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The existence of an optimum diameter at which the buckling load reaches a maximum is demonstrated by the hybrid model.
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There is an optimum diameter ratio β*, at which the total thermal resistance of the branched structure is at its minimum and equal to the thermal resistance of the single-walled carbon nanotube.
The study indicated that the maximum current power can be extracted for straight shape was 334 W at optimum diameter ratio of 2/3.
For a dilute nanoparticle assembly detailed calculations [10] allow one to determine the optimum diameter of the nanoparticles at the given particle magnetic parameters and given amplitude and frequency of the alternating magnetic field.
The optimum diameter for a simple reaction turbine is defined and an equation for the optimum diameter is derived.
The optimum diameter for ZnO nanorod would be around 20 to 30 nm.
It is found that the optimum diameter, D 0, of carbon nanocones satisfies the relationship,.
If space is the only limitation, the optimum diameter remains applicable.
The results of the current study showed that, although the decrease in the nozzle diameter ratio led to an increase of the flow velocity through the channel but it can affect drastically on the flow pattern, especially the free surface, at the nozzle area, which may reduce the amount of the generated power, thus the study concluded with optimum diameter ratio, which was 2/3.
There are also potential uses in pharmacology when determining the optimum diameter of aerosolized drugs in lungs.
In our experiment the pinhole was chosen to have the "optimum" diameter equal to one diffraction-limited spot.
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