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Review Papers Published in Prikladnaya Mekhanika (International Applied Mechanics) over the Period from 2000 through 2004

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References

VOL. 36, 2000

  1. A. N. Guz, “Compressible, viscous fluid dynamics. Part I,” No. 1, 14–39.

  2. V. G. Karnaukhov and I. K. Senchenkov, “Generalized models of the thermomechanical behavior of viscoelastic materials with allowance for the interaction of mechanical and thermal fields,” No. 1, 40–63.

  3. Yu. N. Nemish, “Development of analytical methods in three-dimensional problems of the statics of anisotropic bodies,” No. 2, 135–173.

  4. V. G. Karnaukhov and I. F. Kirichok, “Forced harmonic vibrations and dissipative heating-up of viscoelastic thin-walled elements,” No. 2, 174–198.

  5. A. N. Guz, “The dynamics of a compressible viscous liquid. Part II,” No. 3, 281–302.

  6. V. P. Golub, “The nonlinear mechanics of continual damage and its application to problems of creep and fatigue,” No. 3, 303–342.

  7. V. D. Kubenko and P.S. Koval’chuk, “Nonlinear problems of the dynamics of elastic shells partially filled with a liquid,” No. 4, 421–448.

  8. V. B. Larin, “Control of manipulators and wheeled transport robots as systems of rigid bodies,” No. 4, 449–481.

  9. V. A. Zarutskii, “Features of the bucking of ribbed shells,” No. 5, 559–585.

  10. Ya. Ya. Rushchitskii, “Extension of the microstructural theory of two-phase mixtures to composite materials,” No. 5, 586–614.

  11. I. Yu. Babich and N. P. Semenyuk, “The stability of cylindrical and conic shells made of composite materials with an elastoplastic matrix,” No. 6, 697–728.

  12. V. B. Larin, “Control of statically unstable legged vehicles,” No. 6, 729–758.

  13. A. A. Martynyuk, “Stability analysis of discrete systems,” No. 7, 835–865.

  14. G. D. Gavrilenko, “The stability and load-carrying capacity of incomplete shells,” No. 7, 866–887.

  15. Ya. M. Grigorenko, Ya. G. Savula, and I. S. Mukha, “Linear and nonlinear problems on the elastic deformation of complex shells and methods of their numerical solution,” No. 8, 979–1000.

  16. A. E. Zakrzhevskii, “The dynamics of systems of rigid and elastic bodies as applied to spacecraft,” No 8, 1001–1036.

  17. A. N. Guz and F. G. Makhort, “The physical fundamentals of the ultrasonic nondestructive stress analysis of solids,” No. 9, 1119–1149.

  18. Yu. N. Nemish, “Physically nonlinear three-dimensional problems on the elastic equilibrium of deformable bodies,” No. 9, 1150–1180.

  19. V. A. Zarutskii, “The theory and methods of the stress-strain analysis of ribbed shells,” No. 10, 1259–1283.

  20. L. P. Khoroshun, “Mathematical models and methods of the mechanics of stochastic composites,” No. 10, 1284–1316.

  21. V. G. Savchenko and Yu. N. Shevchenko, “Spatial thermoviscoplastic problems,” No. 11, 1399–1433.

  22. A. A. Kaminskii, “Study of the deformation of anisotropic viscoelastic bodies,” No. 11, 1434–1457.

  23. A. N. Guz, “Description and study of some nonclassical problems of fracture mechanics and related mechanisms,” No. 12, 1537–1564.

  24. N. P. Plakhtienko, “Methods of identification of nonlinear mechanical vibrating systems,” No. 12, 1565–1594.

VOL. 37, 2001

  1. A. N. Guz, “Constructing the three-dimensional theory of stability of deformable bodies,” No. 1, 1–37.

  2. L. G. Lobas, “The dynamics of finite-dimensional systems under nonconservative position forces,” No. 1, 38–67.

  3. A. N. Guz, I. S. Chernyshenko, and K. I. Shnerenko, “Stress concentration near openings in composite shells,” No. 2, 139–181.

  4. V. G. Karnaukhov, I. F. Kirichok, and V. I. Kozlov, “Electromechanical vibrations and dissipative heating of viscoelastic thin-walled piezoelements,” No. 2, 182–212.

  5. Yu. N. Shevchenko and R. G. Terekhov, “Studying the laws of the thermoviscoplastic deformation of a solid under nonisothermal complex loading. Part I,” No. 3, 287–316.

  6. Yu. V. Kokhanenko, “Numerical study of three-dimensional stability problems for laminated and ribbon-reinforced composites,” No. 3, 317–345.

  7. V. P. Golub, “Experimental analysis of high-temperature creep, fatigue, and damage. 1. Analysis methods,” No. 4, 425–455.

