Skip to main content

Glymphatic Clearance in the Optic Nerve: A Multidomain Electro-Osmostic Model.

Publication ,  Journal Article
Xiao, S; Huang, H; Eisenberg, R; Song, Z; Xu, S
Published in: Entropy (Basel, Switzerland)
November 2025

Effective metabolic waste clearance and maintaining ionic homeostasis are essential for the health and normal function of the central nervous system (CNS). To understand its mechanism and the role of fluid flow, we develop a multidomain electro-osmotic model of optic-nerve microcirculation (as a part of the CNS) that couples hydrostatic and osmotic fluid transport with electro-diffusive solute movement across axons, glia, the extracellular space (ECS), and arterial/venous/capillary perivascular spaces (PVS). Cerebrospinal fluid enters the optic nerve via the arterial parivascular space (PVS-A) and passes both the glial and ECS before exiting through the venous parivascular space (PVS-V). Exchanges across astrocytic endfeet are essential and they occur in two distinct and coupled paths: through AQP4 on glial membranes and gaps between glial endfeet, thus establishing a mechanistic substrate for two modes of glymphatic transport, at rest and during stimulus-evoked perturbations. Parameter sweeps show that lowering AQP4-mediated fluid permeability or PVS permeability elevates pressure, suppresses radial exchange (due mainly to hydrostatic pressure difference at the lateral surface and the center of the optic nerve), and slows clearance, effects most pronounced for solutes reliant on PVS-V export. The model reproduces baseline and stimulus-evoked flow and demonstrates that PVS-mediated export is the primary clearance route for both small and moderate solutes. Small molecules (e.g., Aβ) clear faster because rapid ECS diffusion broadens their distribution and enhances ECS-PVS exchange, whereas moderate species (e.g., tau monomers/oligomers) have low ECS diffusivity, depend on trans-endfoot transfer, and clear more slowly via PVS-V convection. Our framework can also be used to explain the sleep-wake effect mechanistically: enlarging ECS volume (as occurs in sleep) or permeability increases trans-interface flux and accelerates waste removal. Together, these results provide a unified physical picture of glymphatic transport in the optic nerve, yield testable predictions for how AQP4 function, PVS patency, and sleep modulate size-dependent clearance, and offer guidance for targeting impaired waste removal in neurological disease.

Duke Scholars

Published In

Entropy (Basel, Switzerland)

DOI

EISSN

1099-4300

ISSN

1099-4300

Publication Date

November 2025

Volume

27

Issue

11

Start / End Page

1174

Related Subject Headings

  • Fluids & Plasmas
  • 51 Physical sciences
  • 49 Mathematical sciences
  • 02 Physical Sciences
  • 01 Mathematical Sciences
 

Citation

APA
Chicago
ICMJE
MLA
NLM
Xiao, S., Huang, H., Eisenberg, R., Song, Z., & Xu, S. (2025). Glymphatic Clearance in the Optic Nerve: A Multidomain Electro-Osmostic Model. Entropy (Basel, Switzerland), 27(11), 1174. https://doi.org/10.3390/e27111174
Xiao, Shanfeng, Huaxiong Huang, Robert Eisenberg, Zilong Song, and Shixin Xu. “Glymphatic Clearance in the Optic Nerve: A Multidomain Electro-Osmostic Model.Entropy (Basel, Switzerland) 27, no. 11 (November 2025): 1174. https://doi.org/10.3390/e27111174.
Xiao S, Huang H, Eisenberg R, Song Z, Xu S. Glymphatic Clearance in the Optic Nerve: A Multidomain Electro-Osmostic Model. Entropy (Basel, Switzerland). 2025 Nov;27(11):1174.
Xiao, Shanfeng, et al. “Glymphatic Clearance in the Optic Nerve: A Multidomain Electro-Osmostic Model.Entropy (Basel, Switzerland), vol. 27, no. 11, Nov. 2025, p. 1174. Epmc, doi:10.3390/e27111174.
Xiao S, Huang H, Eisenberg R, Song Z, Xu S. Glymphatic Clearance in the Optic Nerve: A Multidomain Electro-Osmostic Model. Entropy (Basel, Switzerland). 2025 Nov;27(11):1174.

Published In

Entropy (Basel, Switzerland)

DOI

EISSN

1099-4300

ISSN

1099-4300

Publication Date

November 2025

Volume

27

Issue

11

Start / End Page

1174

Related Subject Headings

  • Fluids & Plasmas
  • 51 Physical sciences
  • 49 Mathematical sciences
  • 02 Physical Sciences
  • 01 Mathematical Sciences