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Furthermore, fatigue damage evolution was analyzed by defining the damage variable based on residual strength.
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Finally, we define the damage metric and investigate the attack parameters that maximize the damage.
A center of mass approach was utilized to define the damage location.
The function to define the damage parameter was calibrated using the test results.
The basic strategy to model the individual damage mechanisms was to define the damage model for different components, respectively.
Finally, based on the energy principle, the cumulative dissipation energy was used to define the damage variable of the coal.
According to these methods, it is possible to define the damage probability matrices implicitly encoded within the EMS-98 scale.
In addition, tendon damage at the macroscale has been proposed to initiate when tendon is loaded beyond a strain threshold, yet the metrics to define the damage threshold are not determined.
Thus, for a given N M combination at a member section, obtained with the aid of a two dimensional finite element program, one easily defines the damage index of that section.
The model uses the incremental calculation of energy dissipated at each integration point in order to define the damage parameter that simulates gradual material softening as a function of loading.
Formally, we define the damage value of a node as follows.
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CEO of Professional Science Editing for Scientists @ prosciediting.com