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Author index to vol.30
AUTHOR INDEX to Vol.30 w Page ABRAMIAN B.L., ARUTIUNIAN, N.B. and BABLOIAN, A.A.: On symmetric pressure of a circular stamp on an elastic half-space In the presence of adhesion 1 AFANAS'EV, Iu.V., KROL', V.M:, &W&.& 6.N: &d I&?&3tiOV; 1:V.i Gasdynamlc processes in heating of a substance by lasereation b AGALOVIAN, L.A.: Application of the method of asymptotic integration to the construction of an approximate theory of anisotropic shells . . * AINOLA,L.Ia.: Integral *'*"'*' variational prlnclple'of mechanics : : AKSENTIAN, O.K.: On stress concentrationsin thick plates V-A.: Contact * ~~~~, V-M., BABRSHKO, V.A. and SCARE, problems for an elastic layer df slight thickness . . . . ANDRBEV, V.D.: On the solution of the Stokes problem for an equipotential surface specified in the form of a spheroid . ANDRIANKIN, E.I.: On certain self-similar motions of gas In the' presence of shock and detonation In a medium of varying density ANTONOV, A.M. and HAYES, W.R.: Analysis of hypersonic gas flow past blunt bodies . . . . . . . . . . . ~~G~'S~I, 1u.A.: On the motion of a rigid body about a' . stationary point fixed on the Earth's surface . ARNOL'D, V.I.: On the topology of three-dlmensional‘steadyflows of an ideal fluid ARUTIUi?IAN, N.B., see ABI6MIAN;B.L. : : : : : : : : : : ARUTIUNIAN, N.Kh. and BABLOIAN, A.A.: Contact problems for a half-space with an inclusion . . . . . . . . 6 1 BABRSRKO, V.A., see ALRKSANDROV, VIM.' : . . . . . . . . BABHSHKO, V.A.: On an asymptotic method applicable to the solution of integral equations In the theory of elasticity and In mathematical physics . . . . . . . _ . . . . . . BABKIN, V.A.: Kinematics of a continuouslydislocated medium . BABLOIAN,A.A., see ABRAMIAN, B.L. . . . . . . ,. . . . . BABLOIAN,A.A., see ARUTIUNIAN, N.Kh. . BACRBLIS, R.D. and MRLAMRD, V.G.: On nonuniqueness of the' ’ * stationary solution of the system of equations of the theory of 2 . combustion L.I. and MOtiHANOV: A1G.i A b&ndari value probiem'of' p the theory of osclllation~wlthparameter-dependentboundary * * conditions . . f BARENBLATT, G.I..: Effects of small vibrations'on the deformation of polymers . . On s;fficlent'col;dlCio;ls for-the absence'of' * BELEN'KII, I.M.: . periodic trajectorles'lnconservative systems , . BBIXN'KII, I.M.: On the problem of n-stationary centers : : BRRDICREVSKII,V.L.: Construction of models of continuous media' by means of the variational principle . . . . . . . BERDICHEVSKII,V-L.: Use of variational methods in.constructing models of continuous media with Irreversibleprocesses In the special theory of relativity . . . . . . . . BERKA, L.: On the formulation of the'first boundary vaiue problem for an ax1symmetricall.y loaded body of revolution . . . BIRIIW, R.V.: GTI small perturbations of a plane parallel flow with cubic velocity profile . Vo1.29,' BIRIRH, R.V.: Remarks on the papers iy R.V: Blriich,'Pl& NY? 4, 1965 and PMM Vo1.30, N? 2, 1966 BODIAKOV, G.I. and OGANESIAN, L.A.: The'small'paramete;methid * for determining the motion of the viscous Incompressible 4 fluid in a support bearing BOGAEVSKII, V.N.: On the general integrals'of'theequations of ’ 4 motion of a solid body through a fluid . . . . . . . .
