Overlapping videos of the parafoveal region were used to generate a montage. To create montages, each video was analyzed separately, and then maps of highlighted images were pieced together (Adobe Photoshop; Adobe Systems, Inc., San Jose, CA). Auto leveling was used to minimize differences in histogram scaling between videos. The highlighted images were also used to generate a montage of the unprocessed video by registering each highlighted image to its unprocessed image.
We applied custom image analysis tools to the montage of highlighted images to analyze the FAZ. The FAZ boundary was defined as the centerline of the bordering vessels. To extract vessel centerlines, we used a semi-automated method based on the Frangi vesselness measure
13 (
Fig. 2), in the following manner. A closed contour
C(
t) was used to mathematically represent the FAZ boundary. First, through a graphical user interface, seed points
p i(
x,
y) were selected by the user at points near the boundary of the FAZ. Next,
p i(
x,
y) were displaced toward the centerline of the nearest vessel to reduce variations due to user input. To identify vessel centerlines, we calculated the Frangi vesselness measure.
13 A neighborhood
N i was generated around each
p i(
x,
y). The vesselness values in
N i, denoted as
V i, were used to determine the location of the new point,
q i(
x,
y), as
q i(
x,
y) = max(
V i). The amount of displacement from the seed point toward the centerline point was restricted by the size of the neighborhood around which to search. Finally,
C(
t) was generated using piecewise Cardinal splines between neighboring pairs of
q i(
x,
y), with the restriction that interpolation points needed to fall into the pixel space of the montage image.
C(
t) was used to generate a mask of the FAZ for the area calculation (
Fig. 3).
Area was calculated from the mask of the FAZ in pixels
2 and then converted to mm
2 using a model eye parameterized by axial length, anterior chamber depth (ACD), and corneal curvature (CC). Axial length was measured on all subjects. We used ACD and CC values from Bennett's model eye,
14 except in the case of four subjects, where we were able to measure ACD and CC directly (IOL Master; Carl Zeiss Meditec AG, Jena, Germany). The use of additional biometry measurements, such as ACD and CC, improves the conversion from angle to distance; however, the amount of improvement is small.
15 Using ray tracing, the posterior nodal point (PNP) of the eye was estimated from these parameters. Finally, we calculated mm/deg =
d*tan(1 deg), where
d is the distance from the PNP to the retina.
The effective diameter,
d eff, was calculated as the diameter of a circle with equal area