2023
DOI: 10.1039/d3lc00407d
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Microfluidics in the eye: a review of glaucoma implants from an engineering perspective

Zecong Fang,
Shuzhen Bi,
J. David Brown
et al.

Abstract: We review the natural pathways and glaucoma implant-based artificial pathways of aqueous humour in the eye from a microfluidic perspective.

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Cited by 1 publication
(7 citation statements)
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“…The DLV‐incorporated glaucoma implant is designed for accurate aqueous shunting and reliable IOP stabilization. Figure 1e shows an equivalent fluidic circuit model representing the aqueous circulation after the implantation of the DLV 5,8,9 . In a healthy human eye, the aqueous humor is continually secreted by the ciliary body at the posterior chamber (Figure 1b) of the eye at a flow rate of QAH ${Q}_{\text{AH}}$.…”
Section: Resultsmentioning
confidence: 99%
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“…The DLV‐incorporated glaucoma implant is designed for accurate aqueous shunting and reliable IOP stabilization. Figure 1e shows an equivalent fluidic circuit model representing the aqueous circulation after the implantation of the DLV 5,8,9 . In a healthy human eye, the aqueous humor is continually secreted by the ciliary body at the posterior chamber (Figure 1b) of the eye at a flow rate of QAH ${Q}_{\text{AH}}$.…”
Section: Resultsmentioning
confidence: 99%
“…The secondary route is the uveoscleral drainage (at a rate of QnormalU ${Q}_{{\rm{U}}}$), which is independent of the IOP and accounts for approximately 10%–50% of the total drainage 32 . In the fluidic model in Figure 1e, the contribution of the uveoscleral pathway has been subtracted from the secretion rate, namely, QAH*=QAHQnormalU ${Q}_{\text{AH}}^{* }={Q}_{\text{AH}}-{Q}_{{\rm{U}}}$, to simplify the fluidic model 5 . The Goldmann equation formulates the correlation of the IOP with relevant governing parameters, that is, IOP=QAH*× RTM+PnormalE ${IOP}={Q}_{\text{AH}}^{* }\times {\unicode{x0200A}R}_{\text{TM}}+{P}_{{\rm{E}}}$.…”
Section: Resultsmentioning
confidence: 99%
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