ye para-metryki tekhnicheekiye,,:trebovaniya. 16rd 1/2 0' tlie-i :To- .Wler r for'~'Wasuring -Verti6a~indli6kz( Cs- ~'a- n-g- iq'si .~-ACC, NR: 7 t Cam 0 0 6 4 0 0 I J-41-4 is twill) lim 11116 trig map a n v a a v a Al 11 a a so 3 v AT x 10 a 41 a au a 00 oil I A 00 004 "1" Its .00 -00 00 if -00 1776. bwvWds; of Ujbt by a Wev". S.M. .0 UPWOUtdc 0 :0 a PAYS. Z61S. J. SOWJAW", 8. 6, ". 6284M3, 111135. Im GMvam--1RW- -00 dec"mis of *p wrave-kmoh at supemmic we the illwial nature of the difirSdi(M d 1 -00 W by UWTV and m(Wr In evitlenco -, the encray d6tribuflon spproilm~tmm simes, iod mom ftn"itts ttw (11stritmihin -00 for millective re0ectilm, whkh matimPke limp's cim,fition. 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Coompks I'A "lk 4 R d d d W S i k 263 66 S S A U oo - -2 en Os ., e n is c . smes. . . . pp. , c In Frmck.-Ily applying to the equation of a wave the approxi- Ptation in reference to wave-length of georrictrical optics the conservation ' a of light flux is demonstrated and a taw for the, rotation of the %mcturs 00 (polaribation) is deduced, 11, G. C. s 0 00 ~00 It x GA 04:11 911 A % I L ETALLUNFICOL LITIRAYLVE CLASSIPOCAPOP , 0 - I 30`~ 4111.11.. via., *3.1m. mv M A-F 00 it U % Ig TK 41 MW a, .1 91, It, tt X of ISO 0 0 00 * 0 * AIR L % I Od W 1 1. 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The theoiemOroved-- - ing set of Z4"' elat! ons e.~ atom - - -tu ere F&, -W- of the field -W 7777777 .24' 1: 's ~-,'m --,Rytov- 777~777~;~ i 60 Ao hriodiW. s i leiti'~ AN -SSSR 25~~ adltiia The. leiiik4._'~,Pressnl _Zbm ii obir'. chirges .,izi iibitj af crow ,ofia,ri these n o- i b e ij, ~_Aho ' :01 _la 1. thi lowiist 6iaf. at a i. ~, --te-i g even, Subinitted r orat Fi N ill.~ s a- a- -g ven ~66 24 - --------- --- USSR/Physics Heat radiation FD-3b48 Card 1/1 Pub. 153 17/23 Author Levin, M. L.; Rytov, S. M. Title Thermal radiation of a thin rectilinear antenna Periodical Zhur. tekh. fiz., 25, February 1955, 323-332 Abstract On the basis of the general theory of electrical fluctuations (S. M. Rytov, Teoriya elektricheskikh fluktuatsiy i teplovogo, izlucheniya [Thermal radiation etc.], Moscow, 1953)'and the theory of thin antenna (M. A. Leontovich and M. L. Levin, ZhTF, 14, 481, 1944 and Izv. AN SSSR, Ser. fiz., 8, 157, 1944) the, authors consider the thermal radiation of a thin cylindrical straight conductor both.at nonresonant and at resonant frequen- cies. They find the spectral intensities for density of ener gy flow and for total radiated power, and obtain an expression.for the reduced.characteristic (diagram of directivity) of thermal radiation; they also calculate the distribution of the fluctua- tional.current along the:antenn;3 and its radiation resistance. In conclusion they generalize all these results to.the case of a conductor of variable cross section. Three references: e.g. M-L. Levin, DANISSSR, 54, 599, 1916 arid Izv- AN SSSR, Ser. fiz., 11, 117,-, 1947- Submitted October 8, 1954 ro \J, -USSR/Pliysics Self-excited Thomson fluctuations FD-2966 Card 1/2 Pub. 146 7/28 Author Rytov, S. M. Title FlUctuatfo-fi-s 'in self-excited oscillatory systems of the Thomson. type. I Periodical Zhur. eksp. i teor. fiz., 29, September 1955, 304-314 Abstract The author considers the fluctuations in amplitude and phase in weakly nonlinear self-excited oscillatory systems which permit the application of the method of small parameter in'the finding of the periodic regime. In contrast to preceding investigations (L. Pontryagin, A..Andronov, A. Vitt, ibid., 3, 165, 1933;-1- L. Bershteyn, DAN SSSR, 20, 11 1938 and zh-rTF, 11, 305, 1941; P. I Kuznetsov., R. L. Stratonovich, V. I. Tikhonov, DAN.SSSR, 97, 639, 1954; M. Ye. Zhabotinskiy, ZhETF, 26, 758, 1954),the present.: writers do not employ the Einstein-Focker equations, but use the symbolic differential equations fordescribing thefluctuations of random functions and the methods of the correlational theory- In the first part of the article the author considers'a system with one degree of.freedom and for illustration of the method he applies the general~theory to an.already earlier investigated To USSR/Physics Self-excited Thomson fluctuations FD-2967 Card 1/1 Pub 146 -8/28 Author Rytov, S-IM. Title Fluctuations in.self-excited oscillatory systems of the Thomson type. II Periodical -328 Zhur. eksp. i teor. fiz., 29, September 1955, 315 Abstract The author applies the theory developed in part !.[see the pre- ceding abstract]-to a non-autonomous system with one degree of freedom. As an example he considers a tube oscillator entrapped [zakhvachennyy] by a harmonic force. By the same.method he in- vestigates a system with.two degrees of freedom, namely a tube, oscillator connected to a circuit with high figure of merit- fvysoko-dobrotnyy konturl, and_clarifies the influence of this method of frequency stabi.lization upon fluctuations in amplitude and phase. He shows how -the thermal fluctuations are taken into' account in thegiventheory. Five references: e.g.~S- M. Rytovj A. M. Prokhorov, M. Ye~. Zhabotiriskiy,.ibid., 15, 557 and 613, 1945; V. I.Punimovich, Fluktuatsionayye.protsessy v radiopriyemnykh ustroystvakh [Flucutational processes in radio receiver apparatusli, Soviet Radio Press., Moscow., 1951 Institution Physical institute im. P. N. Lebedev, Academy of Sciences USSR Submitted December 2, 1954 Y 77 -re, v 6SSR/Ph~sic's Wave Propagation ED-3335: Card 1/1 Pub. 146 7/28 .Author Rytov, S. M. Title Electromagnetic Properties of a Lamina Medium .:Periodical Zhur. Eksp. i Teor. Fiz., 29, No 5, 605-616, 1955 Abstract A medium consisting of successive sufficiently thin lamina of two isotropic substances exhibits towards electromagnetic waves a behavior of a uniform, but anisotropic (single axis crystal) matter. Effective permeability.tensors of such a crystal are obtained~and limits of I-mina thickness are derived as related to thematerial and to frequency parameters. Losses in the. microlaminar structure and boundary conditions on its surface are analyzed. Academician M. A. Leontovich is-thanked for, dis- cussion. Twelve references including 9 foreign. Institution Physics Institute im. Lebedev, Acad. Sci. USSR Submitted June 9, 1954 sets, on the age' -like" tiaild ~&'n e e I!h 'field varies h.6-s-epArate ons are. anisotropy corresponds to '~Sta ~f' hj~ O~A symmetry obtained for the effia6tive~Aaiitic eebostafits of the aty.6tal aeF..a-- function of the parameters of both slabstdn6as and o1; t1w-landnar thickzzess. Co . ed are At~er- nate layers of two solid substances and. alternate layers of solids and fluids, Artificial findly laminated meeIia, uhich are easily producOd- but the pr 0 can be very dJXferent (a4lootropy of the propagation ELnd absorption velocities f r. both compression and shft~ waves),, i" of known practical interest, in partimal -for shock absorbers. (P-L&.Ubedeir Physics: Bwt, 4. W, Rt KI, /- SUBJECT USSR PHYSICS .CARD 1/2 PA 1643 ~AUTHOR RYTOV,S.M. S. TITLE 'TE71Fe Fluctuations in Distributed System PERIODICAL Dokl.Akad Nauk,~110 faso-3, '3,71-374 (1956). Issued: 2 956 Here the well-knownl1heorem by H.NYQUIST,',Phys.Rev.j2t~614 (1927); 2., 1.10 (1928) on the spectral intensity of the therL4al electric fluctuations in a conductor is generaliied for distributed systems in which fluctuations are, described by chance functions of time and space.:On this occasion we p Iass from steady chance processes to homogeneous chance.fields which are isotropic in accordance with the character of.the problem.,Next, the contents.of the "flnetuation dissipation theorem" by KALLEN et,al. is discussed in short, and the corresponding correlation matrix of the spectr al amplitudes has the form C (W) i(a -a:?,") 6 (to CJ Here C(W)-(_h/4n)cth(tL4)/2G1) applies J&j W jk kj, and-G-kT is the temperature.,The,,matrix a. obeys certain symmetry relations. 1k, By the application of,th6 notion of exter or fluctuation forces this.theorem may be formulated also in a different manner. Also for that.case the correlation. matrix of the spectral amplitudes is given. 