Abstract
AbstractIn primary rhegmatogenous retinal detachment (RRD), the foveal attachment is an important prognostic factors for post-operative vision. When the fovea is obscured by the RRD, its attachment status is considered uncertain. Using a model of the reduced emmetropic and − 10 dioptre myopic eye and the physical properties of the detached retina, we aimed to mathematically ascertain if it is clinically possible for the fovea to be attached while it is obscured by the primary RRD. With the patient upright, a primary RRD due to a 12 o’clock break directly above the fovea was considered. Mathematically, once the trough of the RRD touches the visual axis the edge of the RRD nearest to fovea is $$2.77\,{\text{mm}}$$
2.77
mm
away from fovea in emmetropic eye and $$2.89\;\,{\text{mm}}$$
2.89
mm
in myopic eye. When the RRD reaches the fovea, its trough is $$2.20{\text{ mm}}$$
2.20
mm
below the visual axis in emmetropic eye and $$2.29{\text{ mm}}$$
2.29
mm
in myopic eye. However, in vivo the RRD makes an acute angle with the retinal pigment epithelium and the corrugation of the retina in RRD shortens the retina. When these in vivo constraints are considered, in both of the above situations the fovea will be detached. If the fovea is obscured by an RRD, the fovea is very likely to be detached. In idiomatic terms, if the fovea cannot be seen, the fovea cannot see. This is an important clinical diagnosis for appropriate triage of the patient.
Publisher
Springer Science and Business Media LLC