Nonlinear Abel-Type Integral Equation in Modeling Creep Crack Propagation
Hakim, L; Mikhailov, SE
Date: 1 August 2011
Publisher
Birkhäuser Boston
Publisher DOI
Abstract
1 Introduction
A nonlinear Abel-type equation is obtained in this paper to model creep crack timedependent
propagation in the infinite viscoelastic plane. A finite time when the integral
equation solution becomes unbounded is obtained analytically as well as the
equation parameters when solution blows up for all times. A modification ...
1 Introduction
A nonlinear Abel-type equation is obtained in this paper to model creep crack timedependent
propagation in the infinite viscoelastic plane. A finite time when the integral
equation solution becomes unbounded is obtained analytically as well as the
equation parameters when solution blows up for all times. A modification to the
Nyström method is introduced to numerically solve the equation and some computational
results are presented. [...]
Mathematics
College of Engineering, Mathematics and Physical Sciences
Item views 0
Full item downloads 0