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BOGOIAVLENSKII, A.A : Theorems on interaction of parts of a mechanical system . . . . , . . . . BULAKH, B.M.: On Conditions on the bow shock in viscous gas flow past a blunt body BULAKH, B.M.: Supersonic'flow of a viscous‘sas i;lthe iegicn’of’ a weak shock . . . . . . . . . . . . . . . . BYCHKOV, 1u.P.: On the motion of a body of revolution bounded by a sphere, on a spherical base . BYKHOVSKII, E.R.: On self-similar soiutions 0; a'type of I;ropa&t,% wave of a quasi-linear equation and of a system of equations which describe the flow of water in a sloping channel . . . CHEKMAREV, I.B., see REGIRER, S.A. . . . . . . . . . . CHEREPANOV, G-P.: Propagation of cracks in compressed bodies . CHE~OUS'KO, F-L.: Motion of a body with a cavity filled with a viscous fluid at large Reynolds numbers . . . . . , . CHERNOUS'KO, F-L.: On free OSCillatiw of a viscous fluid in a vessel CHERNOUS'KO, F.L.: The motion of a bbdy wlth a cavity partly filled with a viscous liquid CHERNOV, I.A., see FAL'KOVICH, S.V: : : : : : : : : : : CHERNYSHOV, A.D.: On the character of strong jumps in certain complex media . . . . . * * . . . . . . CHOB~IAN, KS., see CALFAlAN, P.O. . . . . . . ~~CHA~V, V.P.: On the linearized theory of flow around bodies: Method of force sources . . . . . . . . . . . DURGAR',IAN,S.M.: On the determination of the nonaxisymmetrlc temperature field of an orthotropic hollow cylinder and sphere DYMKOV, S.S.: Asymptotic solution of the problem of an elasticlsyer ELISEEV, B.V.: On the applicability of the theory of onedimensional flow in the presence of Hall currents . . . . ERMOLIN, E.V. and SIDOROV, A.F.: Some configurations of isentropic decompositions of two-dimensional discontinuities . . Influence of tangential acceleration on EVTUSHENKO, 1u.G. : . the motion of a satellite FAL'KOVICH, S.V. and CHERNOV, 1:A.I Algebraic'seif-modelling' solutions of two-dimensional transonic gas flow behavior of a dynamical system'wiih * ' FEIGIN, M.I.: Resonance collisions . . . . . . . . . . . . - . . . . FUFAEV, N.A.: On the idealizat-ion of surface of Contact in form of point contact in the problem of rolling . . . . . . . . . . . . . . . . FUFAEV, N.A., see NESMARK, Xx3.1. . gyroscopic forces GABRIELIAN,M.S.: On the Influence of dissipative on the control liability and observability of mechanical systems GALFAIAN, P.O. and CHOBANIAN, K.S.: Solution of contact problem for an elastic
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. . GRIGORIAN, D.M., see GRIGORIk4,'S.i. : : : : : : : : GRIGORXAN, S.S. and GRIGORIAN, D-M.: Impact of a cone on a &in *. * . . . . . . . * * .I elastic membrane GRSSRINA, G.A., WDEL', R.M. and ZOLOTGVA, O.M.: Approximate linear solutions of some plane gas dynamical problems . . . GUS'KOV, 1u.P.: On optimal discrete correction of the ‘forced motion of stochastic systems . . . . . . . . . . . GUZ', A.N. and SAVIN, G.N.: The plane problem of couple stress theory of elasticity for an infinite plane weakened number of circular holes .. . . . . . . . . HAYES, W.R., see AN!PONOV,A.M. . . _ . . . . . see IVANILOV, 1u.P. . . . . . .
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IDIN, M.A.: Electric fields in magnetohydrodynamic*channelsin the presence of electrode potential drop . . . . . . . IRTEGOV, V.D.: On the problem of stability of steady motions of a rigid body in a potential force field . . . . . . . , ISHLINSKII, A.Iu. and ~M~KO, M.E.: On the stability of rotation of a rigid body suspended on a string and possessing an ellipsoidal cavity compfetely filled with an Ideal incompressible fluid ISTWLTOV, A.G. a;d kBROV?CH; V:B.I The ' 'effect * ' of* transport ' * ' ' processes on the stability of a plane flame front . . . . . . . . . . IUDOVICH, V.I.: On the origin of convection .
