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The dynamic macroscopic stress is evaluated using the trial velocity field of Gologanu et al.
An improvement of Gurson-type models of porous materials by using Eshelby-like trial velocity fields.
Based on the trial velocity field of Gurson, we derive an approximate closed form expression of the macroscopic criterion.
Inertia effects at the scale of the unit-cell are quantified by using a dynamic homogenization approach for porous materials combined with trial velocity fields.
This stochastic relation, which combined the previous trial velocity and acceleration, predicted maximum velocity of the current trial.
Digitized data were processed to calculate the median value of the following parameters for each trial: velocity, stance time, swing time, stride time, stride length, and step width.
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Third, an analysis on average trial velocities was performed.
When examining average trial velocities, aged participants are expected to be slower overall when compared to young controls, and thus, age participants will take longer on a trial by trial basis.
Specifically, Examiner 2 produced significantly different between-trial velocities (P = 0.045) when moving control subjects to the right.
Further, Examiner 2 produced significantly different between-trial velocities when moving experimental subjects to the right (P = 0.030 and to the left (P = 0.044).
Scoring: For each trial, approach velocity and movement units (marked by changes in speed or position) will be calculated.
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