  8. V. B. Larin, “Some optimization problems for vibroprotective systems,” No. 4, 456–483.

  9. V. P. Golub, “Experimental analysis of high-temperature creep, fatigue, and damage. 2. Basic laws,” No. 5, 565–601.

  10. P. Z. Lugovoi, “The dynamics of thin-walled structures under nonstationary loads,” No. 5, 602–627.

  11. Yu. N. Shevchenko and R. G. Terekhov, “Studying the laws of the thermoviscoplastic deformation of a solid under nonisothermal complex loading. Part 2,” No. 6, 701–727.

  12. Yu. N. Podil’chuk, “Exact analytical solutions of three-dimensional static thermoelastic problems for a transversally isotropic body in curvilinear coordinate systems,” No. 6, 728–761.

  13. D. V. Babich and L. P. Khoroshun, “Stability and natural vibrations of shells with variable geometric and mechanical parameters,” No. 7, 837–869.

  14. V. B. Larin, “Attitude-determination problems for a rigid body,” No. 7, 870–898.

  15. Yu. N. Shevchenko and M. E. Babeshko, “The thermoviscoelastoplastic state of shells of revolution under axisymmetric deformation along various flat paths,” No. 8, 967–997.

  16. V. A. Zarutskii, “Integrated stability-and-vibration study of structurally inhomogeneous shells,” No. 8, 998–1022.

  17. I. Yu. Babich, A. N. Guz, and V. N. Chekhov, “The three-dimensional theory of stability of fibrous and laminated materials,” No. 9, 1103–1141.

  18. A. A. Martynyuk, “Some results of developing classical and modern theories of stability of motion,” No. 9, 1142–1157.

  19. M. I. Mikhailova, “Problems on nonstationary interaction of structural elements with shock waves,” No. 10, 1237–1254.

  20. V. N. Bastun and S. B. Nizhnik, “Study of the elastoplastic deformation of hardened metals under static loading in view of their structure. The case of a complex stress state,” No. 10, 1255–1280.

  21. A. N. Guz and Yu. V. Kokhanenko, “Numerical solution of three-dimensional stability problems for elastic bodies,” No. 11, 1369–1399.

  22. I. K. Senchenkov and V. G. Karnaukhov, “Thermomechanical behavior of nonlinearly viscoelastic materials under harmonic loading,” No. 11, 1400–1432.

  23. V. A. Merzlyakov and Yu. N. Shevchenko, “Nonaxisymmetric thermoviscoelastoplastic deformation of shells of revolution,” No. 12, 1509–1538.

  24. V. B. Larin, “Control problems for systems with uncertainty,” No. 12, 1539–1567.

VOL. 38, 2002

  1. N. D. Cristescu (USA), “New trends in rock mechanics,” No. 1, 1–22.

  2. A. N. Guz, “Elastic waves in bodies with initial (residual) stresses,” No. 1, 23–59.

  3. D. Revuelta and A. Miravete (Spain), “Fatigue damage in composite materials,” No. 2, 121–134.

  4. V. G. Piskunov and A. O. Rasskazov, “Evolution of the theory of laminated plates and shells,” No. 2, 135–166.

  5. R. E. Green, Jr. (USA), “Noncontact acoustical techniques for nondestructive characterization of materials and structures,” No. 3, 253–259.

  6. A. N. Guz, V. D. Kubenko, and A. E. Babaev, “Dynamics of shell systems interacting with a liquid,” No. 3, 260–301.

  7. I. I. Vorovich (Russia) and L. P. Lebedev (Columbia), “Some issues of continuum mechanics and mathematical problems in the theory of thin-walled structures,” No. 4, 387–398.

  8. A. S. Kosmodamianskii, “Accumulation of internal energy in multiply connected bodies,” No. 4, 399–422.

  9. G. M. L. Gladwell (Canada), “Isospectral systems,” No. 5, 513–520.

  10. V. G. Karnaukhov and V. V. Mikhailenko, “Nonlinear single-frequency vibrations and dissipative heating of inelastic piezoelectric bodies,” No. 5, 521–547.

  11. M. Yu. Kashtalyan and C. Soutis (England), “Mechanisms of internal damage and their effect on the behavior and properties of cross-ply composite laminates,” No. 6, 641–657.

  12. V. A. Bazhenov, A. S. Sakharov, and V. K. Tsykhanovskii, “The moment finite-element scheme in problems of nonlinear continuum mechanics,” No. 6, 658–692.

  13. L. A. Agalovyan (Armenia), “The solution asymptotics of classical and nonclassical, static and dynamic boundary-value problems for thin bodies,” No. 7, 765–782.

