Axis-Symmetric Problem of Elasticity Theory for Radial-Nonhomogeneous Transversal-Isotropic Sphere of Small Thickness with Mixed Boundary Conditions on the Side Surface

Axis-Symmetric Problem of Elasticity Theory for Radial-Nonhomogeneous Transversal-Isotropic Sphere of Small Thickness with Mixed Boundary Conditions on the Side Surface

The 3-dimensional strained-deformed state of radial-nonhomogeneous transversal-isotropic spheric shell is investigated by the method of asymptotic integration of elasticity theory equations. There built nonhomogeneous and homogeneous solutions. There are obtained asymptotic decompositions of homogen...

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Bibliographic Details
Main Author: T.B. Mamedova
Format: article
Language:EN
RU
Published: National Academy of Sciences of Belarus, State Scientific Institution “The Joint Institute of Mechanical Engineering" 2013
Subjects:
nonhomogeneous solutions
homogeneous solutions
boundary layer
boundary effect
Mechanical engineering and machinery
TJ1-1570
Online Access:https://doaj.org/article/da41d2e2a6e84fdeb898fa5705cd8739
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