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This lowers down to 0.8% in where we set,,, and thus obtaining the overall minimum power solution.
The global minimum power solution obtained by centralized optimization is the lower bound on the overall power consumed by the network.
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The tests included measurements of: (1) power consumption in water, glycerol and aqueous CMC solutions, (2) minimum power for gas dispersion, (3) 95% mixing time for a tracer in water, (4) gas hold up in water, (5) kLa for oxygen transfer from pure oxygen to water and CMC solutions and (6) minimum power and speed for solid suspension.
As a consequence the logic diagrams include numerous checks so that optimum solutions are achieved in terms of either obtaining the minimum power requirement for a given duty, or achieving a maximum material flow rate for the given conveying parameters.
Coil winding solutions are obtained for all cases considered that display a considerable drop in hot spot temperature (>20%) when compared to standard minimum power gradient coils with equivalent gradient homogeneity, efficiency and inductance.
The measurements show that the minimum power at the tag position Pmin is the preferred response function and that the sensitivity of Pmin was highest at 915 and 868 MHz for aqueous (8.547×10−6) and oleic (1.905×10−4) solutions respectively.
A comparison among minimum heat consumption (MHC), minimum entransy dissipation (MED) and minimum power consumption (MPC) is conducted.
The optimal mass-transfer time, minimum entropy production rate and minimum power input are calculated.
In this case the minimum power dissipation is gained.
This requires a minimum power density of 10W/kg.
Minimum switching activity leads to minimum power consumption.
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