17e~now pass on to the theorem itself. The fluctuations in a distributed-system with the volume V are described by',a`.hqmogeneoua Ichance field I (tvl and1or reasons of simplicity a onedimension I fi ld Ge eraliza- (e -0 Is Investigated h6re. , n tion for the system of the fields t,r) is hot difficult. The ------------- ---------- 109-8- 16/17 AUTHOR:Rytov, S.M. :TITLE: Gabriel gemenovich Gorelik. An Obituary. (Gabriel' Semenovich Gorelik) PERIODICAL: Radiotekhnika i Elektronika, 1957, Vof'.Ht Nr 8, pp*1083 1085 (USSR) ABSTBACT: G. S. Gorelik lost,his,life in an unfortunateaccident on 27th June, 1957. 'He was one of the most outs tanding Soviet physicists and.was known for.-his:investigations in the field of the theory of obeillations,,radio physicst._ optics, acoustics and also for his long and brilliant edagogic activity. G- S., Gorelik was born on the 8th. E ecember 1906 in the f ;L ~11 y of a pliysicil.He received his higher education at the Moscow State Lversity: where lie graduated in theoretical physics in' 1929'. In 1934:he received the degree of Dr'. ofPhysical Sciences at the same University. Duri% 1935-1937 he worked at the Physical:~ Technical Research1nstitute in Gorki7. Since 1939 he had the position.of Professor and Dean of the Faculty. of Pfi~si6s at the Go:~* State University and he live,d..in GorW until,,. 1953. He is the' author of a number.of original scientific Car d' 1/2 9 YF AUTHOR: Rytov, S.M. 109-11-7/8 TITIE, Development of the Theory of Bon--linea-.Oscillations in the USSR (Razvi-tiye teorii nelineynykh kolebaniy v SSSR), PERIODICAL: Radiotekhnika i Elektronika, 195T, Vol.:II, No.11 po. 1435-1450 (USSR3. n ABSTRACT: The no -linear theory of oscillations which was originated.-, by Poincare' has since been developed intensively 'in the~Soviet~. Union by a number of outstanding scientists, such asL.I. Mandel'shtam and A.A. And-ronov. The 'theory is based on the four princip-al methods: quantitative theory of the Poincare differential equations which gives geometrical rep_ resentation of the motion of dynamic systems, in particular.) their limit cycles; 2) the small parameter method which was.~, originated by Euler and Lagrange, developed by Poincar4 and employed in practice by van der Pol; 3) the method of the investigation of stable states and periodic oscillations,and.. 4) the method of broken-line approximation of.non-linear characteristics. The second method was used in the Soviet Union to investigate the problem of forced synchronisation in simple oscillators. L.I. Mandel'shtam and N.D. Papaleksi studied the "Periodic Solutions of the Second Kind" and concluded that. in a regenerative system, it is possible to Cardl/3 109-11-7/8 Development of the Theory of Bon-linear oscillations in the USS.R. excite oscillations having the frequency of n-th sub-harmonic. They also devel oped the theory of the parametric generation,6f" oscillations. The conditions of self-excitation in the systems with parametric variables were studied by G.S. Gorelik and S.B. Strelkov. The study of small non-linearities was originated by Mandellshtam and later generalised to include systems with",,, large non-linearities. The problem of relaxation oscillations,:- was first studied by Mandellshtam and Papaleksi and, since then, a large number.of works dealing with various aspects of the problem have been published. The qualitative, theory of,non- linear, differential equations was given by Andronov and Pontryagin; the school founded by A.A. AndronoV in Gorki:has, since investigated this field very extensively. Andronov proposed also,a. new scientific theory, the so-called "general dynamics of machines" which classifies the.Machines and analyse s their functioning in very general terms. This theory is of, particular importance in'the field of automatic.control, where the non-linear problems are Darticula:i?lZ~ relevant and where they become very complicated. ~ndronov and is schoolhav.e.. also investigated the nyquist criterion and have introduced a nevr approach to.,the problem of stability. Another field of the, .Card2/3 non-linear theorywhich was investigated by I.L. Bershteynis.. "0 EATR n ZL; An Or 0 it _ The so;wCM)d III wt! re m -C*;Lo . . at a ell"Idd AVA Mz*d t1to iij Ir w equency difi- "81o pcfiseil~ . r It Fourier dwo-optce 02PAMAtotts) were"il4tiatitaid tar strew, Uw aid diin'tr, deforwAtOon, vet3c1ty"tOzdOr;b - - 1 Umse equations Ike spectral -tatinsillid" (* h,icb yle, 14 op atiat c6rrel- Won at a frequawy w)S as jolt ",U*. ol quantities vhb,.b are not deconipe"d Spetiratil CjLh be dalculaW , l The results are itseful to t1te speetrat theory of Rayle~e Scanarfit of ilgilt. 7" V~! - Crt AUTHOR: Hytov, S.M. -------------------- T IT LE: Note on the Correlation Theory.of Raleigh Scattering of Light (Korrelyatsionnaya teoriyalbld3~evskogo, rasseyaniya sve.ta) PERIODICAL: Zhurnal Ue~e;im. i Teoret.Piziki, 1957, Vol. 33, Nr2(8) PP-514-524 (USSR) ABSTRACT: At the beginning the author deals shortly with the well known tral solution of the problem of scattering of a plane monochromatic wave on weak,optical inhomogeneities otthe me44um.The problem is'. reduced, therefore, to the computation of theRq intensities,o,f, the four components of the tensor~c,,S. The tensor r,a here*denotes the small :fluctuations of the dielectricity. constant: eo6a3+4SWI-) Because the fluctuations are very small, the relation-of f +with , as, the fluctuation deformations,with the quantit =-,Q Q0 (Qo- y ua AU deno ng the deviation of density from its equiligrium value) and withy. T/To (T denoting the temperature, To the equilibrium valuo of temperature) islinear. In the case of,spectral amplitudes this relationship is purely *ebraic according to the a IaIsumptiIonsIIf certain coefficients as.well asthe mechanical and thermal-parame- ters of the medium do not show dispersion-(and therefore-are' .real), the relation given here holds also for the quantities..which-were not analyzed spectrally. The determination of the -spectal intensit-. ies of.the scattered light is reduced to the ascertainment of the Card.1/2 Aq intensities for the fluctuations~of,the deformations and the - - ---- -------- Note on the Correlation Theory of Raleigh Scattering of Light. 56-12-28/47 temperature. Here the author employs a former solution of the pro- blem. The finite width of the maxima of both doubletts.is connected with the dispersion of the parameters..of the,medium. At the abs,en- ce of losses.these maxima are transformed to discrete lines. The. dispersion of the parameters leads to the existence of a widespread continuous background, the distrib-dtion of which depends on the:.., dispersion laws. For the integral intensity of the isotropical part of the scattered- light an expression is given. Finally the case of a liquid with,a low viscosity is considered. There are no reference and I table..,~, ASSOCIATION: Physics Institute imeni P.N.Lebedev, AN.of the USSR (Fizicheskiy -i natitut im.P.N.Lebedeva AN SSSR) SUBMITTED: March 2, 1957 AVAILABLE Library of Congress 2/2 AUTHOR: Rytov, S.M. 56-3-19/59 TITLE: Correlation Theory of Rayleigh Scattering of Light. Il. (Korrelyatsionnaya teoriya releyevskogo rasseyaniya svets II) PERIODICAL: r Zhurnal Ekspe im. i Teoret. Fiziki,'1957, Vol- 33, Rr 3, pp. 669-682 (USSR) ABSTRACT: The following problems ate discussed and solved theoretically: a),Integral intensity of the component Ij~ (formation of problem and solution.) b) Anisotropic scattering. Notes tothe theory of~M.A.Leontovich. Spectral intensity of the "displaced" flank c d Integral intensity of anisotropic scattering. j The integral intensity of the microstructure component of the isotropically scattered #art of light is~ given for a medium with small heat losses and for a certain concretizing of dispersion,- laws. As regards-anisotropic scattering the simple dispersionlaiya are shown which swjpp~y a satisfactory approximation of.the intensity. distribution observed at Rayleigh's:flank..Farthermore,,approximation.. formulae for the coefficient of deplorization,of.Rqkigh's scatteringlare-given. There are 1 figure and 8 Slavib references. ASSOCIATION: Physical Institute imeni P.N.Lebedev -AN USSR (Fizicheskiy