The retinal oximeter
23 is based on a nonmydriatic fundus camera (Canon CR6-45NM; Canon Inc., Tokyo, Japan), which is coupled with a beam splitter (MultiSpec Patho-Imager; Optical Insights, Tucson, AZ) and a digital camera (SBIG ST-7E; Santa Barbara Instrument Group, Santa Barbara, CA). It estimates light absorption of retinal blood vessels at two wavelengths of light, one of which is sensitive to oxygen saturation and the other which serves as a reference. The beam splitter splits the image from the fundus camera into four optical channels and in each of the channels, a filter allows light of a desired wavelength to pass. In the present study, two channels were used and the center wavelengths of the filters were 586 and 605 nm. The half bandwidth of the filters was 5 nm. Specialized software was used to calculate the optical density (OD) of the retinal vessels at both 586 and 605 nm. Optical density is a measure of the light absorbance and can be calculated as
\[\mathrm{OD}{=}\mathrm{log}(I_{0}/I)\]
where
I 0 and
I are estimated by the brightness levels outside and inside the vessels, respectively. Light absorption of hemoglobin is dependent on oxygenation at 605 but not at 586 nm. For such wavelength pairs, it can be shown
24 25 that hemoglobin oxygen saturation (SatO
2) is approximately linearly related to the ratio of ODs:
\[\mathrm{SatO}_{\mathrm{2}}{=}a{+}b(\mathrm{OD}_{\mathrm{605}}\mathrm{/OD}_{\mathrm{586}})\]
where OD
605 and OD
586 are the optical densities calculated according to
equation 1at 605 and 586 nm, respectively, and
a and
b are constants. For calibration, OD
605/OD
586 was calculated for arterioles and venules in a group of healthy individuals and paired with SatO
2 values from earlier studies with a calibrated instrument,
26 which allowed solving for the constant
a and
b in
equation 2 . The results were
a = 116 and
b = −122. The linear relationship between SatO
2 and ODR is an approximation and does not yield accurate SatO
2 for every individual. However, the oximeter has been shown to be sensitive to changes in SatO
2 23 and comparison between SatO
2 in light and dark in the same vessels (paired statistics) is valid.