A computational framework to predict the spreading of Alzheimer's disease
A. Vazquez-Palomo, C. Beteg\'on, J. Weickenmeier, E. Mart\'inez-Pa\~neda

TL;DR
This paper introduces a 3D finite element computational framework that models Alzheimer's disease progression by simulating protein spread and brain tissue deformation in realistic geometries, aligning well with observed clinical patterns.
Contribution
It presents a novel integrated model combining multi-protein transport, anisotropic diffusion, and tissue atrophy within a subject-specific finite element framework, which is publicly available.
Findings
Reproduces key morphological patterns of Alzheimer's disease
Shows good quantitative agreement with longitudinal imaging data
Provides an extensible platform for future disease modeling
Abstract
Alzheimer's disease is characterised by the spreading of misfolded proteins and progressive structural changes in the brain. Despite significant clinical research, understanding how microscopic protein dynamics translate into macroscopic tissue degeneration remains a major challenge. In this work, we present a three-dimensional, finite element-based computational framework to model disease progression by combining multi-protein transport and brain tissue deformation within anatomically realistic geometries. The propagation of toxic tau and amyloid-beta proteins is described using reaction-diffusion equations of the Fisher-Kolmogorov type, incorporating prion-like growth mechanisms and anisotropic transport along white matter fibre tracts. Brain atrophy is represented through a hyperelastic constitutive model driven by protein-dependent volume loss. Subject-specific simulations are…
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Taxonomy
TopicsAutomotive and Human Injury Biomechanics · Point processes and geometric inequalities · Cerebrospinal fluid and hydrocephalus