IUDOVICH, V.I., see SRUBSHCHIK, L.S. . . . . . . . . . . IUDOVICH, V.I.: Secondary flows and fluid instability between . rotating cylinders . * IVANILOV, Iu.P. and IAKO&; GIN.: &eady'conve&ion in the* presence of an external magnetic field IVANILOV, 1u.P. and IAKOVLEV, G.N.: The bifurcation'of'fluld' ’ flow between rotating cylinders . . . . . . . . . KARPENKO, L.N.: Approximate solution of a singular integral equation by means of Jacobi polynomials , . . . . . . . KELDYSH, V.V.: Intersection of two plane shock waves in space . ~~~~OVA, T.V.: Equations of rotational motion of a gravitational satellite equipped with deformable stabilizers . KHARLAMOVA, E.I.: Reduction of the problem of motion of a rigid body with one fixed point to a single equation. New particular solution of the above problem stochastic' ’ KHAS'MINSKII, R.Z.: On the stabllity'of'noI;ll~~~~ systems KHAS'MINSKII,'R.i.,'se;NEvBL~sON,'M.B. : : : : : : : : : KO~~IKOV, N.N.: Renular precession of a free Ryrostat . . . -_ . KOPASENKO,-V-V.,see VOROVICH, I.I. . KOSMODEM'IANSKII,V.A.: Sufficient conditions for;the absoluie ’ extremum In a variational problem of the Bolza-Meyer type . . KOSTROV, B.V.: Unsteady propagation of longitudinal shear cracks KOSTR0V, B.V.: Diffraction of a plane wave by a smooth rigid wedge In an unbounded elastic medium in absence of friction . KOZHRVNIKOV, 1u.V.: On the theory of optimum averaging of dynamic systems controls . . * . KRAIKO, A.N.: On the solution of ;ariational problems of . * supersonic gas dynamics KRAIKO, A.N.: Study of weakiy per
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4 cnanne~ 1 KUCHEROV, V.A:, ~ee'Al$K&DROV~ V:M.' : : : : : : : : : KULIKOVSKII. A.G.: 0n the stability of homogeneous states . . 1 KULIKOVSKII; A.G.: 0n the stability of Poiseuille flow and certain other plane-parallelflows In a flat pipe of large but finite length for large Reynolds' numbers . . . . . _ . . . 2 KUNIN, I.A., see VDOV'SN,V.E. KUNIN, I.A.: Model of an elastic medium'of'simpl~siructuie \;ith three-dimensionaldispersion . , . . . , . . . . 3 KUNIN, I.A.: Theory of elasticity with spatial dispersion. One-dimensionalcomplex structure . . 5 KURZHAMSKII, A.B.: On the problem of control for's system'of' ’ differential equations with time lag . 6 LA~T'~, M.A.: On some problems of fluid m&i& involving'free surfaces 1 LEBEDBV, N.N.'an;t&A&tiA; I:P.; Integral - * *an' * expansion-of arbitrary function in terms of spherical functions . . . . 2
812 148 180 975 1272 642
1025 1328 216 314
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LEBRDBV, N.N. and SKAL'SKAIA, I.P.: Some boundary value problems of mathematical physics and of the theory of elasticity for a hyperboloid of revolution of one sheet 5 LEVXH, V.G. and MIASNIKOV, V.P.: Kinetic model of a fiuidizh ’ layer . . . . ...* . . . . LWIN, V-A.: 'NonsteadYfiow'of'rarefied'gas LIASHENKO, V.F.: On the stability of a rigid body with-a fixed * point , . . . . . . . . . L1BR0VICW;V.B.; see ISTRATOV, A.G: . . . . . . . . . . LOMAKIN, V.A.: On the theory of deformation of micro-inhomogeneous bodies and Its relation with the couple stress theory of elasticity . . * . . 5 LUNTS. 1a.A. ~d.SM~~~S~I,.~:L.~ On * i ciass of motions*of conservative systems with one noncyclic coordinate 4 LUR'E, A.I.: Bifurcation of equllibrlumof a perfectly eiastic'body 4 LUR'E, M.V.: Application of a variational principle to investigate 4 discontinuitiesin a continuum . . MAIKAPAR, 0.1.: A wing with the maxl&n'lift/drag ratio ai supersonic velocity 1 MARKHASHOV, L.M.: On formaliy-invar&t'motlo&3 of a materiaipoint1 MARKHASHOV, L.M., PLQPNIKOVA, G.V. and POZRARITSICII, G-K.: Impulse actuated time-optimaloperations in second-orderlinear systems 4 MELAMRD, V-G., see BACHELIS, R.D. . . 2 . * . * . MIANNIL, A.I. and NIGUL, U.K.: On results of comparison of a finite-differencemethod and the method of steepest detents for?. the analysis of transient stress waves In plates . . . . . MIASNIKOV, V.P., see LRVICH, V.G. . . . . . . . . . . . 5 4 MIASNIKOV, V.P., see MOSOLOV, P.P. . MISHIKU, M. and TRODOSIU, K.: Solutl& of an elastic static plarie problem for no~omogeneous isotropic bodies by means of the theory of complex variables . MOLCHANOV, A.G., see BALABUKR, L.I: 1 1 1 1 1 1 1 1 1 1 MOSOLOV, P.P. and MSASNIKOV, V-P.: On stagnant flow regions of a 4 viscous-plasticmedium In pipes . . . . NEILAND, V.Ia.: Solving the equations oh a'lamlnar boundary layer 4 under arbitrary initial conditions . . . . . . . . NEIMARK, Iu.1. and FUFAFX, N.A.: On stability of stationary motions of holonomic and nonholonomic systems . . . . . . 6' 1u.V. . . . . . . . . . NEMCHINOV, I-V., see ~~~'EV, AWARD, V.E.: Discharge of gas into vacuum with temperature 6 at the boundary subject to exponential law . NEVEL'SON, M.B.: Some remarks concerning the stability'of'a* ’ linear stochastic system . 