institut, imeni P.N.Lebedeva Akademii nauk SSSR) Card i* 09 AUTHOR R)ITOV, S.M. .56-7-24/66 TITLE 'The Correlation Theory of Thermal Fluctuations in an Isotropic Medium (Korrelyatsionnaya teoriya.teplovykh fluktuatsiy.v izotropnoy srade, Russian) PERIODICAL Zhurnal Eksperim. i Teoret. Fiziki, 1957, Vol 33, Nr 7, pp 166 178 (U.S.S.R.) ABSTRACT The theory developed here does not give concrete data concerning them mechanism of.the dispersion and is of, a purely phenomenological charac- ter. The results obtained may, ctove all, beapplied directly tothe -spectral theory of RALEIGH'S scattering of light. The initial equations: The author here confines himself to an isotropic medium, the mechanical properties of which can be expressed by the scalarcoefficients of heat conductivity and of thermal expansion. All these parameters of the medium are functions of the.frequency 6) and are generally complex. The deviations from the.thermodynaiaical.state of equilibrium of this medium can, in.the case of the known restrictions, be described byA further parameter. In the case of lacking dispersion all equations given here are true for the spectrally not decomposed quantities, and thermodynamics then enters into force. The..next chapter. gives general formulae,for'the.correlation.functions and for the spectral, 'Card 1/2 intensities. Now the author deals with the thermal fluctuations inan ---- - -- --- --- - ------ 5&7-24/66 The Correlation Theory of Thermal Fluctuations in an Isotropic Medium elastic-viscous mediums The spectral intensities of foreign forces:,The spectral equations. given formerly are heretransformed by the introduction.of foreign forces. The foreign momentum is equal to zero. In the following chapters the spectral Wk-inten.5ities of the tensions and of the temperat-ure as well as the spectral Wk-intensities of the velocity and of the defor- mations are derived. Spectral correlation: The corresponding 0 -intensities can be computed..,:~ with the help of the W k-intensities, which then give the spatial correlation of the orders to be investigated with respect-to the fre- quency CA) By means of a further fo.rmala the correlation functions of the spectrally pot decomposed quantities can be determined. (No illustrations). ASSOCIATION Physical Institute "P.N. Lebedev" of the Academy of Sciences of the U.S.S.R. (Fizicheskiy institut im. P.N.Lebedeva Akademii nauk SSSR) FRESENTED BY SUBMITTED 29.12.1956, AVAILABIE Library of Congress Card 2/2 AUTHOR: Ry t ov, S. 53-4-8/10 TITLE: In Memory of G. 8. Gorelik (PaWati G. S. Gorelika) PERIODICAL: Uspekhi Fiz. Nauk, 1957, Vol._62, Nr 4, PP. 485-496 (ussR) ABSTRACT: On June 27th Gabriel Semenovich Gorelik,:one of the most. prominent Soviet physicists, died by a tragic accident. He Vlas well known on account of his investigations on.the.theory Of oscillations, on radio physics, optics and acoustics aswell as on account of his excellent pedagogical activity of many years. G. S. Gorelik was born.in 1906 at Paris, where his father studied at that time. In 1923 he.began his studies at ~the mathematical-physical faculty of Moscow university and, influenced by L. I. Mandellshtam, he turned to1heoretical physics, also as an aspirant he worked under Mandel'shtam. Then beginning to works as an aspirant (1930), he began teaching. From 1934 to 1938 hedelivered lectures on the. theory of oscillations. During this time fie finished seven further scientific investigations on the theory of oscillations. From 1935 to 1937 he worked at the physical-technical research institute at Gorlkiy. In,1938 he took over the chair for general:physics at~Gorlkiy, where he lived till 1953-During Card 1/2 his stay at Gortkiy he wrote more than 20 scientific treatises in Memory of G. S. Gorelik, 53-4-6/10 on various problems.of the theory of oscillations, magnetism, theory of automatic control, radiophysics and optics. When delivering his excellent lectures, he always endeavored to combine the."classical" and-the "modern". His pedagogical talent expressed itself in his capability, to train scientific workers.and to form congenial collectives. During tilt war he carried out important commissions for, collubructiort offices working at Gorl.kiy. In the years~after the war Gorelik took.part in the development of the theory of the nonlinear oscillations..Gorelik developed an individual, direction which may be described as an investigation of the properties of matter and radiation by means of oscillation methods and mainly radiophysical methods. In June 1953 he was offered the professorial chair at the Moscow physical-technical institute. Further details of his activities are discussed. There are 1 figure and 64 references, 60 of which are Slavic. All 6t+* references are scientific works by Gorelik. AVAILABLE: Library of Congress Card 2/2 -776~V S -AUTHOR: Ry-tov, S. M. 53-41w-2/11 TITLE: The Correlation Theory of Electric Fluctuations and of Thermal Radiation (Korrelyatsionnaya teoriya elektricheskikh fluktuats.iy i teplovogo izlucheniya). PERIODICAL: Uspekhi Fizicheskikh Nauk, 1957, Vol. 63, Nr 4, pp. 657-672 (USSR)* ABSTRACT: The present survey is arranged as follows. Introduction, fluctua- tion dissipation theorem for distributed systems, application to an electromagnetic field in a homogeneous medium, general charac.- teristic of the theory, the case of bodies with good conductivity, some results of the application of the theory (radiation into the free space, radiation in lines and spatial resonators), application., of the principle of reciprocity, the thermal electromagnetic field nearradiating bodies, the phenomena of interference in thermal radiation, thermal radiation in anisotropic media. There are 5 figures, and 31 references, 21 of which areSlavic. AVAILABLE: Library of Congress. Card 1/1, (Probabilities) 21(g),24(0) PHASE I BOOK EXPLOITATIO' SOV/3~ Akademiye. nauk SSSR. PIzIcneakiy ln3tjtut lasledovanlya po ak3perlmentallnoy~l teorez-cnes~coy fizike; f3bornL-j (Studios on Experlaidnt s'l and Theoretical PnY3'-CS; Collect-on or Z. krtician) Moscow, Ixd-vo AN SSSR, 1959. 304 P. Errata all p Inserted. 2,300 copies printed. 2d.t 1. L. Fabelln kly, Doctor or Physical- and MAthematicAl 541- ancts; Rds. of ;:bllahing H-une; A. L. Chernyak and V. 0. Barkgaut, Tech. Rd.; Yu. V. Ryllfta; Commission for Publishing the Collection In Memory of OrigorLya SamuLLovIch Land3berg: 1. Ye. Tamm (Chairman), Academician; 9. A. Lowntov4ch, Academician; P. A. Bazhulln, Doctor or Physical anzi xatnemaztcai sciences, S. L. Mandellshtam, Doctor or Phystcal and Katnematlcal Sciences; I. L. Pabelinskly, Doctor of Physical and Mathematical Sciences; F. S. Landabarg-Baryshanskayal Candidate of Physical and Math- smatical Sciences; and 0. P. MotulevLeh (Secretary), Candidate of Physical and Mathazatical Sciences. PURPOSI; I This book is Intended ror.phyalct3ts and researchers snZaged In the study of electromagnetic radiations and their rol. %'14yeat Igat Ing zhe,ptr4ctura. and composition or mstertais. COVERAGE: The collection contain- 30 Aft%claB whic Investigations In spectroscopy, 3onLca, molecular optLas, semL conductor physical nuclear physics, and other branches or physics: The Introductory chapter gives a bLograpnLcal prortL* or 0. 3 Landabarg, Professor and Head of, tne Department of Optica of the Division of'Physicia Technology at Moscow Unt- varsity, and reviews his work In Rayleigh scattering, combat e'.. gasilep spectral anaLysisor cetals,, sze. No personalities are mentioned. Rarereaces accompmLy eata article. S. Kinetl a of the Action or Light Ganes on tne me Abs0rptCLQn Spectra or, Vapors, of Aromatic Coa- l..... t., or pounds 149 Obrelmov, 1. V. and V!q,-A-3tskhm--* The R*%12t&nC* or nice -----0-=tXW-AIong the Cleavage Plans 159 Rytov-a-Ljl.~- The Correlation rheory or Rayleigh Light 3cat- 175 Sobel$mam 1. 1. The Quantum Mechanics Theory of the Intensity 4--or-Ed, a --s-stteri., Line, -a 192 SuahchISqkIy_)!.