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Stress state of anisotropic layered cylinder at eccentric axis of rotation

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Bibliographic Details
Title:	Stress state of anisotropic layered cylinder at eccentric axis of rotation
Authors:	Vasylenko, A. T., Klimenko, N. I.
Publisher Information:	National Academy of Sciences of Ukraine - NAS Ukraine (Natsional'na Akademiya Nauk Ukraïny - NAN Ukraïny), Ya. S. Pidstryhach Institute for Applied Problems of Mechanics and Mathematics (Instytut Prykladnykh Problem Mekhaniky i Matematyky Im. Ya. S. Pidstrygacha), Lviv
Subject Terms:	stresses, Anisotropy in solid mechanics, Rods (beams, columns, shafts, arches, rings, etc.), inhomogeneous in the thickness orthotropic cylinder, Stress
Description:	The authors propose an approach of stress-strained state determination for shallow arbitrary inhomogeneous along the thickness orthotropic cylinders, which are rotating around the eccentric axis with constant angular velocity. A problem on stress state of one-layered cylinder of orthotropic material is considered as an example. The distribution of radial stresses and displacements along the cylinder radius is analyzed depending on eccentricity value change at arbitrary points \(r\), \(\theta\).
Document Type:	Article
File Description:	application/xml
Access URL:	https://zbmath.org/2202620
Accession Number:	edsair.c2b0b933574d..7fb06d3614adf6985fde9f30bd43b1ca
Database:	OpenAIRE

Description
Abstract:	The authors propose an approach of stress-strained state determination for shallow arbitrary inhomogeneous along the thickness orthotropic cylinders, which are rotating around the eccentric axis with constant angular velocity. A problem on stress state of one-layered cylinder of orthotropic material is considered as an example. The distribution of radial stresses and displacements along the cylinder radius is analyzed depending on eccentricity value change at arbitrary points \(r\), \(\theta\).