6 NWEL'SON, M.B. and KHAS'MINSKIi,R.2:: 'StabliitYoI! a'lik& * 2 system with random disturbances of Its parameters NGO VAN NYONG: On the stability of motion In a certain'critidal‘ 4 . . s * * . case 2 NIGUL, U.K:, see'MIANNiL,'A.i.: : : : : : . . . . . . NOSOV, V.R.: On a problem occurring in the -theoryof optimum control with aftereffects 4' OGANBSIAN, L.A., see BODIAKOV, G?,I: : : : : : : : : : : OLBINIK, O.A.: On the mathematical theory of boundary layer for an unsteady flow of incompressiblefluid . . . . . 5 OLEINIK, O.A.: Stability of solutions of a system of boundary layer equations for a nonsteady flow of Incompressiblefluid . 3 PEISAKH. E.E.: On the kinetic foci of a conservativesystem for . isoenergetic trajectories 6 I ons PLRSHAKOV, V.P. and SIROTIN, 1u:I.I Anlsotropic - * - ’ &ctor'f&t ’ of vector argument . c PLOTNIKOVA, G.V., see MARKHASHOV, L.M: : : : : : : : POPOV. G.Ia.: Plane contact problem of the theory of elastici ty' . with bonding or frictional forces . _ . . . 3 POZHARITSKII,G-K.: Impulsive tracking in the case of second . f 2 order monotype linear objects . L:M.' : : : : : : P~~TS~I, G.K., see ~~~HOV;
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PROSKURliAKOV, A.P.: On constructing periodic solutions of quasi* linear non-self-containedsystems with one degree of freedom, when amplitude equations possess multiple roots 6 REGIRER, S.A. and CHEKNAREV, I.B.: Steady flows of an * ’ ’ * 1 anlsotroplcallyconducting medium in a half-space ROZGVSKII, MI. and SXNAISKII, E.S.: Vibrations of an &if&or with residual creep . . . . . . . . . . . . . 3 RUDAKOV, R.N.: On small perturbations of convective motion between vertical parallel planes 2 RUKHOVETS, A.N. and UFLIAND, 1a.S.: Cn a ciass of dual'lntegral' equations and their applications to the theory of elasticity . 2 RUMIANTSEV, V.V.: On the theory of motion of rigid bodies with fluid-filled cavltles . . . . . . . . . . . . . : R~~TS~, V.V.: On the stability of steady motions RYZHOV, O.S.: Influence of viscosity and thermal conductl;ity * '. on propagation of sound impulses 2 a phy~lc~l SAMSONOV, V.A.: On the stability of the.'equlllbrium'of liquid-filledpendulum . . . . . . . . . . . . . 6 . . . . . . SAVIN, G.N.,see GUZ', A.N. 2 SHAIDUROV, G.F., see GERSHUNI, 6.2: 1 1 1 1 . . . . . . SHARSHEKEEV, 0.: Schwarsschlld problem for a metric whose . spatial part Is purely Euclidean . . : SHELEMENT'EV, G.S.: Cn stablllsation'of'anonholonomlc‘system : Damping of capillary-gravitationalwaves In a S?IMID!l!, A.G.: viscous fluid of finite depth by surfactants . . . . . . 4 SIDORCV, A.F.: On nonsteady gas flows adjacent to the regions , . . . . . 1 of rest : : : : : . . . . . . SIDOROV, A.F.; see&u4&IN,E.V: SINAISKII, E.S., see RGZOVSKII, M.I. . . . . . . . . . . 3' SXROTXN, Iu.I., see PLESHAKOV, V.F. . . . . . . . . . . SKAL'SKAIA, I.P., see LEBEDEV, N.N. . . . . . * . . . . . : SKAL*SKAIA, I.P., see LEBEDEV, N.N. . . . . . . . . . . SMOLITSKXI, Kh.L., see LUNTS, 1a.A. 2 SMOL'NIKOV, B.A.:. Rotation of a rigid body'wlch iota& ’ * ’ flywheels about Its center of Inertia 4 SOLOV'EV, 1u.I.: The fundamental mixed problem Oi the ’ ’ ’ ’ axisymmetrlc theory of elasticity . 5 SRUBSHCHIK, L.S.: On the existence of a'soiution'tb'theprobiem' of the equilibrium of a circular membrane 3 SRUBSHCHIK, L.S. and IUDOVICH, V.I.: Note on ihe'stabliltyof! * membrane solutions in the nonlinear theory of plates and shells 1 SUNCHELEEV, R.Ia.: The elastic equilibrium of an inflnlte, transversely Isotropic body, weakened by an Internal flat circularcut 3 SUNCHELEEV, R.Ia.: Dynamic problems for a transversely Isotropic elastic cylinder . . . . . . . . . . . . . . . 5 SVEKLO, V.A.: On the combined effect of a wedge and stamp on an * . . . * elastic half-plane . . . . . . 1: snREzKEv, 1u.M.: On the theory of fugold motion; . . . . . TEMCHENKO, M-E., see XSHLINSKII, A.Iu. . . . . . . . . . 1 2 TEODCSIU, K., see MISHIKU, M. TOKAREV, V.V.: Some conslderat;o& on the rel&.billty & the' . 1 problems of optimal control . . TSEITLIN, A.I.: On the methods of dual integral equations'and * dual series and their application to problems of mechanics . 2 UFLIANR, Ia.S., see RUKHOVETS, A.N. . . . . . . . . . . 2 V~, IuS.: The buildup of shock waves in an Inhomogeneous 4 . . . . . * * medium . ., . . . VALOV, G.M.: The first fund&nentai problem'of the theory of 6 el&tlclty for a rectangular parallelepiped VANDAKUROV, 1u.V.: On the stability of a pulsating plasma‘cyilnder2 VATAZRLN, A-B.: Anlsotroplc continuous media, In which energy and the stresses depend on the gradients of the strain tensor and other tensor qualities 3 VDCVIN, V.E. and Kunln, 1.A.I A theory of elast&ity with'spat& 6 dlstrlbutlon of matter. Three-dimensionalcomplex structure . VILENSKAXA, T.V. and VOROVICH, 1.1.: Asymptotic behavior of the solution of the problem of elasticity for a thin spherical shell 2 V