-~P, Depandeney of the Width of Combined- g-oaftsring fines or. the AnLsotropy.of a Derived Polarizabillty Tensor 211 Tame, 1. Y*- Present State or the Theory ~or Weak Interactions ?articles 218 -'Tu*rT~!R L. A.'and B. A..Chayanov. The Illumination of Diiiectriew In High Voltig a- c Electric Fields 23 Ukholin, S. A.,and M. Z-Erunl4m. Xnvoatlgatlon of Cc=b1ne4 '=EKt--5Fitt*rIng-7S-p"tra in 11202-H20 and H202-Dioxane. Solutions 244 PabelInskly, I. L Wt;107 The Thin Structure of Unts of' Rayleigh in cases 254 The Role or the Group Speed or, Light In IrraOin. tion in a Refractive Medium 261 S. E., and 1. P. Dogdanova Excitation ofSpectral Lines -tylaln the-Negative =Gia'Eron or a Gan Discharge 2T5 Prim hbtra. ~A-A and_Y--7--A*d1&r-.~ The Possibility of, the sensitivity or the Spectral Determination or Some glamentp. 2&1 Shpqj!Bk1V-JL-V. The Interpretation or Spectra or.Aroma t1c Hydrocarbons in Frozen Crystalline Solutions .296 SOVJL~1-2-1-6/19 AUTHOR: Rytov S.M. TITLE: The Soectrum. of a Quasiperiodic Random Process PERIODICAL: Izvestiya vysshikh uchebnykh zavedeniy, Radioflzlka,: 19,59, Vol 2, Nr 1, pp 45 - 49 (USSR) ABSTRACT: In Ref 1 (Ya.I. Khurgin), an expression*has already been, found for the spectral density of the random pulse train.,. of Eq (1)j in which the amplitude, duration and.occurrence of the pulses are all independently random. The process is stationary and the mean value dispersion and distri- bution functions of pulse spacing and length are all known. 0 With modifications the same approach maybe used for the:. strongly non-sinusoidal waveform in Figure 1. Here,-,the~ tive excursions are.the same and of amplitudes of all posiu all negative.excursions -,Te.the same. The durations of the respective "half-waves'.' are randomly independent. The process is described by Eqs (2) (3), whence it will be seen, uration is that in distinction from Eq (15,the pulse d not independent of the puls,e-.spacing but, is. equal toi.it. Introducin- the transform Eq (4), the spectral-densit Cardl/2 y m SOV/142-2-1-21/22 The First All-Union Conference.on Statistical Radio Physics is on a satisfactory level. Concerning the latter problem, there is a lack- of scientific,papers,.and the number of reports dealing with this subject, was inadequate, even at this Conference. ~ The Con-, ference participants heard with great interest the latest research results in the field of;the sta- -tistical theory of communication (theory of inform-',-- ation).contained in the report "The Theory of Radio Communication Channels Having Parameters Changing at, Random" by V.I. Siforov, Associate.of AS USSRY: which wa'a delivered at the plenary session. I.L.. Bernshteyn (NIRFI, Gorlkiy) reviewed the develo p ment of statistical radio physics in his report, titled."Fluctuation Phenomena in Self-Oscillator Networks". Already in the mid-thirties,, by sug- ~gestion and under supervision of A.A. Andronov, the author analyzed and calculated processes in an ordinary vacuum tube-oscillato.ro-.c.onsidering the fluctuation influence of the sho t effect inthe Card 3/ tube and the thermal effect in'the network. Later,:'_, SOV/142-2-1-21/22 The*First All-Union Conference on Statistical Radio Physics b U the problem of oscillator fluctuations became.im U 'or the cm-wave range were, portant, when receivers built.,'In 1949, experimental investigations of the-,:', oscillation fluctuation of an ordinary tube oscil- lator laere conducted,at GIFTI (Gorlkiy). Recently't a large number of papers were publ ished on this sub- ject and the author mentioned in this connection G.S. Gorelik, S.M. Rytov, D. Middleton,(USA), V.S-. Troitskiy, A.N. Malakhova, M.Ye. Zhabotinskly and P.Ye. Zill.berman. S.M. Rytov delivered the last report at the plena7ry-session, titled "The Fluctu,- ation Theory in Strictly ~Ton-Linear Self,-O.Scilla-. tor Networks". In this report,,self-oscillating networks were considered, permitting a.piece-linear approximation of non-linear characteristics. Ran- dom forces were assumed as being small and shortly correlated. For simplicity, the theory was deve- loped for the special case of a system with only, one degree of freedom. The phase space of:the Card 4/ P- system under consideration is a plane, divided into 57 SOV/1427-2-1-21/22 The First All-Union Conference on Statistical Radio Physics ttto semiplanes which are, infinitely straight. Using, -uations, the point transformation method, small fluct investigated in.the neighborhood of. a stable limit.. cycle. The statistical characteristic and the dif-. fusion coefficient of the !Iphas;ell,were obtained. Disregarding the llam~litudefl fluctuation, the self-., oscillation spectrum was obtained. The author.show-__~ ed t'hat the width of the lines at half.the intensity level is propertional to the square of the harmonic number, and also their integral intensity, whichis, also the case during the absence of fluct-uations. As an example, the author discussed a tube oscil- with an anode network and inductive feedback. The work of the three conference sect' ions was con- ducted.from 14 to 17 October 1958. The section "Fl uctuations in Self-Oscillator,.Radio Measuring and Amplifier Networks" was headed by I.L. Bern-. shteyn and S.M. Rytov..,"A.N. Malakhov (NIRPI, Gorl- Iciy) delivered a report c~n~'Th~e8pe~ctral Line Wid th Card 5/a-2 of Oscillators and the Parameter Fluctuation". -AGCESSIOU 1TR-; AP4020395 S/0006/64/060/003/0009/0017, AUTHOR: Wtovv As V. TITLE: Standards on,theodolites and levels SOURCE: Geodeziya i kartografiya, no. 3, 1964, 9-17 TOPIC TAGS.- theodolitet level, land surveying, raar) n eying instrument pi g, S.Urv theodolite T05, theodolite Tl, theodolite T2, theodolite T5, theodolite TlOp ~~thoodolite T15, theodolite T20, theodolite T30, level N1, level N2, level NS21, level 113, level NS3, level NS4, level I-IT, level NLS ABSTRAGT: The author cited the need for standards of perPp nee and production ,of theodolites and levels to: 1) halt d cti n of obsoleteand poorly produced 10 .models 2) to standardize production,. 10touimprove production quality, 4) to. make a more precise and convenient geodesic instrument Ad 5 expedite the.-. to development of instruments more in step with current technical and scientific :advances. Reference was made to prior work defining parameters and te hnic~Ll c demands. This work is contained in the publications: GOST: 10528-63 ."Niveliry*. Tipy*. Osnovmy*ya pa~ametry*,i tekhnichaskiya trebovaniYa 110i GOST A 10529-63p "Teodolity*. Tipy*. Osnovny*ye para-metryki tekhnicheekiye,,:trebovaniya. 16rd 1/2 0' tlie-i :To- .Wler r for'~'Wasuring -Verti6a~indli6kz( Cs- ~'a- n-g- iq'si .~-ACC, NR: 7 t Cam 0 0 6 4 0 0 I J-41-4 is twill) lim 11116 trig map a n v a a v a Al 11 a a so 3 v AT x 10 a 41 a au a 00 oil I A 00 004 "1" Its .00 -00 00 if -00 1776. bwvWds; of Ujbt by a Wev". S.M. .0 UPWOUtdc 0 :0 a PAYS. Z61S. J. SOWJAW", 8. 6, ". 6284M3, 111135. Im GMvam--1RW- -00 dec"mis of *p wrave-kmoh at supemmic we the illwial nature of the difirSdi(M d 1 -00 W by UWTV and m(Wr In evitlenco -, the encray d6tribuflon spproilm~tmm simes, iod mom ftn"itts ttw (11stritmihin -00 for millective re0ectilm, whkh matimPke limp's cim,fition. A thenrefleal 800 noid exiletimental study Iii hero InvimintiM W tile tranlifer rrgkmo fnpm the use ----d I"! ft) I thflrutfim fly a twicl4h- he! mckvthv rrfirctitin fly a three. dinwnsiona) Mj-WW shich- . The exMinirnial rmlilts arr foun(I its 00 j 110 in, g!"! apmaket MY. A. W. 00 a 60 S 0 00 not 0 0 see 00 see it kri 0 so** 6 so go 0 0-0 0 0 1: 41 0 0 0 0 0 0 0 0 0 0 0 so o 0~00 lee lee *0-000 00 0 0 t to 0 00 0 00 0 a 9 0 a 11, 9 a 0 9 9 411:4111 w 9 off v Iff 9 w a 9 0 qv a 9 off v a a 9 1 v v 9 v v - a 11 u it u is is 11 If pi 0 If VIP MS 111011139481 U&SH 41:2 A A C A M-M 11.1-b- S-A-l"A Veo 1. ft .40, 4. 4 1 -00, wev". sj,,ftsw.- Sakavs, U.S S.R. 2. no, COOP&& Nvm"~(Am hu.,werw out apsmiximate formwo -00 PkIff", w IBM "Mt %Mn WOO Of MA11114M 41111d ivo cakWakmot tban, IkOkmia'a R. A. so j so 00. goo coo 00 ZOO Do tII .OfIt I twuR at to of0a11.4 t:k Oil Kkllc- ;I WOO go N.; v& a ad 0 4 a 11A~,.ftja a .4 -9-4- allot it IS 0 of *'Ad a a Ka PC of a Kw a I JIM 0 O's, 0 0 0 0,0 0 0 0;0 000000, 0 0 So 0 0 a 0 610 0 0.0 0 0 0 0, 0--o-op O's, 0 0 0,0,0 00 0 0 0000. -A &.