Analyzing Tomographic Thickness for Detecting Corneal Ectatic Diseases



Fig. 8.1
Pachymetric spatial profile analyses the averages of thickness values of the points within imaginary circles centered on the TP. The original analysis was performed considering 22 circles with increased diameters (0.4 mm-steps)



The percentage of thickness increase (PTI) from the TP is calculated using a simple formula: (CT@x − TP)/TP, where x represents the diameter of the imaginary circle centered on the TP with increased diameters as provided by the CTSP. In the original study, significant differences were also found for all positions of the PTI from normal eyes and keratoconus (p < 0.0001), in which keratoconus had much higher increase [17]. The CTSP and PTI graphs display the examined eye data in red and three broken lines, which represent the upper and lower double standard deviation (95 %—confidence interval) and the average values from a normal population (Fig. 8.2).

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Fig. 8.2
The CTSP and PTI graphs display the examined eye data in red and three broken lines, which represent the upper and lower double standard deviation (95 %—confidence interval) and the average values from a normal population

Considering the presented concepts on corneal thickness distribution, the CTSP and PTI graphs provide clinical information to distinguish between a normal thin cornea and ectasia (Fig. 8.3). In addition, the thickness profile also allows the detection of early corneal edema. In this situation, the pachymetric progression from the center toward the periphery is attenuated (Fig. 8.4). However, some very compact corneas (not necessarily thick) may also have a rectification of the CTSP and PTI lines [7, 20]. In such cases, it is also very important to evaluate the Scheimpflug images, searching for signs of edema (higher reflectivity) or the “Camel sing”—a second hump on the densitometry “green” graph, at the level of the Descemet’s membrane. This finding on the Scheimpflug image correlates with the presence of corneal guttata (Figs. 8.5 and 8.6) [7].

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Fig. 8.3
The CTSP and PTI graphs allow the clinician to distinguish a normal thin cornea from ectasia


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Fig. 8.4
The CTSP and PTI graphs allow the detection of early corneal edema, displaying an attenuation of the pachymetric progression from the center toward the periphery


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Fig. 8.5
(a) Scheimpflug image showing “Camel Sign,” which consists of a second hump on the densitometry “green” graph, at the level of the Descemet’s Membrane. (b) The presence of the “Camel Sign” on the Scheimpflug image correlates with the presence of corneal guttata


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Fig. 8.6
Composite of a normal cornea, including front curvature map (axial or sagittal; Smolek-Klyce 1.5 absolute scale) and Belin Ambrósio Enhanced Ectasia Display. BAD D < 1.45 and ART Max > 412 are the most relevant findings. ART Ambrósio’s relational thickness

The arithmetic average of the pachymetric values on each meridian enables the detection of the ones with maximal (fastest) progression and minimal (slowest) progression. The hemi-meridians are displayed on the thickness map. In a normal cornea, the thickest hemi-meridian is nasal and the thinnest is temporal and inferior. The arithmetic average of thickness on the 1, 2, 3, 4, and 5 mm diameter rings is represented as the average pachymetric progression index (PPI Ave). The maximum pachymetric progression index (PPI Max) considers the meridian with maximal pachymetric increase. Previous reports described that these metrics had a statistical significant difference among normal when compared to keratoconus, also demonstrating its usefulness in the diagnosis of ectasia [17].



8.4 The Ambrósio Relational Thickness Variables


Our study group described the concept of relational thickness, which considers the single-point metrics central corneal thickness (CCT) and TP with the PPI [13, 14, 18]. The combinations of pachymetric metrics TP and PPI were used in a simple ratio formula to provide a single metric that better describes corneal thickness. The ART (“Ambrósio Relational Thickness”) can be calculated for the minimal (ART-Min), average (ART Ave), and maximal (ART Max) progression indices. These parameters are obtained by dividing the thinnest pachymetric value by the respective pachymetric progression index [18].