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VOROVICH, 1.1. and KOPASENKO,V.V.: Some problems lfithe of elasticity for a semi-infinitestrip . . . . . VOROVICH, X.1., see VILBWCAIA, T.V. . . . . . . . ZAIDEL', R-M., see GRISHINA, G.A. . ~~ORO~CH, V-A.: Spinor as an in&rizkt' 1 1 1 1 ZRUKROVU!SKII,E.M., see GERSRUNI, G.Z. . . . . . . . . . . . . . ZOLCXCOVA,O.M., see GRISHINA, G.A.
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BOGOIAVLENSKII, A.A : Theorems on interaction of parts of a mechanical system . . . . , . . . . BULAKH, B.M.: On Conditions on the bow shock in viscous gas flow past a blunt body BULAKH, B.M.: Supersonic'flow of a viscous‘sas i;lthe iegicn’of’ a weak shock . . . . . . . . . . . . . . . . BYCHKOV, 1u.P.: On the motion of a body of revolution bounded by a sphere, on a spherical base . BYKHOVSKII, E.R.: On self-similar soiutions 0; a'type of I;ropa&t,% wave of a quasi-linear equation and of a system of equations which describe the flow of water in a sloping channel . . . CHEKMAREV, I.B., see REGIRER, S.A. . . . . . . . . . . CHEREPANOV, G-P.: Propagation of cracks in compressed bodies . CHE~OUS'KO, F-L.: Motion of a body with a cavity filled with a viscous fluid at large Reynolds numbers . . . . . , . CHERNOUS'KO, F-L.: On free OSCillatiw of a viscous fluid in a vessel CHERNOUS'KO, F.L.: The motion of a bbdy wlth a cavity partly filled with a viscous liquid CHERNOV, I.A., see FAL'KOVICH, S.V: : : : : : : : : : : CHERNYSHOV, A.D.: On the character of strong jumps in certain complex media . . . . . * * . . . . . . CHOB~IAN, KS., see CALFAlAN, P.O. . . . . . . ~~CHA~V, V.P.: On the linearized theory of flow around bodies: Method of force sources . . . . . . . . . . . DURGAR',IAN,S.M.: On the determination of the nonaxisymmetrlc temperature field of an orthotropic hollow cylinder and sphere DYMKOV, S.S.: Asymptotic solution of the problem of an elasticlsyer ELISEEV, B.V.: On the applicability of the theory of onedimensional flow in the presence of Hall currents . . . . ERMOLIN, E.V. and SIDOROV, A.F.: Some configurations of isentropic decompositions of two-dimensional discontinuities . . Influence of tangential acceleration on EVTUSHENKO, 1u.G. : . the motion of a satellite FAL'KOVICH, S.V. and CHERNOV, 1:A.I Algebraic'seif-modelling' solutions of two-dimensional transonic gas flow behavior of a dynamical system'wiih * ' FEIGIN, M.I.: Resonance collisions . . . . . . . . . . . . - . . . . FUFAEV, N.A.: On the idealizat-ion of surface of Contact in form of point contact in the problem of rolling . . . . . . . . . . . . . . . . FUFAEV, N.A., see NESMARK, Xx3.1. . gyroscopic forces GABRIELIAN,M.S.: On the Influence of dissipative on the control liability and observability of mechanical systems GALFAIAN, P.O. and CHOBANIAN, K.S.: Solution of contact problem for an elastic
GELIG, A.Kh.:
rectangle
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On the stability'of'no;lllnea~ c&&ol'Sy~te~S
1
251
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number of degrees of freedom E-M. and ~~OV; G:F.i 6x-1 the' convective instability of fluids in interconnected Vertical . channels
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GERSHUNI, G.Z., ~O~TS~I, GOGOSOV, V.V.: plasma
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834
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. . GRIGORIAN, D.M., see GRIGORIk4,'S.i. : : : : : : : : GRIGORXAN, S.S. and GRIGORIAN, D-M.: Impact of a cone on a &in *. * . . . . . . . * * .I elastic membrane GRSSRINA, G.A., WDEL', R.M. and ZOLOTGVA, O.M.: Approximate linear solutions of some plane gas dynamical problems . . . GUS'KOV, 1u.P.: On optimal discrete correction of the ‘forced motion of stochastic systems . . . . . . . . . . . GUZ', A.N. and SAVIN, G.N.: The plane problem of couple stress theory of elasticity for an infinite plane weakened number of circular holes .. . . . . . . . . HAYES, W.R., see AN!PONOV,A.M. . . _ . . . . . see IVANILOV, 1u.P. . . . . . .