-#A "M K b .a. 13.10 alto as ....0 #*.pi Af C, :0 A -60 I R M&. Di*WUM 4d LAIM by UIUVBG&k WAV*m- S. N . &ilmw~. U.S.S.R. Irr"W. 151- r -0 156, IM. In Fremb.-MatbentaticaL A More tlet&j" ititalyX6 is .00 wbat cund,tons given (em Abstract 4M UUdCrL .00 tbe F-m-u-Nath thowy "da. E A. 600 ZOO 40* 06 00 Goo go 0. also Co 0 goo 400 oleo to 0 to 0 goo ISO* S S L a ACTALLMOM&L LFTIN&Tbat CL&$jWjC&jWft''. -100 moo goo 00 0 0 Is 0 10 0 0 0 OLO ~o 0 0 0 0 0 0 0 0 1 'Or :$ *Goo 00 o 00,8060*00000 I SO '000 10000000000*~Oo S 41 9 S a O'S e, 0 _O 0 0 OOO'S 0 0 0 4 e 0 0 e, 0 I I I F 9 1 a . 12F - or IF a u m It Is U, a c a L a v F 11 1A OR 9 186 AhO 41,4 -000101 kl -V 949146 0 P69cluds Ape POCV19116% ml 00 M .00 lee .00 so c H.0 a *making for a , ff. Rathms" of 7 x Up mer". go's 1 00 go j 00 il~ 00 woo 06 All 60 Slow I Woo g ~ 6s, 0 1k INICSO "It amw cog so Ili a-- M we F r I a DA 0 0 9 1 ff of 9 a 3 1 T it a 11 It 4 a m ` 0 f lip : ee* 0 of 60.00.0!o 0 0 0 0 014 0 0 0 00 0004100 0 0 0 0 0 0 0 0 0 0 o 0:we 0 o 0 0 0 0 0 0 * 0 0 0 0 0 0 0 0 0 0 0 0 0: 0 0 0 . 4 I- - _M~ mgmt=Nrl is Ifullutits III@ ton n 32 a A v a 't' V. R", L 1 A A C. -9- a 9 1 U V is A . _ . _ A fir ..D 1.0 C.DC.5 0401*1 Y ro ~'f got.#$ "t. 6: 4:6 * .ve md GoonntrkW Opdca. ~8. M. Rytov. Coompks I'A "lk 4 R d d d W S i k 263 66 S S A U oo - -2 en Os ., e n is c . smes. . . . pp. , c In Frmck.-Ily applying to the equation of a wave the approxi- Ptation in reference to wave-length of georrictrical optics the conservation ' a of light flux is demonstrated and a taw for the, rotation of the %mcturs 00 (polaribation) is deduced, 11, G. C. s 0 00 ~00 It x GA 04:11 911 A % I L ETALLUNFICOL LITIRAYLVE CLASSIPOCAPOP , 0 - I 30`~ 4111.11.. via., *3.1m. mv M A-F 00 it U % Ig TK 41 MW a, .1 91, It, tt X of ISO 0 0 00 * 0 * AIR L % I Od W 1 1. T 0 ' . 0 0. 0 A: : : ;: : : 1o 0 wee 600 of 00 0 0 go 0 , 0 0 0 0 0 O's .0 44 0 0 0 a 6 a oleo 0 e 0 0 0 0 see*-** 0 WWWO's 0 -1 - W, w 'T 71 - - - - - - - - - - - - - w1w III - *-*- W , If I I It I is 16 11 4 IF A 111 U 0 34 35 X V X 391011 1233 NO IsM Mpg AD 013 a A a L r. *- Q A I ~ I - V-- - I &-$-A t .1 *0 t is, 1.0 sb q A as % 1091- 00 e" 001110'r dc' LgI J(D-, 4 PARANSTRICV18MATIONS OF AN IMON HOVV coo 00 IN A VARVING MAGPINTIC IFIRLD ~S HVIIA'. X U&-;k 1"b coo 0L (J.'arN. of Vi. J j',1 1-J44. P 30p. in Futill" .- *umm&Fy Only: ' too Ar. dfj So. In all, df I COO je rURSS. %046o t4kysicitse. 1-)44-) 9 COO a]d woo No* 90 a I S 1. 4 VIIALLW(KAL MINAT649 008 .*man. willo 1 t ~v If w I it W r[ It n 49 m .111J1 QK .3- sit 70 a tm 0 - 14 v I w It 9 A'a 3 1 No 'a' " I R 4, ' 2 1 I IF 91 V I 0000 go* 0 0 0 * 0 0 c 90 090 f 0 ~10 0 0 0 00.0 0 0 0 0.0 0 0 0 go fee 0 G 1 , - .. . 9 see 0 0 0 0 0 0.0 0 09 0 so.* 0 ev I I o 0 Ole 0 0 0 0 0 Go 0 00 0 000 0 **1 1 ~I u4sIIxsjj uspqejll,~p 1113 its, uspqrlll)jo!~ .""tutlu N, japic) jlmtj.A -0111114JI -141 -nift's llu!lvlslull'&~~ v)41 'lu."Ats J~ Imi'l Itur III)$) pr~x al.)UM 10 "(I Us Ir4j UV"% %I Is JAIV JJXAIJaoj~ )IV, pur 41popi4isar 4tI3 it) w)pvpvm (w) ptiv (") willium'.1 *It.111-14 I II I AsIlkiV11,11! Is (L1) sissmjvnl~ . 1 1.1 141 is) 5-4 t~r ur ow$;"%. UM) )III I'll I.Itt"k 'Ji.mipts, . -ow "it-, J_Irusuu~ Ivi'Ar) m-111"i jo Uam:l" Allptim1% Ili ULKIlugist V lbuL. ImWtulal-lip jiv.: 160-11~ ?(,)'1 `44 It, '041-It"If -)q], Alwill Jill Ili. '11.1) jtwup )-I ul-I suptil A-lat-111 - J.%jr,% lip Ifull-li; uwls.(~ irmulill-At Ajjip~q. -.1 '1.11.opbll- 'Nit- -4 -11 11311111jap, ~-av mll Is- ji-i'l j.dp.-tai mu.3.1"Iti "1 11441 mll ..4p mil 11.~ luq~lpjml Ile 1.1 I;,% '~ I-, - 1, L--"-,j 1111"1.11N/ 1 1% v i~ v 1P.13PI -IV Z -,notivittiqwn Aounibistj ju AAoaU mo uo Lilt 7! 1.91 :406,00009,*6*900 000900900W0000 000V 000 0.09600,0004D 0 000 00 00 :0000000000000000*09 0 0 v 0" 111 al 32 is 13 36 If a It 40 41 42 AJ a i " , " A I C 0 ff G 4 A,L 11 0 0 PQ_ I v iL oil tot On F 00 OOM 0 Ow 09 0 4p i""nam n=l am ,o RK MNV p "fun am p Ill"1111"m wv 00 at. go t!: 00 p 00 00 00 r as Ow 00 .Ido. Saul W, -K ,r Ir". W..TTT--Ir -j I I IF of If at 64 to 91 It a it IA 4 1 1 to i*!111114A~il 0 00 0 0 0 111 0 0 0 00 00 a w a ua*sta c, n,=hj4[ft -4 and q 44. 4 Is,', t.,12 int ".- _M&ii I J'j It The wit h. - h an arbitrary elec-tri,&-"jjnd-njj tj- 1:-g1wh the- eAd,' i~ _q IAn 99tro A rotatory PY 44 Pow4r. The theoiemOroved-- - ing set of Z4"' elat! ons e.~ atom - - -tu ere F&, -W- of the field -W 7777777 .24' 1: 's ~-,'m --,Rytov- 777~777~;~ i 60 Ao hriodiW. s i leiti'~ AN -SSSR 25~~ adltiia The. leiiik4._'~,Pressnl _Zbm ii obir'. chirges .,izi iibitj af crow ,ofia,ri these n o- i b e ij, ~_Aho ' :01 _la 1. thi lowiist 6iaf. at a i. ~, --te-i g even, Subinitted r orat Fi N ill.~ s a- a- -g ven ~66 24 - --------- --- USSR/Physics Heat radiation FD-3b48 Card 1/1 Pub. 153 17/23 Author Levin, M. L.; Rytov, S. M. Title Thermal radiation of a thin rectilinear antenna Periodical Zhur. tekh. fiz., 25, February 1955, 323-332 Abstract On the basis of the general theory of electrical fluctuations (S. M. Rytov, Teoriya elektricheskikh fluktuatsiy i teplovogo, izlucheniya [Thermal radiation etc.], Moscow, 1953)'and the theory of thin antenna (M. A. Leontovich and M. L. Levin, ZhTF, 14, 481, 1944 and Izv. AN SSSR, Ser. fiz., 8, 157, 1944) the, authors consider the thermal radiation of a thin cylindrical straight conductor both.at nonresonant and at resonant frequen- cies. They find the spectral intensities for density of ener gy flow and for total radiated power, and obtain an expression.for the reduced.characteristic (diagram of directivity) of thermal radiation; they also calculate the distribution of the fluctua- tional.current along the:antenn;3 and its radiation resistance. In conclusion they generalize all these results to.the case of a conductor of variable cross section. Three references: e.g. M-L. Levin, DANISSSR, 54, 599, 1916 arid Izv- AN SSSR, Ser. fiz., 11, 117,-, 1947- Submitted October 8, 1954 ro \J, -USSR/Pliysics Self-excited Thomson fluctuations FD-2966 Card 1/2 Pub. 146 7/28 Author Rytov, S. M. Title FlUctuatfo-fi-s 'in self-excited oscillatory systems of the Thomson. type. I Periodical Zhur. eksp. i teor. fiz., 29, September 1955, 304-314 Abstract The author considers the fluctuations in amplitude and phase in weakly nonlinear self-excited oscillatory systems which permit the application of the method of small parameter in'the finding of the periodic regime. In contrast to preceding investigations (L. Pontryagin, A..Andronov, A. Vitt, ibid., 3, 165, 1933;-1- L. Bershteyn, DAN SSSR, 20, 11 1938 and zh-rTF, 11, 305, 1941; P. I Kuznetsov., R. L. Stratonovich, V. I. Tikhonov, DAN.SSSR, 97, 639, 1954; M. Ye. Zhabotinskiy, ZhETF, 26, 758, 1954),the present.: writers do not employ the Einstein-Focker equations, but use the symbolic differential equations fordescribing thefluctuations of random functions and the methods of the correlational theory- In the first part of the article the author considers'a system with one degree of.freedom and for illustration of the method he applies the general~theory to an.already earlier investigated To USSR/Physics Self-excited Thomson fluctuations FD-2967 Card 1/1 Pub 146 -8/28 Author Rytov, S-IM. Title Fluctuations in.self-excited oscillatory systems of the Thomson type. II Periodical -328 Zhur. eksp. i teor. fiz., 29, September 1955, 315 Abstract The author applies the theory developed in part !.[see the pre- ceding abstract]-to a non-autonomous system with one degree of freedom. As an example he considers a tube oscillator entrapped [zakhvachennyy] by a harmonic force. By the same.method he in- vestigates a system with.two degrees of freedom, namely a tube, oscillator connected to a circuit with high figure of merit- fvysoko-dobrotnyy konturl, and_clarifies the influence of this method of frequency stabi.lization upon fluctuations in amplitude and phase. He shows how -the thermal fluctuations are taken into' account in thegiventheory. Five references: e.g.