Li Yang
Abstract
Perfect light diffuseness inside the medium, such as a paper sheet, is the fundamental assumption when applying the Kubelka-Munk (K-M) model. In reality, this pre-condition is seldom fulfilled, which is unfortunately either not well noticed or ignored by users. Nevertheless, this is little troublesome as long as it is applied to media of similar light diffuseness. When applied to media of significantly different light diffuseness great discrepancies between theoretical predictions and measurements may occur. Besides the intrinsic optical properties, there are other factors that affect light diffuseness inside the medium, such as illumination geometries, medium thickness, etc. In this work, we proposed a solution that enables the K-M model to be applicable across media of different light diffuseness. In the proposed model, the light distribution is explicitly expressed with a parameter, b, whose value equals to unity (b=1) for a perfect diffuse light and zero (b=0) for a collimated light distribution, respectively. The proposed model was verified by applying to papers of different light diffuseness, caused by different illumination geometries and different thickness. The spectra of light reflection as well as light transmission predicted with this model agree very well with measurements.
Keywords: Extended Kubelka Munk model, Light scattering & absorption, Partial light distribution.
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