June 2023
Volume 64, Issue 8
Open Access
ARVO Annual Meeting Abstract  |   June 2023
Stress distribution patterns in keratoconus eyes: longitudinal data
Author Affiliations & Notes
  • Magali Vandevenne
    Ophthalmology, Maastricht Universitair Medisch Centrum+, Maastricht, Limburg, Netherlands
    Mental Health and NeuroScience, Universiteit Maastricht Faculty of Health Medicine and Life Sciences, Maastricht, Limburg, Netherlands
  • Rudy Nuijts
    Ophthalmology, Maastricht Universitair Medisch Centrum+, Maastricht, Limburg, Netherlands
  • Alle Boonstra
    Mental Health and NeuroScience, Universiteit Maastricht Faculty of Health Medicine and Life Sciences, Maastricht, Limburg, Netherlands
  • Cynthia J Roberts
    Ophthalmology and Visual Sciences, The Ohio State University College of Medicine, Columbus, Ohio, United States
    Biomedical Engineering, The Ohio State University, Columbus, Ohio, United States
  • Tos Berendschot
    Ophthalmology, Maastricht Universitair Medisch Centrum+, Maastricht, Limburg, Netherlands
    Mental Health and NeuroScience, Universiteit Maastricht Faculty of Health Medicine and Life Sciences, Maastricht, Limburg, Netherlands
  • Footnotes
    Commercial Relationships   Magali Vandevenne None; Rudy Nuijts Alcon, Johnson & Johnson, TheaPharma, Carl-Zeiss, Code C (Consultant/Contractor), Alcon, Teleon, Code F (Financial Support); Alle Boonstra None; Cynthia Roberts Ziemer Ophthalmic Systems, Code C (Consultant/Contractor), Oculus Optikgeräte, Code C (Consultant/Contractor); Tos Berendschot None
  • Footnotes
    Support  None
Investigative Ophthalmology & Visual Science June 2023, Vol.64, 1694. doi:
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    • Get Citation

      Magali Vandevenne, Rudy Nuijts, Alle Boonstra, Cynthia J Roberts, Tos Berendschot; Stress distribution patterns in keratoconus eyes: longitudinal data. Invest. Ophthalmol. Vis. Sci. 2023;64(8):1694.

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      © ARVO (1962-2015); The Authors (2016-present)

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Abstract

Purpose : To investigate whether stress distribution patterns can predict biomechanical progression in keratoconus (KCN) eyes using longitudinal data.

Methods : The corneal contribution to stress, CCS=r/2t, was calculated based on the Hoop stress formula without intraocular pressure. Here r is radius of curvature and t is corneal thickness, thus CCS exhibits greater stress with lower corneal thickness or flatter curvature. We calculated CCS from Pentacam curvature and thickness maps (Oculus, Wetzlar, Germany) and investigated the difference in the magnitude of stress between the 2-mm zones of the CCSmin and CCSmax, ΔCCS, and the distance between these 2 zones, ΔCCSdistance. We included patients with diagnosed KCN and healthy controls. Exclusion criteria were use of contact lenses, previous corneal surgery, including corneal crosslinking, corneal scar, other corneal diseases and bad quality of Pentacam images. We investigated if ΔCCS and ΔCCSdistance changed over time and used a mixed linear model approach to determine if ΔCCS at baseline could predict keratoconus progression.

Results : A total of 111 eyes of 67 KCN patients and 31 eyes of 31 healthy controls were included with a mean age of 25±7 and 24±4 years, respectively. KCN patients had a mean follow-up time of 566 days (range: 28 to 1720 days). At baseline, in KCN eyes mean greatest stress was 8.3±1.0 (range 5.8 to 11.3± 1) and lowest stress was 6.6±0.6 (range 4.9 to 8). For healthy eyes mean values were 7.4±0.5 (range 6.4 to 8.4) and 6.5±0.5 (range 5.6 to 7.6) respectively. ΔCCS significantly increased over time (p<0.001) and correlated significantly with zonal Kmax (r=0.82, p<0.001) (Fig. 1). ΔCCS at baseline predicted progression over time of zonal Kmax (p=0.007). ΔCCSdistance correlated significantly with ΔCCS (r=-0.33, p<0.001), but did not change in time (p=0.42).

Conclusions : The difference between the minimum and maximum stress contribution, ΔCCS, changes in time and its baseline values predict progression in keratoconus patients. We did not find a change in the distance between the highest and lowest stress area over time.

This abstract was presented at the 2023 ARVO Annual Meeting, held in New Orleans, LA, April 23-27, 2023.

 

Figure 1: Zonal Kmax as a function of ΔCCS

Figure 1: Zonal Kmax as a function of ΔCCS

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