~S- M. Rytovj A. M. Prokhorov, M. Ye~. Zhabotiriskiy,.ibid., 15, 557 and 613, 1945; V. I.Punimovich, Fluktuatsionayye.protsessy v radiopriyemnykh ustroystvakh [Flucutational processes in radio receiver apparatusli, Soviet Radio Press., Moscow., 1951 Institution Physical institute im. P. N. Lebedev, Academy of Sciences USSR Submitted December 2, 1954 Y 77 -re, v 6SSR/Ph~sic's Wave Propagation ED-3335: Card 1/1 Pub. 146 7/28 .Author Rytov, S. M. Title Electromagnetic Properties of a Lamina Medium .:Periodical Zhur. Eksp. i Teor. Fiz., 29, No 5, 605-616, 1955 Abstract A medium consisting of successive sufficiently thin lamina of two isotropic substances exhibits towards electromagnetic waves a behavior of a uniform, but anisotropic (single axis crystal) matter. Effective permeability.tensors of such a crystal are obtained~and limits of I-mina thickness are derived as related to thematerial and to frequency parameters. Losses in the. microlaminar structure and boundary conditions on its surface are analyzed. Academician M. A. Leontovich is-thanked for, dis- cussion. Twelve references including 9 foreign. Institution Physics Institute im. Lebedev, Acad. Sci. USSR Submitted June 9, 1954 sets, on the age' -like" tiaild ~&'n e e I!h 'field varies h.6-s-epArate ons are. anisotropy corresponds to '~Sta ~f' hj~ O~A symmetry obtained for the effia6tive~Aaiitic eebostafits of the aty.6tal aeF..a-- function of the parameters of both slabstdn6as and o1; t1w-landnar thickzzess. Co . ed are At~er- nate layers of two solid substances and. alternate layers of solids and fluids, Artificial findly laminated meeIia, uhich are easily producOd- but the pr 0 can be very dJXferent (a4lootropy of the propagation ELnd absorption velocities f r. both compression and shft~ waves),, i" of known practical interest, in partimal -for shock absorbers. (P-L&.Ubedeir Physics: Bwt, 4. W, Rt KI, /- SUBJECT USSR PHYSICS .CARD 1/2 PA 1643 ~AUTHOR RYTOV,S.M. S. TITLE 'TE71Fe Fluctuations in Distributed System PERIODICAL Dokl.Akad Nauk,~110 faso-3, '3,71-374 (1956). Issued: 2 956 Here the well-knownl1heorem by H.NYQUIST,',Phys.Rev.j2t~614 (1927); 2., 1.10 (1928) on the spectral intensity of the therL4al electric fluctuations in a conductor is generaliied for distributed systems in which fluctuations are, described by chance functions of time and space.:On this occasion we p Iass from steady chance processes to homogeneous chance.fields which are isotropic in accordance with the character of.the problem.,Next, the contents.of the "flnetuation dissipation theorem" by KALLEN et,al. is discussed in short, and the corresponding correlation matrix of the spectr al amplitudes has the form C (W) i(a -a:?,") 6 (to CJ Here C(W)-(_h/4n)cth(tL4)/2G1) applies J&j W jk kj, and-G-kT is the temperature.,The,,matrix a. obeys certain symmetry relations. 1k, By the application of,th6 notion of exter or fluctuation forces this.theorem may be formulated also in a different manner. Also for that.case the correlation. matrix of the spectral amplitudes is given. 17e~now pass on to the theorem itself. The fluctuations in a distributed-system with the volume V are described by',a`.hqmogeneoua Ichance field I (tvl and1or reasons of simplicity a onedimension I fi ld Ge eraliza- (e -0 Is Investigated h6re. , n tion for the system of the fields t,r) is hot difficult. The ------------- ---------- 109-8- 16/17 AUTHOR:Rytov, S.M. :TITLE: Gabriel gemenovich Gorelik. An Obituary. (Gabriel' Semenovich Gorelik) PERIODICAL: Radiotekhnika i Elektronika, 1957, Vof'.Ht Nr 8, pp*1083 1085 (USSR) ABSTBACT: G. S. Gorelik lost,his,life in an unfortunateaccident on 27th June, 1957. 'He was one of the most outs tanding Soviet physicists and.was known for.-his:investigations in the field of the theory of obeillations,,radio physicst._ optics, acoustics and also for his long and brilliant edagogic activity. G- S., Gorelik was born on the 8th. E ecember 1906 in the f ;L ~11 y of a pliysicil.He received his higher education at the Moscow State Lversity: where lie graduated in theoretical physics in' 1929'. In 1934:he received the degree of Dr'. ofPhysical Sciences at the same University. Duri% 1935-1937 he worked at the Physical:~ Technical Research1nstitute in Gorki7. Since 1939 he had the position.of Professor and Dean of the Faculty. of Pfi~si6s at the Go:~* State University and he live,d..in GorW until,,. 1953. He is the' author of a number.of original scientific Car d' 1/2 9 YF AUTHOR: Rytov, S.M. 109-11-7/8 TITIE, Development of the Theory of Bon--linea-.Oscillations in the USSR (Razvi-tiye teorii nelineynykh kolebaniy v SSSR), PERIODICAL: Radiotekhnika i Elektronika, 195T, Vol.:II, No.11 po. 1435-1450 (USSR3. n ABSTRACT: The no -linear theory of oscillations which was originated.-, by Poincare' has since been developed intensively 'in the~Soviet~. Union by a number of outstanding scientists, such asL.I. Mandel'shtam and A.A. And-ronov. The 'theory is based on the four princip-al methods: quantitative theory of the Poincare differential equations which gives geometrical rep_ resentation of the motion of dynamic systems, in particular.) their limit cycles; 2) the small parameter method which was.~, originated by Euler and Lagrange, developed by Poincar4 and employed in practice by van der Pol; 3) the method of the investigation of stable states and periodic oscillations,and.. 4) the method of broken-line approximation of.non-linear characteristics. The second method was used in the Soviet Union to investigate the problem of forced synchronisation in simple oscillators. L.I. Mandel'shtam and N.D. Papaleksi studied the "Periodic Solutions of the Second Kind" and concluded that. in a regenerative system, it is possible to Cardl/3 109-11-7/8 Development of the Theory of Bon-linear oscillations in the USS.R. excite oscillations having the frequency of n-th sub-harmonic. They also devel oped the theory of the parametric generation,6f" oscillations. The conditions of self-excitation in the systems with parametric variables were studied by G.S. Gorelik and S.B. Strelkov. The study of small non-linearities was originated by Mandellshtam and later generalised to include systems with",,, large non-linearities. The problem of relaxation oscillations,:- was first studied by Mandellshtam and Papaleksi and, since then, a large number.of works dealing with various aspects of the problem have been published. The qualitative, theory of,non- linear, differential equations was given by Andronov and Pontryagin; the school founded by A.A. AndronoV in Gorki:has, since investigated this field very extensively. Andronov proposed also,a. new scientific theory, the so-called "general dynamics of machines" which classifies the.Machines and analyse s their functioning in very general terms. This theory is of, particular importance in'the field of automatic.control, where the non-linear problems are Darticula:i?lZ~ relevant and where they become very complicated. ~ndronov and is schoolhav.e.. also investigated the nyquist criterion and have introduced a nevr approach to.,the problem of stability. Another field of the, .Card2/3 non-linear theorywhich was investigated by I.L. Bershteynis.. "0 EATR n ZL; An Or 0 it _ The so;wCM)d III wt! re m -C*;Lo . . at a ell"Idd AVA Mz*d t1to iij Ir w equency difi- "81o pcfiseil~ . r It Fourier dwo-optce 02PAMAtotts) were"il4tiatitaid tar strew, Uw aid diin'tr, deforwAtOon, vet3c1ty"tOzdOr;b - - 1 Umse equations Ike spectral -tatinsillid" (* h,icb yle, 14 op atiat c6rrel- Won at a frequawy w)S as jolt ",U*. ol quantities vhb,.b are not deconipe"d Spetiratil CjLh be dalculaW , l The results are itseful to t1te speetrat theory of Rayle~e Scanarfit of ilgilt. 