The damage process in structures with quasi-brittle behavior is characterized by typical phenomena such as Size effect sensibility, the interaction of micro-fissures, and the transition of the continuum to discontinuation throughout the so-called localization effect. Structures are generally built with concrete, rocks, ceramic, and composite structures. This type of material could be considered. There are many approaches to modeling the mechanical behavior of this type of Material/Structure, but our strategy of simulation, a version of the Discrete Element Model, is aligned with the perspective of Prof. Krajcinovic; from his point of view, the random nature of the material is a key aspect that must due to consider. To address this problem, the Acoustical Emission Technique (AET) could also be useful to characterize the damage process. The combination of the signal captured in a different place in the structure determines the spatial and temporal distribution of the events. During the damage process. With this information, it is possible to compute global parameters and their evolution during the damage process of the structure, which could be used as precursors to local or global damage. There are several global indexes, and to study their evolution, let us know when the structure will be close to global or local collapse. Let's consider that the failure of the structure could be seen as a phase transformation phenomenon. It is possible to understand this problem using the Renormalization Group Theory proposed by Wilson and the basic ideas of Anderson related to a Complex System. In this context, in the present work, we consider some applications related to the characterization of the Damage Process of Quasi-Brittle structures/materials carried out for our research group, searching for the link between these results and the ideas of Wilson and Anderson. Keywords: Acoustic Emission Techniques, Discrete element Method, Critical Phenomena.
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