8.5 Single-Point Pachymetry vs. Tomography-Derived Pachymetric Variables for Diagnosing Keratoconus


We published a study that enrolled 46 eyes diagnosed as mild to moderate keratoconus and 364 normal patients, which were evaluated by the Pentacam Comprehensive Eye Scanner (OCULUS, Wetzlar, Germany) [17]. Annular pachymetric distribution (CTSP and PTI) has been used successfully and validated statistically for the diagnosis of keratoconus, with higher accuracy than single-point CCT and TP. Significant differences were found for all positions of the CTSP from normal eyes and keratoconus (p < 0.01), in which keratoconus had much lower (thinner) values. It was estimated that keratoconic corneas were, in average, 27.3 μm thinner than normal corneas. There were also significant differences for all positions of the PTI from normal eyes and keratoconus (p < 0.0001), in which keratoconus had much higher increase. It was noticeable that normal corneas have a more homogeneous increase than in keratoconus [17].

Another study enrolled 113 individual eyes randomly selected from 113 normal patients and 44 eyes of 44 patients with keratoconus [18]. The Pentacam Scanner was used to obtain CCT, TP, PPI Min, PPI Max, PPI Ave, ART Max, and ATR Ave values. Statistically significant differences were noted between normal and keratoconic eyes for all parameters (p < 0.001), except for horizontal position of TP (p = 0.79). As shown in Table 8.1, the best parameters were ART Ave and ART Max with areas under the ROC curves of 0.987 and 0.983, respectively. Pachymetric progression indices and ART parameters had a greater area under the curve than TP and CCT (p < 0.001) [18].


Table 8.1
Data summary from receiver operating characteristic curves of pachymetric parameters in normal and keratoconic eyes





















































































Parameter

Cutoff

AUC

Sensitivity

Specificity

SEa

95 % CIb

p valuec

ART Ave

424

0.987

95.5

96.5

0.00639

0.954–0.998

0.0001

ART Max

339

0.983

100

95.6

0.00961

0.945–0.997

0.0001

PPI Ave

1.06

0.980

97.7

98.5

0.00831

0.944–0.995

0.0001

PPI Max

1.44

0.977

100

93.8

0.0114

0.939–0.994

0.0001

TP

504

0.955

95.5

84.1

0.0165

0.910–0.982

0.0001

PPI Min

0.79

0.939

93.2

85.8

0.0304

0.890–0.971

0.0001

CCT

529

0.909

95.5

73.0

0.0251

0.853–0.949

0.0001


AUC area under the receiver operating characteristic curve, SE standard error, CI confidence interval, ART Ambrósio relational thickness, Ave average, Max maximum, PPI pachymetric progression indices, CCT central corneal thickness, TP thinnest point

aDeLong et al. [31]

bBinomial exact

cArea = 0.5

Based on the presented data and other studies, tomographic-derived pachymetric parameters provided a higher accuracy to differentiate normal and keratoconic corneas than single-point pachymetric measurements [17, 18, 21].


8.6 Corneal Tomography for Diagnosing Keratoconus and Ectasia Susceptibility


It is worth mentioning that screening ectasia risk should go beyond the detection of keratoconus; it is critical to consider studies that include mild or subclinical forms of ectasia [22]. Regarding this issue, one of the most important groups is composed by the eyes with relatively normal topography from patients with keratoconus detected in the fellow eye, referred as Forme Fruste Keratoconus (FFKC) [13, 23, 24].

Tables 8.2 and 8.3 provide the cutoff values and ROC curves details of the most effective parameters from the Pentacam for distinguishing normal from ectatic corneas [14]. We included parameters derived from the anterior curvature of the cornea (K Max as the point of maximum curvature), back elevation at the thinnest point using a best fit sphere (PostElev Thinnest BFS), and a best fit toric ellipsoid (PostElev Thinnest BFTE); ART Ave and Max; and Belin Ambrósio Final Deviation Value (BAD D) . The Belin-Ambrósio Enhance Ectasia Display (Figs. 8.6 and 8.7) is a comprehensive display that enables a global view of the tomographic structure of the cornea through combination of the enhanced elevation approach, described by Belin, pachymetric, and curvature data [13]. The BAD considers the deviations of normality values for different parameters, so that a value of zero represents the average of the normal population and one represents the value is one SD toward the disease (ectasia) value. A final ‘D’ is calculated based on a regression analysis that weights differently the parameters [13, 25].


Table 8.2
Receiver operating characteristic results of Pentacam parameters (331 normal corneas randomly selected from 331 normal patients vs. 242 keratoconic corneas randomly selected from 242 patients with clinical bilateral keratoconus)

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Jul 20, 2017 | Posted by in OPHTHALMOLOGY | Comments Off on Analyzing Tomographic Thickness for Detecting Corneal Ectatic Diseases

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