7" V~! - Crt AUTHOR: Hytov, S.M. -------------------- T IT LE: Note on the Correlation Theory.of Raleigh Scattering of Light (Korrelyatsionnaya teoriyalbld3~evskogo, rasseyaniya sve.ta) PERIODICAL: Zhurnal Ue~e;im. i Teoret.Piziki, 1957, Vol. 33, Nr2(8) PP-514-524 (USSR) ABSTRACT: At the beginning the author deals shortly with the well known tral solution of the problem of scattering of a plane monochromatic wave on weak,optical inhomogeneities otthe me44um.The problem is'. reduced, therefore, to the computation of theRq intensities,o,f, the four components of the tensor~c,,S. The tensor r,a here*denotes the small :fluctuations of the dielectricity. constant: eo6a3+4SWI-) Because the fluctuations are very small, the relation-of f +with , as, the fluctuation deformations,with the quantit =-,Q Q0 (Qo- y ua AU deno ng the deviation of density from its equiligrium value) and withy. T/To (T denoting the temperature, To the equilibrium valuo of temperature) islinear. In the case of,spectral amplitudes this relationship is purely *ebraic according to the a IaIsumptiIonsIIf certain coefficients as.well asthe mechanical and thermal-parame- ters of the medium do not show dispersion-(and therefore-are' .real), the relation given here holds also for the quantities..which-were not analyzed spectrally. The determination of the -spectal intensit-. ies of.the scattered light is reduced to the ascertainment of the Card.1/2 Aq intensities for the fluctuations~of,the deformations and the - - ---- -------- Note on the Correlation Theory of Raleigh Scattering of Light. 56-12-28/47 temperature. Here the author employs a former solution of the pro- blem. The finite width of the maxima of both doubletts.is connected with the dispersion of the parameters..of the,medium. At the abs,en- ce of losses.these maxima are transformed to discrete lines. The. dispersion of the parameters leads to the existence of a widespread continuous background, the distrib-dtion of which depends on the:.., dispersion laws. For the integral intensity of the isotropical part of the scattered- light an expression is given. Finally the case of a liquid with,a low viscosity is considered. There are no reference and I table..,~, ASSOCIATION: Physics Institute imeni P.N.Lebedev, AN.of the USSR (Fizicheskiy -i natitut im.P.N.Lebedeva AN SSSR) SUBMITTED: March 2, 1957 AVAILABLE Library of Congress 2/2 AUTHOR: Rytov, S.M. 56-3-19/59 TITLE: Correlation Theory of Rayleigh Scattering of Light. Il. (Korrelyatsionnaya teoriya releyevskogo rasseyaniya svets II) PERIODICAL: r Zhurnal Ekspe im. i Teoret. Fiziki,'1957, Vol- 33, Rr 3, pp. 669-682 (USSR) ABSTRACT: The following problems ate discussed and solved theoretically: a),Integral intensity of the component Ij~ (formation of problem and solution.) b) Anisotropic scattering. Notes tothe theory of~M.A.Leontovich. Spectral intensity of the "displaced" flank c d Integral intensity of anisotropic scattering. j The integral intensity of the microstructure component of the isotropically scattered #art of light is~ given for a medium with small heat losses and for a certain concretizing of dispersion,- laws. As regards-anisotropic scattering the simple dispersionlaiya are shown which swjpp~y a satisfactory approximation of.the intensity. distribution observed at Rayleigh's:flank..Farthermore,,approximation.. formulae for the coefficient of deplorization,of.Rqkigh's scatteringlare-given. There are 1 figure and 8 Slavib references. ASSOCIATION: Physical Institute imeni P.N.Lebedev -AN USSR (Fizicheskiy institut, imeni P.N.Lebedeva Akademii nauk SSSR) Card i* 09 AUTHOR R)ITOV, S.M. .56-7-24/66 TITLE 'The Correlation Theory of Thermal Fluctuations in an Isotropic Medium (Korrelyatsionnaya teoriya.teplovykh fluktuatsiy.v izotropnoy srade, Russian) PERIODICAL Zhurnal Eksperim. i Teoret. Fiziki, 1957, Vol 33, Nr 7, pp 166 178 (U.S.S.R.) ABSTRACT The theory developed here does not give concrete data concerning them mechanism of.the dispersion and is of, a purely phenomenological charac- ter. The results obtained may, ctove all, beapplied directly tothe -spectral theory of RALEIGH'S scattering of light. The initial equations: The author here confines himself to an isotropic medium, the mechanical properties of which can be expressed by the scalarcoefficients of heat conductivity and of thermal expansion. All these parameters of the medium are functions of the.frequency 6) and are generally complex. The deviations from the.thermodynaiaical.state of equilibrium of this medium can, in.the case of the known restrictions, be described byA further parameter. In the case of lacking dispersion all equations given here are true for the spectrally not decomposed quantities, and thermodynamics then enters into force. The..next chapter. gives general formulae,for'the.correlation.functions and for the spectral, 'Card 1/2 intensities. Now the author deals with the thermal fluctuations inan ---- - -- --- --- - ------ 5&7-24/66 The Correlation Theory of Thermal Fluctuations in an Isotropic Medium elastic-viscous mediums The spectral intensities of foreign forces:,The spectral equations. given formerly are heretransformed by the introduction.of foreign forces. The foreign momentum is equal to zero. In the following chapters the spectral Wk-inten.5ities of the tensions and of the temperat-ure as well as the spectral Wk-intensities of the velocity and of the defor- mations are derived. Spectral correlation: The corresponding 0 -intensities can be computed..,:~ with the help of the W k-intensities, which then give the spatial correlation of the orders to be investigated with respect-to the fre- quency CA) By means of a further fo.rmala the correlation functions of the spectrally pot decomposed quantities can be determined. (No illustrations). ASSOCIATION Physical Institute "P.N. Lebedev" of the Academy of Sciences of the U.S.S.R. (Fizicheskiy institut im. P.N.Lebedeva Akademii nauk SSSR) FRESENTED BY SUBMITTED 29.12.1956, AVAILABIE Library of Congress Card 2/2 AUTHOR: Ry t ov, S. 53-4-8/10 TITLE: In Memory of G. 8. Gorelik (PaWati G. S. Gorelika) PERIODICAL: Uspekhi Fiz. Nauk, 1957, Vol._62, Nr 4, PP. 485-496 (ussR) ABSTRACT: On June 27th Gabriel Semenovich Gorelik,:one of the most. prominent Soviet physicists, died by a tragic accident. He Vlas well known on account of his investigations on.the.theory Of oscillations, on radio physics, optics and acoustics aswell as on account of his excellent pedagogical activity of many years. G. S. Gorelik was born.in 1906 at Paris, where his father studied at that time. In 1923 he.began his studies at ~the mathematical-physical faculty of Moscow university and, influenced by L. I. Mandellshtam, he turned to1heoretical physics, also as an aspirant he worked under Mandel'shtam. Then beginning to works as an aspirant (1930), he began teaching. From 1934 to 1938 hedelivered lectures on the. theory of oscillations. During this time fie finished seven further scientific investigations on the theory of oscillations. From 1935 to 1937 he worked at the physical-technical research institute at Gorlkiy. In,1938 he took over the chair for general:physics at~Gorlkiy, where he lived till 1953-During Card 1/2 his stay at Gortkiy he wrote more than 20 scientific treatises in Memory of G. S. Gorelik, 53-4-6/10 on various problems.of the theory of oscillations, magnetism, theory of automatic control, radiophysics and optics. When delivering his excellent lectures, he always endeavored to combine the."classical" and-the "modern". His pedagogical talent expressed itself in his capability, to train scientific workers.and to form congenial collectives. During tilt war he carried out important commissions for, collubructiort offices working at Gorl.kiy. In the years~after the war Gorelik took.part in the development of the theory of the nonlinear oscillations..Gorelik developed an individual, direction which may be described as an investigation of the properties of matter and radiation by means of oscillation methods and mainly radiophysical methods. In June 1953 he was offered the professorial chair at the Moscow physical-technical institute. Further details of his activities are discussed. There are 1 figure and 64 references, 60 of which are Slavic. All 6t+* references are scientific works by Gorelik. AVAILABLE: Library of Congress Card 2/2 -776~V S -AUTHOR: Ry-tov, S. M. 53-41w-2/11 TITLE: The Correlation Theory of Electric Fluctuations and of Thermal Radiation (Korrelyatsionnaya teoriya elektricheskikh fluktuats.iy i teplovogo izlucheniya). PERIODICAL: Uspekhi Fizicheskikh Nauk, 1957, Vol. 63, Nr 4, pp. 657-672 (USSR)* ABSTRACT: The present survey is arranged as follows. Introduction, fluctua- tion dissipation theorem for distributed systems, application to an electromagnetic field in a homogeneous medium, general charac.