Name: stressed composite structures: homogenized models for thin-walled nonhomogeneous structures with initial stresses (en Inglés)
SKU: 24881483
Price: 104.83 USD
Availability: InStock
Author: Kolpakov, A. G.
ISBN: 9783642073991

portada stressed composite structures: homogenized models for thin-walled nonhomogeneous structures with initial stresses (en Inglés)

stressed composite structures: homogenized models for thin-walled nonhomogeneous structures with initial stresses (en Inglés)

Formato

Libro Físico

Autor

A. G. Kolpakov

Editorial

Springer

Año

2010

Idioma

Inglés

N° páginas

229

Encuadernación

Tapa Blanda

Dimensiones

23.4x15.6x1.3 cm

Peso

0.34 kg.

ISBN

3642073999

ISBN13

9783642073991

Categorías

Ingeniería: general
Ingeniería mecánica
Ingeniería: mecánica de sólidos

stressed composite structures: homogenized models for thin-walled nonhomogeneous structures with initial stresses (en Inglés)

A. G. Kolpakov (Autor) · Springer · Tapa Blanda

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Reseña del libro "stressed composite structures: homogenized models for thin-walled nonhomogeneous structures with initial stresses (en Inglés)"

The mechanics of structures with initial stresses is a traditional part of structural mechanics. It is closely related to the important problem of stability of structures. The basic concepts of elastic stability of structures go back to works by Euler (1759) and Bryan (1889). Later, it was found that the problem of deformation of solids with initial stresses is related to variational principles and nonlinear problems in elasticity; see Trefftz (1933), Marguerre (1938), Prager (1947), Hill (1958), Washuzu (1982). Historical detail up to the 1940s can be found in the book by Timoshenko (1953). Observing the basic concepts of the traditional mechanics of stressed structures, we agree that these are suitable for uniform structural elements (plates, beams, and so on) made of homogeneous materials, but not for complex structures (such as a network plate or a lattice mast) or structures made of composite materials (such as fiber reinforced or textile materials). Many concepts of the classical theory, such as a cross section or neutral plane (axis), correspond to no mechanical objects if we consider an inhomogeneous structure. As a result, we come to the conclusion that it would be useful to have a theory of thin inhomogeneous structures developed on the basis of 3-D elasticity theory with no simplifying assumptions (with no a priori hypothesis).