Chemistry Reference
In-Depth Information
peaked at the fovea, it would lead to enhanced l uorescence and an underestimate of the central
MP optical density. To eliminate this problem, Delori et al. (2001) introduced the two-wavelength
method. In this method, two exciting wavelengths provided by the argon laser can conveniently
be used (Trieschmann et al. 2006). One wavelength (e.g., 488 nm) is attenuated by the MP; the
other (514 nm) is minimally absorbed. Using the longer wavelength, the distribution of l uorescence
reveals any nonuniformity in the concentration of lipofuscin and is unaffected by MP. Multiplying
this distribution by the ratio of l uorescence efi ciencies of lipofuscin, F 460 / F 514 , at the two wave-
lengths, we obtain the distribution of l uorescence due to excitation by the shorter wavelength as
it would appear in the absence of MP. Comparing this with the actual distribution of l uorescence
obtained with the shorter exciting wavelength allows one to compute the optical density of the MP.
In fact, what is reported is the difference in optical density between any point in the retina and a
parafoveal reference point where MP optical density is assumed to be negligible. In this calcula-
tion, the ratio of l uorescence efi ciencies of lipofuscin, F 460 / F 514 , assumed to be the same at the
two retinal locations, is eliminated from the i nal expression. However, the l uorescence of lipofus-
cin is due to the presence of more than one l uorophore (Parish et al. 1998) and, if the composition
of lipofuscin changes with retinal location, it is possible that the ratio of l uorescence efi ciencies
is not constant across the retina. In this case, an error would occur in the calculated MP optical
density.
5.3.3 R ESONANCE R AMAN S PECTROSCOPY
When carotenoids such as lutein and zeaxanthin are excited by wavelengths in the ~450-550 nm
range, they exhibit particularly strong resonance Raman signals that can be used to quantify the
amount of carotenoid present. The application of this technique for quantifying the macular carote-
noids has been developed, thereby providing another noninvasive physical method for MP measure-
ment. A detailed description of this method is given in Chapter 6.
ACKNOWLEDGMENTS
Support provided by NIH grants S06 GM08205 and R25 GM61347.
REFERENCES
Anstis, S. M. and P. Cavanagh (1983). A minimum motion technique for judging equiluminance. In Colour
Vision Psychophysics and Physiology , J. D. Mollon and L. T. Sharpe (eds.). London: Academic Press,
pp. 66-77.
Beatty, S. et al. (2000a). Macular pigment optical density measurement: A novel compact instrument.
Ophthalmic and Physiological Optics 20 : 105-111.
Beatty, S. et al. (2000b). The role of oxidative stress in the pathogenesis of age-related macular degeneration.
Survey of Ophthalmology 45 : 115-134.
Berendschot, T. T. J. M. and D. Van Norren (2005). On the age dependency of the macular pigment optical
density. Experimental Eye Research 81 : 602-609.
Berendschot, T. T. J. M. et al. (2000). Inl uence of lutein supplementation on macular pigment, assessed with
two objective techniques. Investigative Ophthalmology and Visual Science 41 : 3322-3326.
Bone, R. (1980). The role of the macular pigment in the detection of polarized light. Vision Research 20 :
213-220.
Bone, R. A. and G. Draper (2007). Optical anisotropy of the human cornea determined with a polarizing
microscope. Applied Optics 46 : 8351-8357.
Bone, R. A. and J. T. Landrum (1984). Macular pigment in Henle i ber membranes a model for Haidinger's
brushes. Vision Research 24 : 103-108.
Bone, R. A. et al. (1985). Preliminary identii cation of the human macular pigment. Vision Research 25 :
1531-1535.
Search WWH ::




Custom Search