- teristic of the theory, the case of bodies with good conductivity, some results of the application of the theory (radiation into the free space, radiation in lines and spatial resonators), application., of the principle of reciprocity, the thermal electromagnetic field nearradiating bodies, the phenomena of interference in thermal radiation, thermal radiation in anisotropic media. There are 5 figures, and 31 references, 21 of which areSlavic. AVAILABLE: Library of Congress. Card 1/1, (Probabilities) 21(g),24(0) PHASE I BOOK EXPLOITATIO' SOV/3~ Akademiye. nauk SSSR. PIzIcneakiy ln3tjtut lasledovanlya po ak3perlmentallnoy~l teorez-cnes~coy fizike; f3bornL-j (Studios on Experlaidnt s'l and Theoretical PnY3'-CS; Collect-on or Z. krtician) Moscow, Ixd-vo AN SSSR, 1959. 304 P. Errata all p Inserted. 2,300 copies printed. 2d.t 1. L. Fabelln kly, Doctor or Physical- and MAthematicAl 541- ancts; Rds. of ;:bllahing H-une; A. L. Chernyak and V. 0. Barkgaut, Tech. Rd.; Yu. V. Ryllfta; Commission for Publishing the Collection In Memory of OrigorLya SamuLLovIch Land3berg: 1. Ye. Tamm (Chairman), Academician; 9. A. Lowntov4ch, Academician; P. A. Bazhulln, Doctor or Physical anzi xatnemaztcai sciences, S. L. Mandellshtam, Doctor or Phystcal and Katnematlcal Sciences; I. L. Pabelinskly, Doctor of Physical and Mathematical Sciences; F. S. Landabarg-Baryshanskayal Candidate of Physical and Math- smatical Sciences; and 0. P. MotulevLeh (Secretary), Candidate of Physical and Mathazatical Sciences. PURPOSI; I This book is Intended ror.phyalct3ts and researchers snZaged In the study of electromagnetic radiations and their rol. %'14yeat Igat Ing zhe,ptr4ctura. and composition or mstertais. COVERAGE: The collection contain- 30 Aft%claB whic Investigations In spectroscopy, 3onLca, molecular optLas, semL conductor physical nuclear physics, and other branches or physics: The Introductory chapter gives a bLograpnLcal prortL* or 0. 3 Landabarg, Professor and Head of, tne Department of Optica of the Division of'Physicia Technology at Moscow Unt- varsity, and reviews his work In Rayleigh scattering, combat e'.. gasilep spectral anaLysisor cetals,, sze. No personalities are mentioned. Rarereaces accompmLy eata article. S. Kinetl a of the Action or Light Ganes on tne me Abs0rptCLQn Spectra or, Vapors, of Aromatic Coa- l..... t., or pounds 149 Obrelmov, 1. V. and V!q,-A-3tskhm--* The R*%12t&nC* or nice -----0-=tXW-AIong the Cleavage Plans 159 Rytov-a-Ljl.~- The Correlation rheory or Rayleigh Light 3cat- 175 Sobel$mam 1. 1. The Quantum Mechanics Theory of the Intensity 4--or-Ed, a --s-stteri., Line, -a 192 SuahchISqkIy_)!.-~P, Depandeney of the Width of Combined- g-oaftsring fines or. the AnLsotropy.of a Derived Polarizabillty Tensor 211 Tame, 1. Y*- Present State or the Theory ~or Weak Interactions ?articles 218 -'Tu*rT~!R L. A.'and B. A..Chayanov. The Illumination of Diiiectriew In High Voltig a- c Electric Fields 23 Ukholin, S. A.,and M. Z-Erunl4m. Xnvoatlgatlon of Cc=b1ne4 '=EKt--5Fitt*rIng-7S-p"tra in 11202-H20 and H202-Dioxane. Solutions 244 PabelInskly, I. L Wt;107 The Thin Structure of Unts of' Rayleigh in cases 254 The Role or the Group Speed or, Light In IrraOin. tion in a Refractive Medium 261 S. E., and 1. P. Dogdanova Excitation ofSpectral Lines -tylaln the-Negative =Gia'Eron or a Gan Discharge 2T5 Prim hbtra. ~A-A and_Y--7--A*d1&r-.~ The Possibility of, the sensitivity or the Spectral Determination or Some glamentp. 2&1 Shpqj!Bk1V-JL-V. The Interpretation or Spectra or.Aroma t1c Hydrocarbons in Frozen Crystalline Solutions .296 SOVJL~1-2-1-6/19 AUTHOR: Rytov S.M. TITLE: The Soectrum. of a Quasiperiodic Random Process PERIODICAL: Izvestiya vysshikh uchebnykh zavedeniy, Radioflzlka,: 19,59, Vol 2, Nr 1, pp 45 - 49 (USSR) ABSTRACT: In Ref 1 (Ya.I. Khurgin), an expression*has already been, found for the spectral density of the random pulse train.,. of Eq (1)j in which the amplitude, duration and.occurrence of the pulses are all independently random. The process is stationary and the mean value dispersion and distri- bution functions of pulse spacing and length are all known. 0 With modifications the same approach maybe used for the:. strongly non-sinusoidal waveform in Figure 1. Here,-,the~ tive excursions are.the same and of amplitudes of all posiu all negative.excursions -,Te.the same. The durations of the respective "half-waves'.' are randomly independent. The process is described by Eqs (2) (3), whence it will be seen, uration is that in distinction from Eq (15,the pulse d not independent of the puls,e-.spacing but, is. equal toi.it. Introducin- the transform Eq (4), the spectral-densit Cardl/2 y m SOV/142-2-1-21/22 The First All-Union Conference.on Statistical Radio Physics is on a satisfactory level. Concerning the latter problem, there is a lack- of scientific,papers,.and the number of reports dealing with this subject, was inadequate, even at this Conference. ~ The Con-, ference participants heard with great interest the latest research results in the field of;the sta- -tistical theory of communication (theory of inform-',-- ation).contained in the report "The Theory of Radio Communication Channels Having Parameters Changing at, Random" by V.I. Siforov, Associate.of AS USSRY: which wa'a delivered at the plenary session. I.L.. Bernshteyn (NIRFI, Gorlkiy) reviewed the develo p ment of statistical radio physics in his report, titled."Fluctuation Phenomena in Self-Oscillator Networks". Already in the mid-thirties,, by sug- ~gestion and under supervision of A.A. Andronov, the author analyzed and calculated processes in an ordinary vacuum tube-oscillato.ro-.c.onsidering the fluctuation influence of the sho t effect inthe Card 3/ tube and the thermal effect in'the network. Later,:'_, SOV/142-2-1-21/22 The*First All-Union Conference on Statistical Radio Physics b U the problem of oscillator fluctuations became.im U 'or the cm-wave range were, portant, when receivers built.,'In 1949, experimental investigations of the-,:', oscillation fluctuation of an ordinary tube oscil- lator laere conducted,at GIFTI (Gorlkiy). Recently't a large number of papers were publ ished on this sub- ject and the author mentioned in this connection G.S. Gorelik, S.M. Rytov, D. Middleton,(USA), V.S-. Troitskiy, A.N. Malakhova, M.Ye. Zhabotinskly and P.Ye. Zill.berman. S.M. Rytov delivered the last report at the plena7ry-session, titled "The Fluctu,- ation Theory in Strictly ~Ton-Linear Self,-O.Scilla-. tor Networks". In this report,,self-oscillating networks were considered, permitting a.piece-linear approximation of non-linear characteristics. Ran- dom forces were assumed as being small and shortly correlated. For simplicity, the theory was deve- loped for the special case of a system with only, one degree of freedom. The phase space of:the Card 4/ P- system under consideration is a plane, divided into 57 SOV/1427-2-1-21/22 The First All-Union Conference on Statistical Radio Physics ttto semiplanes which are, infinitely straight. Using, -uations, the point transformation method, small fluct investigated in.the neighborhood of. a stable limit.. cycle. The statistical characteristic and the dif-. fusion coefficient of the !Iphas;ell,were obtained. Disregarding the llam~litudefl fluctuation, the self-., oscillation spectrum was obtained. The author.show-__~ ed t'hat the width of the lines at half.the intensity level is propertional to the square of the harmonic number, and also their integral intensity, whichis, also the case during the absence of fluct-uations. As an example, the author discussed a tube oscil- with an anode network and inductive feedback. The work of the three conference sect' ions was con- ducted.from 14 to 17 October 1958. The section "Fl uctuations in Self-Oscillator,.Radio Measuring and Amplifier Networks" was headed by I.L. Bern-. shteyn and S.M. Rytov..,"A.N. Malakhov (NIRPI, Gorl- Iciy) delivered a report c~n~'Th~e8pe~ctral Line Wid th Card 5/a-2 of Oscillators and the Parameter Fluctuation".