Figure 1 shows the absorption coefficient of the stroma and that of the uppermost layer (including epithelium, Bowman layer, and some of the stroma) of the cornea as a function of wavelength in the range of 240 to 400 nm. The absorption coefficient shown on
Figure 1 represents the average of measurements on 20 separate samples. It appears that the absorption coefficient of the most superficial composite layer is significantly higher than that of the pure stromal layers. Because this composite layer consists of the epithelium, the Bowman layer, and some stroma, the first two of these are thought to be responsible for the higher absorbance. We decided to determine the absorption coefficient of each corneal layer separately. In case of three corneas, we scraped off the epithelium (depth of epithelium [
d E] = 30 μm) as an intact layer and measured the absorbance of this intact layer only
(Fig. 2) . Because we could not separate the Bowman layer from the underlying stroma, a 100-μm-thick corneal section was cut, that contained the whole Bowman layer and some stroma. We measured the absorbance of this section, determined the thickness of the Bowman layer (
d B = 15 μm) and of the corneal stroma (
d st = 85 μm). Because the absorbance of the whole corneal section containing Bowman layer and stroma, the thickness of the different parts, and the absorption coefficient of stroma were known, the absorption coefficient of the Bowman layer
(Fig. 2) could be calculated as
\[I{=}I_{0}10^{{-}\mathrm{ABS}}{=}I_{0}e^{{-}({\alpha}_{\mathrm{B}}d_{\mathrm{B}}\ {+}\ {\alpha}_{\mathrm{st}}d_{\mathrm{st}})}\ {\Rightarrow}\ {\alpha}_{\mathrm{B}}{=}\frac{\mathrm{ABS\ ln}\ 10{-}{\alpha}_{\mathrm{st}}d_{\mathrm{st}}}{d_{\mathrm{B}}}\]
The important UV-A, -B, and -C wavelength ranges are also indicated in this figure. It can be seen that the absorption coefficients of both the Bowman layer and the epithelium were several times higher in UV-B and -C ranges than that of the stroma.
From
Figure 2 we calculated the normalized absorption coefficients of the epithelium and Bowman layer compared with the coefficient of the stroma
(Fig. 3) . The absorption coefficient of the epithelium and Bowman layer are approximately 2 to 7.5 times higher than that of the stroma below 300 nm of wavelength.
Figure 4 demonstrates the calculated intensity changes of the incident light in the different corneal layers at three UV wavelengths. The intensity of the incident light on the surface of the cornea corresponds to 100%. For example, at 280 nm it can be seen that this decreases to 19.9% on the epithelium and the Bowman layer interface. The intensity behind the Bowman layer is only 4.8%. This means that the epithelium and Bowman layer transmit only approximately one twentieth of the 280-nm light intensity to the stromal surface. Finally, the remaining intensity of the transmitted light after the stroma was not more than 0.0055%. In the cases of the longer wavelengths, this decrease is not so dramatic, but it is still significant in the UV range. The central corneal thickness of 570 μm was taken to be an accepted reference value.
9 10 It is demonstrated that the epithelial and Bowman layers absorb relatively high amounts of ultraviolet radiation compared with their relatively low thickness.