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IDIN, M.A.: Electric fields in magnetohydrodynamic*channelsin the presence of electrode potential drop . . . . . . . IRTEGOV, V.D.: On the problem of stability of steady motions of a rigid body in a potential force field . . . . . . . , ISHLINSKII, A.Iu. and ~M~KO, M.E.: On the stability of rotation of a rigid body suspended on a string and possessing an ellipsoidal cavity compfetely filled with an Ideal incompressible fluid ISTWLTOV, A.G. a;d kBROV?CH; V:B.I The ' 'effect * ' of* transport ' * ' ' processes on the stability of a plane flame front . . . . . . . . . . IUDOVICH, V.I.: On the origin of convection .
IUDOVICH, V.I., see SRUBSHCHIK, L.S. . . . . . . . . . . IUDOVICH, V.I.: Secondary flows and fluid instability between . rotating cylinders . * IVANILOV, Iu.P. and IAKO&; GIN.: &eady'conve&ion in the* presence of an external magnetic field IVANILOV, 1u.P. and IAKOVLEV, G.N.: The bifurcation'of'fluld' ’ flow between rotating cylinders . . . . . . . . . KARPENKO, L.N.: Approximate solution of a singular integral equation by means of Jacobi polynomials , . . . . . . . KELDYSH, V.V.: Intersection of two plane shock waves in space . ~~~~OVA, T.V.: Equations of rotational motion of a gravitational satellite equipped with deformable stabilizers . KHARLAMOVA, E.I.: Reduction of the problem of motion of a rigid body with one fixed point to a single equation. New particular solution of the above problem stochastic' ’ KHAS'MINSKII, R.Z.: On the stabllity'of'noI;ll~~~~ systems KHAS'MINSKII,'R.i.,'se;NEvBL~sON,'M.B. : : : : : : : : : KO~~IKOV, N.N.: Renular precession of a free Ryrostat . . . -_ . KOPASENKO,-V-V.,see VOROVICH, I.I. . KOSMODEM'IANSKII,V.A.: Sufficient conditions for;the absoluie ’ extremum In a variational problem of the Bolza-Meyer type . . KOSTROV, B.V.: Unsteady propagation of longitudinal shear cracks KOSTR0V, B.V.: Diffraction of a plane wave by a smooth rigid wedge In an unbounded elastic medium in absence of friction . KOZHRVNIKOV, 1u.V.: On the theory of optimum averaging of dynamic systems controls . . * . KRAIKO, A.N.: On the solution of ;ariational problems of . * supersonic gas dynamics KRAIKO, A.N.: Study of weakiy per
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4 cnanne~ 1 KUCHEROV, V.A:, ~ee'Al$K&DROV~ V:M.' : : : : : : : : : KULIKOVSKII. A.G.: 0n the stability of homogeneous states . . 1 KULIKOVSKII; A.G.: 0n the stability of Poiseuille flow and certain other plane-parallelflows In a flat pipe of large but finite length for large Reynolds' numbers . . . . . _ . . . 2 KUNIN, I.A., see VDOV'SN,V.E. KUNIN, I.A.: Model of an elastic medium'of'simpl~siructuie \;ith three-dimensionaldispersion . , . . . , . . . . 3 KUNIN, I.A.: Theory of elasticity with spatial dispersion. One-dimensionalcomplex structure . . 5 KURZHAMSKII, A.B.: On the problem of control for's system'of' ’ differential equations with time lag . 6 LA~T'~, M.A.: On some problems of fluid m&i& involving'free surfaces 1 LEBEDBV, N.N.'an;t&A&tiA; I:P.; Integral - * *an' * expansion-of arbitrary function in terms of spherical functions . . . . 2
812 148 180 975 1272 642
