Zubov Leonid Biography

The stability of processes in deformable bodies work with students 1. The stability of three -dimensional elastic bodies. The stability of the equilibrium and movement of deformable media was and remains one of the fundamental problems of natural science. Under certain conditions, the position of the equilibrium of the elastic body as an element of the structure can become unstable and go to another, undesirable form of equilibrium or into a certain form of movement.

In some cases, this transition occurs suddenly, catastrophically, which can lead to rapid destruction of the structure or to other negative consequences. The solution of the problems of stability of elastic bodies requires knowledge of the basic theory of elasticity, tensor analysis, analytical and numerical methods of mathematical physics. In recent years, the theory of stability of three -dimensional elastic bodies with tensile stresses has gained greatness, which is relevant in particular for the analysis of some phenomena that occur during the destruction of structures.

Diploma: Lastenko Mikhail Sergeyevich instability of the elastic cylinder for stretching, g. Sheidakov Denis Nikolaevich stability of the elastic cylinder during twisting and stretching, G. Krasnov Andrey Yuryevich Sustainability of a hollow elastic ball, loaded with internal pressure, G. ASOTOV Elena Aleksandrovna Sustainability of an elastic rectangular stove in stretching stresses, G.

Popov Alexander Vladimirovich Stability of the elastic cylinder with preliminary intense inclusion, G. Yakovlev Mikhail Yakovlev Mikhail Yakovlev Aleksandrovich, "Study of the stability of the process of stretching and inflating the nonlinearly elastic cylindrical pipe", G. Pavlyatenko Igor Vitalievich stability of a thick rectangular stove during stretching loads, G. Romanov Romanovich Studies of the stability of the process of stretching and fanning of a hollow circular cylinder, G.

Fam Hung Tang Tang Tang Tang Tan, elastic plate with distributed Discolioration, G. Boychenko Sergey Andreevich, "The stability of the composite cylinder with preliminary intense inclusion", Mintri -chenko Dmitry Andreyevich Chistye bend of the composite timber with a pre -stressed layer, g. Lapshova Yu. Large deformations of the elastic cylinder with pre -tense inclusion, G.

Yeremeyev Vadim Viktorovich, "the stability of a thick rectangular slab with a heterogeneous field of preliminary stresses", G. Theory of dislocations and disclamps in elastic bodies. Dislocations and discslements are violations of the regular structure of the crystal lattice in solid bodies. In the theory of elasticity, they are considered as topological defects - special states of multi -link elastic bodies, characterized by the ambiguity of fields of movements and turns.

The tasks of dislocations are extremely interesting and little studied. The theory of dislocations and discoline is closely related to the differential geometry of non -Euclidean spaces, the theory of syllaus solutions of differential equations and generalized functions, with the mechanics of micropolar environments. Currently, in connection with the development of the theory of thin -playing nanostructures, the theory of dislocations and disclamps in elastic records and membranes has become relevant.

Diploma: Kulinich Elena Yuryevna Piery deployment in an elastic cylinder with non -center cavity, g. Semka Vitaliy Leonidovich The task of discolination in the elastic cylinder, the city of Tronditsky Venedikt Yuryevich equilibrium and the stability of the elastic cylinder with continuously distributed disclinks, G. Stolpovsky Alexei Vladimirovich Elastic plate with dislocations and disclancies, Potanin Anna Vladimirovna, “the influence of distributed deployment on behavior on behavior Nonlinearly elastic cylinder during twisting and stretching ”, Bulgov Leonid Vyacheslavovich Large deformations of the cylindrical shell with screw dislocation, G.

Rybchenko Andrey Andreyevich isolated disclamp in non -linearly elastic shells of rotation, G. Krutsk Olga Aleksandrovna Large deformations of twisting and stretching of a cylindrical pipe with discoloration, G. Galasko Arthur Anatolyevich Nonlinear effects of stretching and twisting of the elastic cylinder with screw dislocation, Gitinasulmagomedov Murad Magomedrasulovich Nonlinear deformation of the chiral nanotubes, G.

Serdyukov Maxim Igorevich Large deformations of the elastic ball with distributed screw dislocations, G. Shevchenko Maria Aleksandrovna Strapery and Coarse non -linearly elastic cylinder with radial screw dislocations, g. Resident Mikhail Alekseevich non-linear deformations of a cylindrical pipe with distributed regional dislocations, G. Chikolai Alexander Aleksandrovich, the influence of distributed screw dislocations on the resistance of the elastic cylinder stretching, Gaponenko Vitaliy Aleksandrovich stretching the hollow cylinder with distributed screw dislocations, Goloveshkin Zhbanov Evgeny Evgeny.

