Skip to main navigation Skip to search Skip to main content

Finite element analysis of zonular forces

  • Ronald A. Schachar*
  • , Ira H. Schachar
  • , Yutian Pu
  • , Shubham Kumar
  • , Pamela C. Cosman
  • , Barbara K. Pierscionek
  • , Kehao Wang
  • *Corresponding author for this work
  • University of Texas at Arlington
  • North Bay Vitreoretinal Consultants
  • Beihang University
  • University of California at San Diego
  • Anglia Ruskin University

Research output: Contribution to journalArticlepeer-review

Abstract

To determine the effect of zonular forces on lens capsule topography, a finite element (FE) analyses of lens capsules with no lens stroma and constant and variable thickness with anterior capsulotomies of 1.5 mm–6.5 mm were evaluated when subjected to equatorial (Ez), anterior (Az) and posterior (Pz) zonular forces. The lens capsule was considered in the unaccommodated state when the total initial zonular force was 0.00075 N or 0.3 N. From the total 0.00075 N zonular force, the Ez force was increased in 0.000125 N steps for a maximum force of 0.03 N and simultaneously the Az plus Pz force was reduced in 0.000125 N steps to zero. In addition, the force of all the zonules was reduced from 0.00075 N and separately from 0.3 N in 0.000125 N steps to zero. Only when Ez force was increased as Az and Pz force was reduced did the capsule topography simulate in vivo observations with the posterior capsule pole bowing posteriorly. The posterior bowing was directly related to Ez force and capsulotomy size. Whether the total force of all the zonules in the unaccommodated state was 0.00075 N or 0.3 N and reduced in steps to zero, the lens capsule topography did not emulate the in vivo observations. The FE analysis demonstrated that Ez tension increases while the Az and Pz tension decreases and that all the zonules do not relax during ciliary muscle contraction.

Original languageEnglish
Article number109709
JournalExperimental Eye Research
Volume237
DOIs
StatePublished - Dec 2023

Fingerprint

Dive into the research topics of 'Finite element analysis of zonular forces'. Together they form a unique fingerprint.

Cite this