  14. A. A. Martynyuk, “Stability analysis of continuous systems with structural perturbations,” No. 7, 783–805.

  15. A. N. Guz (Ukraine) and V. V. Zozulya (Mexico), “Elastodynamic unilateral contact problems with friction for bodies with cracks,” No. 8, 895–932.

  16. N. A. Shul’ga, “Propagation of harmonic waves in anisotropic piezoelectric cylinders. Homogeneous piezoceramic waveguides,” No. 8, 933–953.

  17. J. Sladek, V. Sladek (Slovakia), and S. N. Atluri (USA), “Application of the local boundary integral equation method to boundary-value problems,” No. 9, 1025–1047.

  18. I. Yu. Babich and A. N. Guz, “Stability of composite structural members (three-dimensional formulation),” No. 9, 1048–1075.

  19. V. P. Tamusz (Latvia) and V. E. Petrova (Russia), “On macrocrack-microdefect interaction,” No. 10, 1157–1177.

  20. V. T. Golovchan, “Propagation of harmonic waves through fibrous and porous elastic materials of regular microstructure,” No. 10, 1178–1200.

  21. S. D. Akbarov (Turkey) and A. N. Guz (Ukraine), “Continuum approaches in the mechanics of curved composites and associated problems for structural members,” No. 11, 1285–1308.

  22. Ya. M. Grigorenko and A. T. Vasilenko, “Some approaches to the solution of problems on thin shells with variable geometrical and mechanical parameters,” No. 11, 1309–1341.

  23. S. D. Akbarov (Turkey) and A. N. Guz (Ukraine), “Mechanics of curved composites (piecewise-homogeneous body model),” No. 12, 1415–1439.

  24. N. A. Shul’ga, “Propagation of harmonic waves in anisotropic piezoelectric cylinders. Compound waveguides,” No. 12, 1440–1458.

VOL. 39, 2003

  1. F. Ziegler (Austria), “The background concept in structural analyses: with remarks on deformation control,” No. 1, 1–19.

  2. A. N. Guz, “Establishing the fundamentals of the theory of stability of mine workings,” No. 1, 20–48.

  3. Gy. Beda (Hungary), “Constitutive equations in continuum mechanics,” No. 2, 123–131.

  4. Yu. N. Podil’chuk, “Exact analytical solutions of static electroelastic and thermoelectroelastic problems for a transversally isotropic body in curvilinear coordinate systems,” No. 2, 132–170.

  5. F. A. Aliev (Azerbaijan) and V. B. Larin (Ukraine), “Special cases in optimization problems for stationary linear closed-loop systems,” No. 3, 251–273.

  6. A. N. Guz, “On one two-level model in the mesomechanics of compression fracture of cracked composites,” No. 3, 274–285.

  7. A. A. Martynyuk (Ukraine) and V. G. Miladzhanov (Uzbekistan), “Stability of singularly perturbed systems with structural perturbations. General theory,” No. 4, 375–401.

  8. V. A. Bazhenov and A. I. Gulyar, “Semianalytic finite-element method in problems of nonlinear continuum mechanics,” No. 4, 402–437.

  9. C. W. Smith (USA), “Measurement of fracture parameters in three-dimensional cracked-body problems,” No. 5, 503–524.

  10. V. I. Gulyaev, “Complex motion of elastic systems,” No. 5, 525–545.

  11. H. Altenbach (Germany), “Topical problems and applications of creep theory,” No. 6, 631–655.

  12. V. F. Prisnyakov, “Development of mechanics in support of rocket technology in Ukraine,” No. 6, 656–678.

  13. I. Elishakoff (USA), “Notes on philosophy of the Monte Carlo method,” No. 7, 753–762.

  14. N. A. Shul’ga, “Propagation of elastic waves in periodically inhomogeneous media,” No. 7, 763–796.

  15. A. A. Martynyuk (Ukraine) and V. G. Miladzhanov (Uzbekistan), “Stability of singularly perturbed systems with structural perturbations. Some applications,” No. 8, 875–894.

  16. L. P. Khoroshun, “Double-continuum mechanics of dielectric materials as the basis of electromagnetomechanics,” No. 8, 895–911.

  17. J. Awrejcewicz (Poland) and A. V. Krys’ko (Russia), “Wavelet-based analysis of parametric vibrations of flexible plates,” No. 9, 997–1028.

  18. G. D. Gavrilenko, “Numerical and analytical approaches to the stability analysis of imperfect shells,” No. 9, 1029–1045.

  19. C. Cattani (Italy) and J. J. Rushchitsky (Ukraine), “Cubically nonlinear elastic waves: Wave equations and methods of analysis,” No. 10, 1115–1145.

  20. N. A. Shul’ga, “Propagation of coupled waves interacting with an electromagnetic field in periodically inhomogeneous media,” No. 10, 1146–1172.

