Periodic Reporting for period 2 - NEWFRAC (New strategies for multifield fracture problems across scales in heterogeneous systems for Energy, Health and Transport)
Période du rapport: 2022-05-01 au 2024-10-31
The optimal exploitation of the capacities of such systems requires a deep knowledge of different fracture mechanisms affecting their integrity. The total losses due to fracture in the modern society can achieve a few percent of the gross economic product. These losses are at least partially evitable by a proper investment in research and application of new computational strategies for fracture prediction. However, the current modeling tools are insufficient for failure prediction in heterogeneous systems with high level of complexity, where cracks are interacting with bimaterial interfaces (initiating at/approaching/crossing/deflecting at/propagating along interfaces and kinking towards adjacent bulk) and in which multiple physical phenomena are coupled and occur at different length scales simultaneously.
NEWFRAC is the first coordinated initiative in the EU to systematically advance failure prediction in heterogeneous systems through a novel computational framework by integrating two modern modeling strategies: the Coupled Criterion of Finite Fracture Mechanics and the Phase Field Models of Fracture, which have undergone great development in the last two decades.
The overarching objective of the NEWFRAC network is a high-level training of a new generation of creative, entrepreneurial, and innovative early-stage researchers (ESRs) through the development and engineering applications of these modelling strategies focusing on the prediction and analysis of multi-field fracture phenomena in specific heterogeneous engineering systems at different scales.
The main research objective of the NEWFRAC network is the development of a new modeling and simulation framework for the fracture mechanics optimization of high-level technological products involving heterogeneous systems (materials and structures), employed in engineering fields of strategic societal and scientific impact, ranging from renewable energy production systems to biological hard tissues.
The main scientific results of the NEWFRAC project are the following:
Application of the coupled criterion of Finite Fracture Mechanics at the micro-scale to bending tests of micro cantilever beams
A humidity dose-cohesive zone model formulation to simulate new end-of-life recycling methods for photovoltaic laminates
New computational methods to assist in the design of end-of-life recycling of photovoltaic laminates
Analytical modeling of debonding mechanism for long and short bond lengths in direct shear tests accounting for residual strength
Development of a new dynamic formulation of the coupled criterion of Finite Fracture Mechanics
Development of a new phase field model for cracks under compression
Development of a new phase field model for cracks in heterogeneous materials
Study of a size-effect on the apparent tensile strength of brittle materials with spherical cavities
Prediction of the interaction between cracks and curved interfaces by applying the coupled criterion of Finite Fracture Mechanics
A new anisotropic phase field implementation for composite laminates based on an equivalent single layer representation
New insights into the effects of the level of anisotropy on the notched response of thin-ply laminates
New insights into the use of phase field in computational micromechanics of fiber-reinforced polymers
Development of the phase field approach for 3d-printed composite parts, allowing the prediction of crack path and strength of these novel materials
Experimental evaluation of the fracture toughness in 3D composite materials and it dependence on the design parameters
Experimental and analytical determination of the critical energy release rate for the cortical part of the human bone as a function of the density recorded by CT scans
Improvements in the detection of human femurs prone to fracture by using CT scans and PFMs
Application of the coupled criterion of Finite Fracture Mechanics at the micro-scale to bending tests of micro cantilever beams
Development of a numerical tool to estimate fracture toughness of brittle matrices with short reinforcements, combining the matched asymptotic approach together with the coupled criterion
Study of the answer brought by both the coupled criterion and the phase field model when descending the scales from the macroscales to the microscale and even nanoscale
Proposal and analysis of a novel phase-field model for modelling crack nucleation under multi-axial stress
Theoretical and numerical understanding of the crack nucleation condition as an instability in softening damage models
Critical analysis of the existing phase-field models for crack nucleation and propagation under multi-axial stresses, and proposal of a new model