120
10 Mathematical Structural Imperfections
8. N. Laverov, Sovremennaya geodinamika oblastei vnutrikontinental’nogo kollizionnogo goroobrazovaniya (Tsentral’naya Aziya) (Modern geodynamics of regions of intracontinental
collisional urban formation (Central Asia)/Ed. N.P. Lavyorov). (Nauchnyi mir Publ., Moscow,
2005)
9. M. Leonov, Mekhanika deformatsii i razrusheniya (Deformation and fracture mechanics). (Izdvo Ilim Publ., Frunze, 1981)
10. A. Lyav, Matematicheskaya teoriya uprugosti (Mathematical theory of elasticity). (ONTI
NKTP SSSR Publ., Leningrad, Moscow, 1935)
11. V. Molotnikov, Mekhanika konstruktsii (Mechanics of structures). (SPb., Moscow, Krasnodar,
Lan’ Publ., 2012)
12. V. Molotnikov, A. Molotnikova, Uprugoe ravnovesie poluploskosti s pryamolinejnoj dislokaciej tipa somiliany (Elastic equilibrium of a half plane with a rectilinear dislocation type
somigliana). Vestn. Donsk. texn. un-ta, no. 1(52) 11, 21–28. (2011)
13. V. Molotnikov, A. Molotnikova, K otsenke tektonicheskikh napryazhenii v okrestnosti
diz’yunktivnykh dislokatsii v zemnoi kore [to assess tectonic stresses in the vicinity of
disjunctive dislocations in the earth’s crust]. bishkek, pp. 310–315, in Sovremennye problemy
mekhaniki sploshnoi sredy (Modern problems of continuum mechanics: collection of works).
(2012)
14. N. Muskhelishvili, Nekotorye osnovnye zadachi matematicheskoi teorii uprugosti (Some main
problems of mathematical theory elasticity). (Nauka Publ., Moscow, 1966)
15. E. Orowan, Kristallplastizitat. i. Zeitsch. Phys. Bd. 89(1), 605–613 (1934)
16. V. Smirnov, Kurs vysshei matematiki. T. 3, ch. 2.: uchebn. posobie (Course in higher
mathematics. T. 3, part 2.: study. grant). (Nauka Publ., Moscow, 1974)
17. G. Taylor, The mechanism of plastic deformation of crystals. Part I. theoretical., Part II.
Comparison with observations. Proc. R. Soc. A. V. 145, 362–404 (1934)
18. A. Timpe, Probleme der Spannungsverteilung in ebenen Systemen einfach gelöst mit Hilfe
der Airyschen Funktion. Göttingen, Diss. Leipzig. PhD thesis, Göttingen, Diss. Leipzig, 1905,
348 p
19. V. Volterra, Sur l’équilibre des corps élastiqnes multiplement connexes. Ann. Éc. Norm. Paris.
V. 24. Ser. 3, 401–517 (1907)
20. J. Weingarten, Sulle superficie di discontinuite nella teoria della elasticite dei copi solidi. Atti
Accad. Naz. Lincei Rend. Cl. Sei. fis., mat., natur. 5, 57–60 (1901)
21. S. Zherebtsov, G. Salishchev, W. Lojkowski, Strengthening of a ti–6al–4v titanium alloy by
means of hydrostatic extrusion and other methods. Mater. Sci. Eng. A. 515, 43–48 (2009)
22. L. Zubov, Nonlinear Theory of Dislocations and Disclinations in Elastic Bodies (Springer,
Berlin, 1997)
23. L. Zubov, Uravneniya karmana dlya uprugoi plastinki s dislokatsiyami i disklinatsiyami
(Karman equations for an elastic plate with dislocations and disclinations). DAN SSSR
[Reports of the USSR Academy of Sciences] 412(3), 343–346 (2007)
10 Mathematical Structural Imperfections
8. N. Laverov, Sovremennaya geodinamika oblastei vnutrikontinental’nogo kollizionnogo goroobrazovaniya (Tsentral’naya Aziya) (Modern geodynamics of regions of intracontinental
collisional urban formation (Central Asia)/Ed. N.P. Lavyorov). (Nauchnyi mir Publ., Moscow,
2005)
9. M. Leonov, Mekhanika deformatsii i razrusheniya (Deformation and fracture mechanics). (Izdvo Ilim Publ., Frunze, 1981)
10. A. Lyav, Matematicheskaya teoriya uprugosti (Mathematical theory of elasticity). (ONTI
NKTP SSSR Publ., Leningrad, Moscow, 1935)
11. V. Molotnikov, Mekhanika konstruktsii (Mechanics of structures). (SPb., Moscow, Krasnodar,
Lan’ Publ., 2012)
12. V. Molotnikov, A. Molotnikova, Uprugoe ravnovesie poluploskosti s pryamolinejnoj dislokaciej tipa somiliany (Elastic equilibrium of a half plane with a rectilinear dislocation type
somigliana). Vestn. Donsk. texn. un-ta, no. 1(52) 11, 21–28. (2011)
13. V. Molotnikov, A. Molotnikova, K otsenke tektonicheskikh napryazhenii v okrestnosti
diz’yunktivnykh dislokatsii v zemnoi kore [to assess tectonic stresses in the vicinity of
disjunctive dislocations in the earth’s crust]. bishkek, pp. 310–315, in Sovremennye problemy
mekhaniki sploshnoi sredy (Modern problems of continuum mechanics: collection of works).
(2012)
14. N. Muskhelishvili, Nekotorye osnovnye zadachi matematicheskoi teorii uprugosti (Some main
problems of mathematical theory elasticity). (Nauka Publ., Moscow, 1966)
15. E. Orowan, Kristallplastizitat. i. Zeitsch. Phys. Bd. 89(1), 605–613 (1934)
16. V. Smirnov, Kurs vysshei matematiki. T. 3, ch. 2.: uchebn. posobie (Course in higher
mathematics. T. 3, part 2.: study. grant). (Nauka Publ., Moscow, 1974)
17. G. Taylor, The mechanism of plastic deformation of crystals. Part I. theoretical., Part II.
Comparison with observations. Proc. R. Soc. A. V. 145, 362–404 (1934)
18. A. Timpe, Probleme der Spannungsverteilung in ebenen Systemen einfach gelöst mit Hilfe
der Airyschen Funktion. Göttingen, Diss. Leipzig. PhD thesis, Göttingen, Diss. Leipzig, 1905,
348 p
19. V. Volterra, Sur l’équilibre des corps élastiqnes multiplement connexes. Ann. Éc. Norm. Paris.
V. 24. Ser. 3, 401–517 (1907)
20. J. Weingarten, Sulle superficie di discontinuite nella teoria della elasticite dei copi solidi. Atti
Accad. Naz. Lincei Rend. Cl. Sei. fis., mat., natur. 5, 57–60 (1901)
21. S. Zherebtsov, G. Salishchev, W. Lojkowski, Strengthening of a ti–6al–4v titanium alloy by
means of hydrostatic extrusion and other methods. Mater. Sci. Eng. A. 515, 43–48 (2009)
22. L. Zubov, Nonlinear Theory of Dislocations and Disclinations in Elastic Bodies (Springer,
Berlin, 1997)
23. L. Zubov, Uravneniya karmana dlya uprugoi plastinki s dislokatsiyami i disklinatsiyami
(Karman equations for an elastic plate with dislocations and disclinations). DAN SSSR
[Reports of the USSR Academy of Sciences] 412(3), 343–346 (2007)