Optical filter
AssigneeFujinon Corporation
InventorShuji Akiya
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AssigneeFujinon Corporation
InventorShuji Akiya
Estimating the term…
An optical filter has a multilayer thin film comprising first to i-th layers stacked in alternate layers of high and low refractive indices on a transparent substrate. Respective odd-numbered layers (high refractive index layers) and respective even-numbered layers (low refractive index layers) form repetitive sequences of layers each of which cyclically changes in optical thickness throughout the multilayer thin film. Each of k-th from-the-bottom alternate layers of high and low refractive indices has such an optical thicknesses as meet the following conditional expressions (1) and (2), concurrently: n×d=(.c/4)×[1+sin{(k−1)×.}×.] (1) 0 . . . <1 (2) where .c is the center wavelength of reflection band, n is the refraction index of the layer for the d-line, d is the physical thickness of the layer, . is a factor of a pitch angle represented by 2./the number of layers a one layer-stack, . is the rate of amplitude.
An optical filter having a multilayer thin film comprising a plurality of layers which are stacked in alternate layers of high and low refractive indices on a transparent substrate, said layers of high refractive index and said layers of low refractive index cyclically change in optical thicknesses, respectively, throughout said multilayer thin film in a stacking direction
An optical filter having a multilayer thin film comprising a plurality of layers which are stacked in alternate layers of high and low refractive indices on a transparent substrate, said layers of high refractive index and said layers of low refractive index cyclically change in optical thicknesses, respectively, throughout said multilayer thin film in a stacking direction, wherein every odd-numbered layer has an optical thickness (n×d) meeting the following conditional expressions (3) to (5), concurrently, and every even-numbered layer has an optical thickness (n×d) meeting the following conditional expressions (5) and (6), concurrently:
Dependencies are inferred from the claim text.