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Disk thickness.
It has been reported that measured ITS values increase when the disk thickness decreases.
The wear of non-irradiated polyethylene proved to be insensitive to the disk thickness.
Gamma-irradiation and aging resulted in higher wear rates, which further increased with decreasing disk thickness.
Yu et al. (2006) concluded that the traditionally used formula becomes imprecise as the disk thickness increases.
It was found that the increase in disk thickness results in reducing radial stiffness and in growing axial one.
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Two disk thicknesses were examined: uniform thickness and varied thickness, becoming thinner with distance from the disk center.
The range of parameters covered included Reynolds number (220 900), Ekman number (7.08 × 10−5 ∞), nozzle-to-target spacing (β = 0.25 1.0), disk thicknesses to nozzle diameter ratio (b/dn = 0.25 1.67), Prandtl number (1.29 124.44) and solid to fluid thermal conductivity ratio (36.91 2222).
In the case of a smooth glass disk, the thickness of the fuel layer was calculated to be ca. 32 μm.
Those characteristics are explored particularly with respect to sensitivities in the disk's thickness and the hat's depth with a view towards shifting particular natural frequencies, or minimizing transverse disk motion in certain vibration modes.
Disks with this optimal channel design may be competitive with uniform thickness disks for disk drive applications in terms of both natural frequency and cost.
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