Strain analysis of nonloeal viscoelastic Kelvin bar in tension

Based on viscoelastic Kelvin.model and：nonlocal relationship of strain and stress, a nonlocal constitutive relationshila of viscoelasticity is obtained and the strain response of a bar in tension is studied, By transforming governing equation of the strain analysis into Volterra integration form and...

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Veröffentlicht in:	Applied mathematics and mechanics 2008 (1), p.67-74
1. Verfasser:	赵雪川雷勇军周建平
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Sprache:	eng
Schlagworte:	固体力学应变分析粘弹性非局部理论
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creator	赵雪川雷勇军周建平
description	Based on viscoelastic Kelvin.model and：nonlocal relationship of strain and stress, a nonlocal constitutive relationshila of viscoelasticity is obtained and the strain response of a bar in tension is studied, By transforming governing equation of the strain analysis into Volterra integration form and by choosing a symmetric exponential form of kernel function and adapting Neumann series, the closed-form s.olution of strain field of the bar is obtained.： The creep process of the bar is presented： When time approaches infinite, the strain of bar is equal to the one of nonlocal elasticity
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source	Alma/SFX Local Collection; SpringerLink Journals - AutoHoldings
subjects	固体力学应变分析粘弹性非局部理论
title	Strain analysis of nonloeal viscoelastic Kelvin bar in tension
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