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LEBRDBV, N.N. and SKAL'SKAIA, I.P.: Some boundary value problems of mathematical physics and of the theory of elasticity for a hyperboloid of revolution of one sheet 5 LEVXH, V.G. and MIASNIKOV, V.P.: Kinetic model of a fiuidizh ’ layer . . . . ...* . . . . LWIN, V-A.: 'NonsteadYfiow'of'rarefied'gas LIASHENKO, V.F.: On the stability of a rigid body with-a fixed * point , . . . . . . . . . L1BR0VICW;V.B.; see ISTRATOV, A.G: . . . . . . . . . . LOMAKIN, V.A.: On the theory of deformation of micro-inhomogeneous bodies and Its relation with the couple stress theory of elasticity . . * . . 5 LUNTS. 1a.A. ~d.SM~~~S~I,.~:L.~ On * i ciass of motions*of conservative systems with one noncyclic coordinate 4 LUR'E, A.I.: Bifurcation of equllibrlumof a perfectly eiastic'body 4 LUR'E, M.V.: Application of a variational principle to investigate 4 discontinuitiesin a continuum . . MAIKAPAR, 0.1.: A wing with the maxl&n'lift/drag ratio ai supersonic velocity 1 MARKHASHOV, L.M.: On formaliy-invar&t'motlo&3 of a materiaipoint1 MARKHASHOV, L.M., PLQPNIKOVA, G.V. and POZRARITSICII, G-K.: Impulse actuated time-optimaloperations in second-orderlinear systems 4 MELAMRD, V-G., see BACHELIS, R.D. . . 2 . * . * . MIANNIL, A.I. and NIGUL, U.K.: On results of comparison of a finite-differencemethod and the method of steepest detents for?. the analysis of transient stress waves In plates . . . . . MIASNIKOV, V.P., see LRVICH, V.G. . . . . . . . . . . . 5 4 MIASNIKOV, V.P., see MOSOLOV, P.P. . MISHIKU, M. and TRODOSIU, K.: Solutl& of an elastic static plarie problem for no~omogeneous isotropic bodies by means of the theory of complex variables . MOLCHANOV, A.G., see BALABUKR, L.I: 1 1 1 1 1 1 1 1 1 1 MOSOLOV, P.P. and MSASNIKOV, V-P.: On stagnant flow regions of a 4 viscous-plasticmedium In pipes . . . . NEILAND, V.Ia.: Solving the equations oh a'lamlnar boundary layer 4 under arbitrary initial conditions . . . . . . . . NEIMARK, Iu.1. and FUFAFX, N.A.: On stability of stationary motions of holonomic and nonholonomic systems . . . . . . 6' 1u.V. . . . . . . . . . NEMCHINOV, I-V., see ~~~'EV, AWARD, V.E.: Discharge of gas into vacuum with temperature 6 at the boundary subject to exponential law . NEVEL'SON, M.B.: Some remarks concerning the stability'of'a* ’ linear stochastic system . 6 NWEL'SON, M.B. and KHAS'MINSKIi,R.2:: 'StabliitYoI! a'lik& * 2 system with random disturbances of Its parameters NGO VAN NYONG: On the stability of motion In a certain'critidal‘ 4 . . s * * . case 2 NIGUL, U.K:, see'MIANNiL,'A.i.: : : : : : . . . . . . NOSOV, V.R.: On a problem occurring in the -theoryof optimum control with aftereffects 4' OGANBSIAN, L.A., see BODIAKOV, G?,I: : : : : : : : : : : OLBINIK, O.A.: On the mathematical theory of boundary layer for an unsteady flow of incompressiblefluid . . . . . 5 OLEINIK, O.A.: Stability of solutions of a system of boundary layer equations for a nonsteady flow of Incompressiblefluid . 3 PEISAKH. E.E.: On the kinetic foci of a conservativesystem for . isoenergetic trajectories 6 I ons PLRSHAKOV, V.P. and SIROTIN, 1u:I.I Anlsotropic - * - ’ &ctor'f&t ’ of vector argument . c PLOTNIKOVA, G.V., see MARKHASHOV, L.M: : : : : : : : POPOV. G.Ia.: Plane contact problem of the theory of elastici ty' . with bonding or frictional forces . _ . . . 3 POZHARITSKII,G-K.: Impulsive tracking in the case of second . f 2 order monotype linear objects . L:M.' : : : : : : P~~TS~I, G.K., see ~~~HOV;
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PROSKURliAKOV, A.P.: On constructing periodic solutions of quasi* linear non-self-containedsystems with one degree of freedom, when amplitude equations possess multiple roots 6 REGIRER, S.A. and CHEKNAREV, I.B.: Steady flows of an * ’ ’ * 1 anlsotroplcallyconducting medium in a half-space ROZGVSKII, MI. and SXNAISKII, E.S.: Vibrations of an &if&or with residual creep . . . . . . . . . . . . . 3 RUDAKOV, R.N.: On small perturbations of convective motion between vertical parallel planes 2 RUKHOVETS, A.N. and UFLIAND, 1a.S.: Cn a ciass of dual'lntegral' equations and their applications to the theory of elasticity . 