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A combined global maximum dissipation principle is shown to hold.
This rule is also compliant with the principle of maximum dissipation.
It is also found that there exists the best driving force amplitude for maximum dissipation efficiency.
The damage is fully described by a single scalar variable whose evolution law is expressed through the maximum dissipation principle.
The validity of the maximum dissipation theorem is assessed and constitutive variational formulations of the rate model are provided.
The maximum dissipation energy depends on the cross-sectional area, the length, and the location of the SMA on the cable.
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It relies on a particular concept of force-driven local solutions (given by either vanishing-viscosity concept or maximum-dissipation principle).
The initial results suggest that significant cell damage occurs when the maximum energy dissipation is 50Wkg 1 and the total energy dissipation is 104J kg–104J
The approach is based on an unconventional thermodynamic maximum energy dissipation approach, which entails controlling damage evolution and hence energy dissipation per second, rather than damage.
The maximum power dissipation is noticed to be equal for both the algorithm but the average power dissipation in LR shows a 66% improvement against Tomasulo.
Some authors focus on minimizing Emax, the maximum energy dissipation of any single node in the network, while others aim at minimizing Ebar, the average energy dissipation over all nodes.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com