Data: Refinement of a Poroelastic Model for Zero Porosity: Finite Element Implementation and Investigation of Fluid Mechanics in the Perivascular Space
In conventional formulations of poroelasticity, when the porosity approaches zero or vanishes in some parts of the poroelastic domain, if only temporarily, the governing equations degenerate to those for the solid phase thereby inhibiting a suitable determination of the fluid velocity field. To address this challenge, we reformulated a poroelastic model based on mixture theory to accommodate scenarios with zero porosity. We verified our model using the method of manufactured solutions and demonstrated its ability to handle extreme conditions in a sample test problem. As an application of our framework, we investigated peristaltic flow in the perivascular space of a penetrating arteriole in brain. Our analysis revealed that some literature-suggested parameters can drive the model to predict extreme non-physiological conditions. We further demonstrated that these extreme conditions can be somewhat mitigated by accounting for the deformation of the surrounding brain tissue.
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Work Title Data: Refinement of a Poroelastic Model for Zero Porosity: Finite Element Implementation and Investigation of Fluid Mechanics in the Perivascular Space Subtitle COMSOL Multiphysics File Access Creators - Mohammad Jannesari
- Beatrice Ghitti
- Bruce Gluckman
- Francesco Costanzo
Keyword - Poroelasticity
- Zero Porosity
- Perivascular Space
- Cerebrospinal Fluid Mechanics
- Finite Element Method
License CC BY 4.0 (Attribution) Work Type Software Or Program Code Acknowledgments - The authors gratefully acknowledge partial support from the Pennsylvania Department of Health using Tobacco CURE Funds (the Department specifically disclaims responsibility for any analyses, interpretations, or conclusions).
Publication Date 2025 Subject - Computational Biomechanics
Language - English
DOI doi:10.26207/r7a0-fs14 Deposited October 17, 2025 Versions
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Version 1
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Updated Keyword, Subject, Language, and 3 more Show ChangesKeywordSubject
- Poroelasticity, Zero Porosity, Perivascular Space, Cerebrospinal Fluid Mechanics, Finite Element Method
Language- Computational Biomechanics
Subtitle- English
Description- COMSOL Multiphysics File
Publication Date- In conventional formulations of poroelasticity, when the porosity approaches zero or vanishes in some parts of the poroelastic domain, if only temporarily, the governing equations degenerate to those for the solid phase thereby inhibiting a suitable determination of the fluid velocity field. To address this challenge, we reformulated a poroelastic model based on mixture theory to accommodate scenarios with zero porosity. We verified our model using the method of manufactured solutions and demonstrated its ability to handle extreme conditions in a sample test problem. As an application of our framework, we investigated peristaltic flow in the perivascular space of a penetrating arteriole in brain. Our analysis revealed that some literature-suggested parameters can drive the model to predict extreme non-physiological conditions. We further demonstrated that these extreme conditions can be somewhat mitigated by accounting for the deformation of the surrounding brain tissue.
- 2025
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Updated Acknowledgments Show ChangesAcknowledgments
- The authors gratefully acknowledge partial support from the Pennsylvania Department of Health using Tobacco CURE Funds (the Department specifically disclaims responsibility for any analyses, interpretations, or conclusions).
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Added Creator Mohammad Jannesari Ladani
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Added Creator Beatrice Ghitti
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Added Creator Bruce Gluckman
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Added Creator Francesco Costanzo
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Updated License Show ChangesLicense
- https://creativecommons.org/licenses/by/4.0/
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Mohammad Jannesari Ladani- Mohammad Jannesari
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Mohammad Jannesari Ladani- Mohammad Jannesari
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