Lens of gradient dielectric constant and methods of production
A dielectric constant, gradient technology, applied in the field of gradient dielectric constant lenses and manufacturing, can solve problems such as emission toxicity, proven expensive, deviation from dielectric constant, etc.
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[0060] The example discussed below relates to the fabrication of an interlayer having a dielectric constant of 1.6. As discussed above, by using the previously mentioned relationship between the dielectric constant and the actual layer density, one can precisely select the amounts of components to be mixed to produce layers of a Lenberg lens with a predetermined dielectric constant. . In this example, K46 Scotchlite glass bubbles, crystal clear resin and titanium dioxide were used.
[0061] ln k'=1.18 (actual layer density)
[0062] Actual layer density = ln k' / 1.18
[0063] =ln(1.6) / 1.18
[0064] =0.47 / 1.18
[0065] =0.40g / cc
[0066] Assuming the fill factor is 0.65,
[0067] True Particle Density (TPD) = Actual Layer Density / Fill Factor
[0068] =0.40 / 0.65
[0069] =0.62g / cc
[0070] Although there are various combinations of glass spheres, resin, and titanium dioxide that can meet a TPD of 0.62 ...
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