2 RUMIANTSEV, V.V.: On the theory of motion of rigid bodies with fluid-filled cavltles . . . . . . . . . . . . . : R~~TS~, V.V.: On the stability of steady motions RYZHOV, O.S.: Influence of viscosity and thermal conductl;ity * '. on propagation of sound impulses 2 a phy~lc~l SAMSONOV, V.A.: On the stability of the.'equlllbrium'of liquid-filledpendulum . . . . . . . . . . . . . 6 . . . . . . SAVIN, G.N.,see GUZ', A.N. 2 SHAIDUROV, G.F., see GERSHUNI, 6.2: 1 1 1 1 . . . . . . SHARSHEKEEV, 0.: Schwarsschlld problem for a metric whose . spatial part Is purely Euclidean . . : SHELEMENT'EV, G.S.: Cn stablllsation'of'anonholonomlc‘system : Damping of capillary-gravitationalwaves In a S?IMID!l!, A.G.: viscous fluid of finite depth by surfactants . . . . . . 4 SIDORCV, A.F.: On nonsteady gas flows adjacent to the regions , . . . . . 1 of rest : : : : : . . . . . . SIDOROV, A.F.; see&u4&IN,E.V: SINAISKII, E.S., see RGZOVSKII, M.I. . . . . . . . . . . 3' SXROTXN, Iu.I., see PLESHAKOV, V.F. . . . . . . . . . . SKAL'SKAIA, I.P., see LEBEDEV, N.N. . . . . . * . . . . . : SKAL*SKAIA, I.P., see LEBEDEV, N.N. . . . . . . . . . . SMOLITSKXI, Kh.L., see LUNTS, 1a.A. 2 SMOL'NIKOV, B.A.:. Rotation of a rigid body'wlch iota& ’ * ’ flywheels about Its center of Inertia 4 SOLOV'EV, 1u.I.: The fundamental mixed problem Oi the ’ ’ ’ ’ axisymmetrlc theory of elasticity . 5 SRUBSHCHIK, L.S.: On the existence of a'soiution'tb'theprobiem' of the equilibrium of a circular membrane 3 SRUBSHCHIK, L.S. and IUDOVICH, V.I.: Note on ihe'stabliltyof! * membrane solutions in the nonlinear theory of plates and shells 1 SUNCHELEEV, R.Ia.: The elastic equilibrium of an inflnlte, transversely Isotropic body, weakened by an Internal flat circularcut 3 SUNCHELEEV, R.Ia.: Dynamic problems for a transversely Isotropic elastic cylinder . . . . . . . . . . . . . . . 5 SVEKLO, V.A.: On the combined effect of a wedge and stamp on an * . . . * elastic half-plane . . . . . . 1: snREzKEv, 1u.M.: On the theory of fugold motion; . . . . . TEMCHENKO, M-E., see XSHLINSKII, A.Iu. . . . . . . . . . 1 2 TEODCSIU, K., see MISHIKU, M. TOKAREV, V.V.: Some conslderat;o& on the rel&.billty & the' . 1 problems of optimal control . . TSEITLIN, A.I.: On the methods of dual integral equations'and * dual series and their application to problems of mechanics . 2 UFLIANR, Ia.S., see RUKHOVETS, A.N. . . . . . . . . . . 2 V~, IuS.: The buildup of shock waves in an Inhomogeneous 4 . . . . . * * medium . ., . . . VALOV, G.M.: The first fund&nentai problem'of the theory of 6 el&tlclty for a rectangular parallelepiped VANDAKUROV, 1u.V.: On the stability of a pulsating plasma‘cyilnder2 VATAZRLN, A-B.: Anlsotroplc continuous media, In which energy and the stresses depend on the gradients of the strain tensor and other tensor qualities 3 VDCVIN, V.E. and Kunln, 1.A.I A theory of elast&ity with'spat& 6 dlstrlbutlon of matter. Three-dimensionalcomplex structure . VILENSKAXA, T.V. and VOROVICH, 1.1.: Asymptotic behavior of the solution of the problem of elasticity for a thin spherical shell 2 V
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VOROVICH, 1.1. and KOPASENKO,V.V.: Some problems lfithe of elasticity for a semi-infinitestrip . . . . . VOROVICH, X.1., see VILBWCAIA, T.V. . . . . . . . ZAIDEL', R-M., see GRISHINA, G.A. . ~~ORO~CH, V-A.: Spinor as an in&rizkt' 1 1 1 1 ZRUKROVU!SKII,E.M., see GERSRUNI, G.Z. . . . . . . . . . . . . . ZOLCXCOVA,O.M., see GRISHINA, G.A.
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