  21. D. D. Ivlev (Russia), “Perfect plasticity theory: State of the art and development trends,” No. 11, 1241–1270.

  22. A. N. Guz and Ya. Ya. Rushchitskii, “Nanomaterials: On the mechanics of nanomaterials,” No. 11, 1271–1293.

  23. C. Cattani (Italy) and J. J. Rushchitsky (Ukraine), “Cubically nonlinear versus quadratically nonlinear elastic waves: main wave effects,” No. 12, 1361–1399.

  24. G. Ya. Popov, “New transforms for the resolving equations in elastic theory and new integral transforms, with applications to boundary-value problems of mechanics,” No. 12, 1400–1424.

VOL. 40, 2004

  1. A. N. Guz (Ukraine) and I. A. Guz (Scotland), “Mixed plane problems in linearized solid mechanics: Exact solutions,” No. 1, 1–29.

  2. B. N. Kiforenko, “Some modeling and optimization problems in space flight mechanics,” No. 1, 30–50.

  3. S. N. Konyukhov, “Applied mechanics problems accompanying spacecraft launches from a floating platform and their resolution by the Sea Launch Project,” No. 2, 115–139.

  4. L. L. Mishnaevsky and D. Gross, Jr. (Germany), “Micromechanisms and mechanics of damage and fracture in thin film/substrate systems,” No. 2, 140–155.

  5. V. A. Babeshko, O. D. Pryakhina, and A. V. Smirnova (Russia), “Dynamic problems for discontinuous media,” No. 3, 241–245.

  6. A. N. Guz and A. P. Zhuk, “Motion of solid particles in a liquid under the action of an acoustic field: the mechanism of radiation pressure,” No. 3, 246–265.

  7. A. Baltov (Bulgaria), “Materials sensitive to the type of process,” No. 4, 361–369.

  8. J. J. Rushchitsky, “Joint effect of microstructure and load on the static stress state of elastic bodies,” No. 4, 370–387.

  9. M. Pirner and S. Urushadze (Czech Republic), “Dynamic response as a tool for damage identification,” No. 5, 487–505.

  10. A. N. Guz, “Design models in linearized solid mechanics,” No. 5, 506–516.

  11. V. T. Tomashevskii and V. S. Yakovlev (Russia), “Models in the engineering mechanics of polymer-matrix composite systems,” No. 6, 601–621.

  12. V. G. Karnaukhov, “Thermal failure of polimeric structural elements under monoharmonic deformation,” No. 6, 622–655.

  13. G. D. Gavrilenko (Ukraine) and J. G. A. Croll (England), “Reduced-stiffness method in the theory of shells,” No. 7, 715–743.

  14. S. Yu. Babich, A. N. Guz, and V. B. Rudnitskii, “Contact problems for prestressed elastic bodies and rigid and elastic punches,” No. 7, 744–765.

  15. A. A. Kaminskii, “Analyzing the laws of stable subcritical growth of cracks in polymeric materials on the basis of fracture mesomechanics models. Theory and experiment,” No. 8, 829–846.

  16. V. D. Kubenko and P. S. Koval’chuk, “Influence of initial geometric imperfections on the vibrations and dynamic stability of elastic shells,” No. 8, 847–877.

  17. I. K. Senchenkov, Ya. A. Zhuk, and V. G. Karnaukhov, “Modeling the thermomechanical behavior of physically nonlinear materials under monoharmonic loading,” No. 9, 943–969.

  18. G. D. Gavrilenko, “Stability and load-bearing capacity of smooth and ribbed shells with local dents,” No. 9, 970–993.

  19. Sh. M. Aitaliev (Kazakhstan), “Development of the mechanics of underground and special structures in Kazakhstan over the last 40 years,” No. 10, 1065–1091.

  20. I. A. Lukovskii, “Variational methods of solving dynamic problems for fluid-containing bodies,” No. 10, 1092–1128.

  21. V. D. Kubenko, “Impact of blunted bodies on a liquid or elastic medium,” No. 11, 1185–1125.

  22. V. A. Maksimyuk and I. S. Chernyshenko, “Mixed functionals in the theory of nonlinearly elastic shells,” No. 11, 1226–1262.

  23. A. F. Bulat, “Rock deformation problems,” No. 12, 1311–1322.

  24. A. N. Guz, M. Sh. Dyshel, and V. M. Nazarenko, “Fracture and stability of materials and structural members with cracks: Approaches and results,” No. 12, 1323–1359.

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Guz, A.N., Chernyshenko, I.S. Review Papers Published in Prikladnaya Mekhanika (International Applied Mechanics) over the Period from 2000 through 2004. Int Appl Mech 41, 2–6 (2005). https://doi.org/10.1007/s10778-005-0051-2

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