Publications

Relevant peer reviewed publications by group members:

  1. Kimpton LS, Walker BJ, Hall CL, Bintu B, Crosby D, Byrne HM, Goriely A, 2021. A morphoelastic shell model of the eye. J Elasticity 145: 5-29. eprint
  2. Zhou, M., Bear, J., Roberts, P.A., Janiak, F.K., Semmelhack, J., Yoshimatsu, T., *Baden, T., 2020. Zebrafish Retinal Ganglion Cells Asymmetrically Encode Spectral and Temporal Information across Visual Space. Curr. Biol., 30(15): 2927-2942.
  3. Spelman TA & Stewart PS. Shock wave propagation along the central retinal blood vessels. Proceedings of the Royal Society A 476, 2234, 20190269 (2020) eprint
  4. Dvoriashyna M, Repetto R & Tweedy JH. Oscillatory and steady streaming flow in the anterior chamber of the moving eye. Journal of Fluid Mechanics 863, 904–926 (2019). doi:10.1017/jfm.2018.889
  5. Stewart PS & Foss AEJ. Self-excited oscillations in a collapsible channel flow, with application to retinal venous pulsation. The ANZIAM Journal 61(3), 320-348 (2019) eprint
  6. Roberts, P.A., Gaffney, E.A., Whiteley, J.P., Luthert, P.J., Foss, A.J.E., Byrne, H.M., 2018. Predictive Mathematical Models for the Spread and Treatment of Hyperoxia-induced Photoreceptor Degeneration in Retinitis Pigmentosa. Invest. Ophthalmol. Vis. Sci., 59(3):1238-1249.
  7. Dvoriashyna M, Foss AJE, Gaffney EA, Jensen OE, Repetto R. Osmotic and electroosmotic fluid transport across the retinal pigment epithelium: A mathematical model. J Theor Biol 456, 233-248 (2018) https://doi.org/10.1016/j.jtbi.2018.08.009
  8. Pralits JO, Natali D, Repetto R, Tweedy JH, Williamson TH. A simple mathematical model of rhegmatogenous retinal detachment. Journal of Fluids and Structures 82, 245–257 (2018)
  9. Dvoriashyna M, Repetto R, Romano MR & Tweedy JH. Aqueous humour flow in the posterior chamber of the eye and its modifications due to pupillary block and iridotomy. Mathematical Medicine and Biology: A Journal of the IMA 35(4), 447–467 (2018). doi: 10.1093/imammb/dqx012
  10. Tweedy JH, Pralits JO, Repetto R & Soleri P. Flow in the anterior chamber of the eye with an implanted iris-fixated artificial lens. Mathematical Medicine and Biology: A Journal of the IMA 35(3), 363–385 (2018). doi: 10.1093/imammb/dqx007
  11. Roberts, P.A., Gaffney, E.A., Luthert, P.J., Foss, A.J.E., Byrne, H.M., 2017. Mathematical Models of Retinitis Pigmentosa: The Oxygen Toxicity Hypothesis. J. Theor. Biol., 425:53-71.
  12. Roberts, P.A., Gaffney, E.A., Luthert, P.J., Foss, A.J.E., Byrne, H.M., 2016. Retinal Oxygen Distribution and the Role of Neuroglobin. J. Math. Biol., 73(1):1-38.
  13. Repetto R, Pralits JO, Siggers JH & Soleri P. Phakic iris-fixated intraocular lens placement in the anterior chamber: effects on aqueous flow. Invest Ophthalmol Vis Sci 56 3061–3068 (2015)
  14. Repetto R, Siggers JH, Meskauskas J. Steady streaming of a viscoelastic fluid within a periodically rotating sphere. J Fluid Mech 761:329–347 (2014)
  15. Stewart PS, Jensen OE and Foss AEJ. A Theoretical Model to Allow Prediction of the CSF Pressure From Observations of the Retinal Venous Pulse. Investigative Ophthalmology and Visual Science 55, 6319-6323 (2014) eprint
  16. Bonfiglio A, Repetto R, Siggers JH & Stocchino A. In-vitro modeling of drug delivery in human eyes: the role of vitreous humor dynamics. Phys Med Biol 58 (2013), ISSN 0031-9155, 1969–1982, doi: 10.1088/0031- 9155/58/6/1969
  17. V.S. Zubkov, C.J.W. Breward, E.A. Gaffney, 2013, Meniscal tear film fluid dynamics near Marx’s line, Bulletin of Mathematical Biology, vol. 75(9), pp. 1524-43.
  18. V.S. Zubkov, C.J.W. Breward, E.A. Gaffney, 2012, Coupling fluid and solute dynamics within the ocular surface tear film: A modelling study of black line osmolarity, Bulletin of Mathematical Biology, vol. 74(9), pp. 2062-93.
  19. Meskauskas J, Repetto R & Siggers JH. Shape change of the vitreous chamber influences retinal detachment and reattachment processes: is mechanical stress during eye rotations a factor? Invest Ophthalmol Vis Sci 53(10), 6271–6281 (2012) DOI: 10.1167/iovs.11-9390
  20. Meskauskas J, Repetto R & Siggers JH. Oscillatory motion of a viscoelastic fluid within a spherical cavity. J Fluid Mech 685, 1–22 (2011) DOI: 10.1017/jfm.2011.263
  21. Stocchino A, Repetto R & Siggers JH. Mixing processes in the vitreous chamber induced by eye rotations. Phys Med Biol 55, 453–467 (2010)
  22. Repetto R, Siggers JH & Stocchino A. Mathematical model of flow in the vitreous humor induced by saccadic eye rotations: effect of geometry. Biomech Modeling Mechanobiol 9(1), 65–76 (2010)
  23. Band LR, Hall CL, Richardson G, Jensen OE, Siggers JH & Foss AJE. Intracellular flow in optic nerve axons: a mechanism for cell death in glaucoma. Invest Ophthalmol Vis Sci 50, 3750–3758 (2009)

  24. Repetto R, Siggers JH & Stocchino A. Steady streaming within a periodically rotating sphere. J Fluid Mech 608, 71–80 (2008)

Relevant reviews by group members:

  1. Dvoriashyna M, Pralits JO, Repetto R & Tweedy JH. Mathematical models of aqueous production, flow and drainage. In Mathematical Modeling of Ocular Fluid Dynamics. From Theory to Clinical Applications, Guidoboni G, Harris A & Sacco R eds., Springer–Birkh ̈auser (2019)
  2. Repetto R & Tweedy JH. Biomechanics of the vitreous humour. In Biomechanics of the Eye, Roberts CJ, Dupps WJ & Downs JC eds., Kugler Publications (2018)
  3. Roberts, P.A., Gaffney, E.A., Luthert, P.J., Foss, A.J.E., Byrne, H.M., 2016. Mathematical and Computational Models of the Retina in Health, Development and Disease. Prog. Retin. Eye Res., 53:48-69.
  4. Repetto R, Siggers JH & Meskauskas J. Fluid mechanics of the vitreous chamber. In Integrated multidisciplinary approaches in the study and care of the human eye, Causin P, Guidoboni G, Sacco R, & Harris A eds., Kugler Publications (2014)
  5. Siggers JH & Ethier CR. Fluid mechanics of the eye. Annu Rev Fluid Mech 44, 347–372 (2012). DOI: 10.1146/annurev-fluid-120710-101058