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AUTHOR(S): Jiri Vala, Petra Jarosova, Vladislav Kozak
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ABSTRACT Reliable prediction of quasi-brittle behaviour of a large class of advanced building materials and structures under mechanical loads needs the implementation of some integral-type nonlocal constitutive strain-stress relation. This paper pays attention namely to the Eringen model for the generation of the multiplicative damage factor, to the related quasi-static analysis, to the existence of a weak solution of the corresponding boundary and initial value problem with a parabolic system of partial differential equation and to the convergence of an algorithm based on 3 types of Rothe sequences. |
KEYWORDS Nonlocal elasticity, quasi-brittle fracture, partial differential equations, computational analysis, Rothe sequences |
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Cite this paper Jiri Vala, Petra Jarosova, Vladislav Kozak. (2019) On the Computational Analysis of Damage of Quasi-Brittle Materials using Integral-Type Nonlocal Models. International Journal of Applied Physics, 4, 8-13 |
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