Valerievna, "Universal spherically symmetrical decisions of the nonlinear theory of dislocations for an inconsistent isotropic elastic environment", G. Loseva E. Chubenko I.Kazachkov Maxim Nikolaevich, "the influence of distributed deployment on large deformations of the cylindrical pipe for stretching, twisting and inflating", G. Zorina Ekaterina Sergeevna, "the influence of deployment on a tense state of an unlimitedly elastic cylinder during axial stretching", Gerasimenko Artem Evgenievich, "large deformations of a cylindrical pipe with distributed region dislocations ", G.

Tasks of large deformations of three -dimensional elastic bodies and shells. The shell in mechanics and technology is a material body, the mass of which is concentrated near a certain surface. A flat plate is a special case of a shell. Thin -walled structures in the form of shells are widespread in nature and technology. The shell is a aircraft or spacecraft, a submarine case, a bicycle chamber, a balloon, airship and other inflatable structures, a biological membrane, a reinforced concrete construction structure, a parachute, a sail, etc.

- one of the most beautiful sections of the mechanics of a deformable solid body, which is actually a physical theory of surfaces in a three -dimensional space. The behavior of the shells as real objects is very difficult and diversity. Diploma work: Kolesnikov Aleksey Mikhailovich Tuggling a highly elastic membrane, G. Popov Anton Gennadievich, "Clean bend of the circular beam from incompatible material with large deformations", G.

Matvey Alekseevich, "Nonlinear bend of the composite rectangular beam", ivy Yulia Vasilievna, "Non -line bending of the rectangular bars from incomprehensible material ", g. Galaburdin Mikhail Vladimirovich Zadlekritic behavior of a highly elastic spherical shell loaded with internal pressure, Pratsuk Sergey Aleksandrovich, "Non -linear resistance of a cylindrical pipe during twisting and axial stretching", Karyakin Dmitry Mikhailovich, "forms of equilibrium of a high -elastic cylindrical shell, loaded with internal pressure", Klezhenkovkovnikov, Klechenkovnikov.

Benjamin Borisovich, "The task of straightening a rectangular beam from an incompatible high -elastic material", Uzunyan Nikolai Arshakovich Large deformation of inflating, stretching and torsion of the artery, G. Tumanov Alexander Sergeyevich The task of turning the ring plate, G. Ivanova Alina Semenovna The task of a double cylindrical bend in a non -linear monument theory elasticity, G.

Davidenko I. Krabchenko Ruslan Andreevich, "the tense state of a nonlinearly elastic pipe with a previously deformed cylindrical layer", G. Berezhnaya Irina Mikhailovna, "torsion and stretching of a composite non -linearly elastic cylinder with preliminary intense inclusion", g. Candidate dissertations, under the leadership of Zubov L. Boyarschenko Svetlana Ivanovna, the task of stability of heterogeneous elastic bodies, G.

Moiseenko Sergey Ignatievich Stability of equilibrium and waves of deformation in heterogeneously tense non-powerful bodies, G. Ovseenko Sergey Yuryevich True of the final deformation, G. Drozdov Alexander Yuryevich stability of the process of deformation of elastic and elastic fiber at final deformations, G. Zelenin Alexander Anatolyevich Krrititic deformations of non -linearly elastic bodies, G.

Karyakin Mikhail Igorevich Non -linear effects in the theory of Voltaire's deployment, G. Bogachkova Lyudmila Yuryevna True rods with large deformations, G. Eremeva Victor Victor. Anatolyevich stability of two-phase non-linear-targeted bodies, G. Chernoga Natalya Yakovlevna Sustainability of elastic bodies with internal stresses, G. Algin Valentin Anatolyevich Sustainability of elastic bodies from physically nonlinear materials, Zelenin Anastasia Aleksandrovna Non-linear theory of pure bending of elastic bodies, g.

Lastenko Mikhail Sergeyevich Instability of elastic cylinders with single -axle stretching, G. Sheidakov Denis Nikolaevich Sustainability of elastic bodies with tensile voltages, Kolesnikov Aleksey Mikhailovich Large deformations of high -elastic shells, Guba Alexander Vladimirovich Theory of Trucks of Prismatic Elastic Teling, G. Derezin Viktorovich Viktorovich own stresses in non-linear elastic bodies with dislocations and dislocations, G.

Fam Tan Hung Nonlinear bend of the elastic plate with distributed disclamps, G. Yeremeyev Vadim Viktorovich stability of elastic plates with pre-stressed layers, Azarov Daniil Anatolyevich Mechanical and Geometric models of non-linearly deformable solid bodies, teeth of teeth, teeth L. Karjakin Mikhail Igoryevich equilibrium and the stability of non-linearly-momentous bodies when taking into account isolated defects and microstructure of the material, G.

List of the main publications of the monograph of tooth tooths L. Methods of nonlinear theory of elasticity in the theory of shells. Zubov L. Berlin-Heidelberg-News. Tensor calculus: Fundamentals of theory. Yeremeyev V. Mechanics of the elastic shells. Fundamentals of the mechanics of viscous micropolar fluid.