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Download Stress Concentration Near Defects in Homogeneous and Compound Bodies djvu

by Vahram Hakobyan

Author: Vahram Hakobyan
Subcategory: Physics
Language: English
Publisher: LAP LAMBERT Academic Publishing (July 7, 2011)
Pages: 148 pages
Category: Math and Science
Rating: 4.9
Other formats: txt doc azw lrf

Book · July 2011 with 3 Reads. The Stress State of a Piecewise Uniform Layered Space with Doubly Periodic Internal Defects.

In the present monograph, the problems of simultaneous interaction of different types of the stress concentrators with the massive deformable bodies are investigated  . Book · July 2011 with 3 Reads. Isbn: 978-3-8454-1071-5. Publisher: LAP LAMBERT Academic Publishing.

In engineering practice many constructions, buildings, or their parts contain stress concentrators such as cracks (cuts, slits), inclusions, patches, holes and angle points because of the conditions of production. During the exploitation of different constructions and their details, some of these concentrators can appear. Therefore, the analysis of stress state of massive bodies, containing the stress concentrators, and local stress fields, originated next to the concentrators, is the actual problem from the scientific and engineering points of view

Therefore, the analysis of stress state of massive bodies, containing the stress concentrators, and local stress fields, originated next to the concentrators, is the actual problem from the scientific and engineering points of view

Therefore, the analysis of stress state of massive bodies, containing the stress concentrators, and local stress fields, originated next to the concentrators, is the actual problem from the scientific and engineering points of view. In the present monograph, the problems of simultaneous interaction of different types of the stress concentrators with the massive deformable bodies are investigated.

Popov, Concentration of Elastic Stresses near Stamps, Cuts, Thin Inclusions, and Strengthenings . .

Popov, Concentration of Elastic Stresses near Stamps, Cuts, Thin Inclusions, and Strengthenings, Nauka, Moscow (1982). 5. V. Hakobyan and A. Simonyan, Mixed problem for an orthotropic plane with a crack, Proc. 6. N. Hakobyan, Stress Concentration near Defects in Homogeneous and Compound Bodies, LAP LAMBERT Acad. 7. A. G. Gorshkov and D. Tarlakovskii, Dynamic Contact Problems with Mobile Boundaries, Nauka. Fizmatlit, Moscow (1995). Therefore, the analysis of stress state of massive bodies, containing the stress concentrators, and local stress fields, originated next to the concentrators, is the actual problem from the scientific and engineering points of view.

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N. Hakobyan, Stress Concentration near Defects in Homogeneous and Compound Bodies (LAP LAMBERT Academic Publishing, 2011). I. Muskhelishvili, Singular Integral Equations (Nauka, Moscow, 1968) If you find a misprint on a webpage, please help us correct it promptly - just highlight and press Ctrl+Enter.

Vahram N. Hakobyan, Harutyun A. Amirjanyan. Studies of stressed state of solids made of homogeneous and functionally graded materials with internal or interfacial defects of different types causing stress concentration have been and continu. More). The stress state of an uniformly piecewise homogeneous layered plane with a system of periodic parallel internal inclusions.

A stress concentration (often called stress raisers or stress risers) is a location in an object where stress is concentrated. An object is stronger when force is evenly distributed over its area, so a reduction in area, . caused by a crack, or notch results in a localized increase in stress. A material can fail, via a propagating crack, when a concentrated stress exceeds the material's theoretical cohesive strength.

The stresses near the absolutely rigid coin-type inclusion in piecewise homogeneous space. The axis-symmetrical stress state of infinite elastic composite space from two different semi-spaces, when there is a absolutely rigid thin coin-type inclusion at the joint-plane, is considered. The closed solutions are built and the behavior of contact stresses near the boundary circle of inclusion is determined under the different models of contacting inclusion with semi-spaces. 51. Torsion of round stamp of elastic layer with free lower boundary.

In engineering practice many constructions, buildings, or their parts contain stress concentrators such as cracks (cuts, slits), inclusions, patches, holes and angle points because of the conditions of production. During the exploitation of different constructions and their details, some of these concentrators can appear. Therefore, the analysis of stress state of massive bodies, containing the stress concentrators, and local stress fields, originated next to the concentrators, is the actual problem from the scientific and engineering points of view. In the present monograph, the problems of simultaneous interaction of different types of the stress concentrators with the massive deformable bodies are investigated. Many new contact and mixed problems are researched, the closed solutions are defined and the behavior of interaction of different concentrators is revealed. The solutions of non-standard mixed boundary value problems for plane and half-plane are obtained by the method of discrete singularities and orthogonal polynomials.