Mesoscale models for concrete: homogenisation and damage behaviour
By Peter Wriggers, S. Moftah. 2006
776 citations recorded by the source corpus.
Subfields: Mechanics of Materials
View Paper: https://www.semanticscholar.org/paper/d8263b027a97e5558224d3743ef83d07188260c4
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In Mechanics of Materials
- Y. Hao
- Hong Hao
- Sun-Myung Kim
- Zhongxian Li
- Andrey P. Jivkov
- Xiaofeng Wang
- R. A. Abu Al-Rub
- Chuanzeng Zhang
Citations in the corpus
- Numerical Evaluation of the Influence of Aggregates on Concrete Compressive Strength at High Strain Rate (2011, methodology): “The random distribution of the aggregates is generated by a C-program with the following steps summarized in [41], Step 1: Randomly generate the position and diameter of an aggregate; Step 2: Check the boundary condition to avoid overlapping among the aggregates and between aggregate and the specime”
- Modelling of compressive behaviour of concrete-like materials at high strain rate (2008, background): “The placing process can be summarised into the following steps (Wriggers and Moftah, 2006): Step 1: Random numbers defining the position and the diameter of the aggregate particle are generated.”
- Mesoscale modelling of concrete tensile failure mechanism at high strain rates (2008, methodology): “However, in some models the ITZs are not included in the numerical simulation, such as [17,18,20], instead, the ideal bond between the aggregates and the mortar matrix are assumed.”
- Meso-scale computational modeling of the plastic-damage response of cementitious composites (2011, methodology): “Wriggers and Moftah [51] considered 3-dimensional geometrical models for concrete, and three different sized spherical aggregates were used.”
- Numerical Analysis of Lateral Inertial Confinement Effects on Impact Test of Concrete Compressive Material Properties (2010, methodology): “The programming procedure is summarized into the following steps [24]: Step 1: Randomly generate the position and diameter of an aggregate; Step 2: Check whether the boundary condition is satisfied to avoid overlapping among aggregates and between aggregate and the specimen boundary.”
- Monte Carlo simulations of mesoscale fracture modelling of concrete with random aggregates and pores (2015, background): “For normal strength concrete, coarse aggregates usually represent 40–50% of the concrete volume [13].”