Biomechanical properties of the rat sclera obtained with inverse finite element modeling

Biomech Model Mechanobiol. 2020 Dec;19(6):2195-2212. doi: 10.1007/s10237-020-01333-4. Epub 2020 May 2.

Abstract

It is widely accepted that biomechanics plays an important role in glaucoma pathophysiology, but the mechanisms involved are largely unknown. Rats are a common animal model of glaucoma, and finite element models are being developed to provide much-needed insight into the biomechanical environment of the posterior rat eye. However, material properties of rat ocular tissues, including the sclera, are currently unknown. Since the sclera plays a major role in posterior ocular biomechanics, our goal was to use inverse finite element modeling to extract rat scleral material properties. We first used digital image correlation to measure scleral surface displacement during whole-globe inflation testing. We modeled the sclera as a nonlinear material with embedded collagen fibers and then fit modeled displacements to experimental data using a differential evolution algorithm. Subject-specific models were constructed in which 3 parameters described the stiffness of the ground substance and collagen fibers in the posterior eye, and 16 parameters defined the primary orientation and alignment of fibers within eight scleral sub-regions. We successfully extracted scleral material properties for eight rat eyes. Model displacements recreated general patterns of the experimental displacements but did not always match local patterns. The fiber directions and fiber concentration parameters were highly variable, but on average, fibers were aligned circumferentially and were more aligned in the peripapillary sclera than in the peripheral sclera. The material properties determined here will be used to inform future finite element models of the rat posterior eye with the goal of elucidating the role of biomechanics in glaucoma pathophysiology.

Keywords: Glaucoma; Inverse finite element modeling; Material properties; Rat; Sclera.

MeSH terms

  • Algorithms
  • Animals
  • Anisotropy
  • Biomechanical Phenomena
  • Disease Models, Animal
  • Elastic Modulus
  • Extracellular Matrix
  • Finite Element Analysis
  • Glaucoma / physiopathology
  • Image Processing, Computer-Assisted
  • Intraocular Pressure
  • Male
  • Rats
  • Sclera / diagnostic imaging*
  • Sclera / physiopathology*
  • Tomography, Optical Coherence / methods*