2019
DOI: 10.1016/j.jfluidstructs.2019.04.008
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Fluid–structure interaction for highly complex, statistically defined, biological media: Homogenisation and a 3D multi-compartmental poroelastic model for brain biomechanics

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Cited by 31 publications
(56 citation statements)
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“…47,48 The VA profiles are identical for both hemispheres, in line with previous work. 47,48 This implies a greater degree of morphological symmetry to the developing solution fields (as the arterial compartment is the driving compartment of the system) and allows the compartmental interrogation of the 6-MPET model to be conducted according to the aforementioned extensions to the high precision workflow. Figure 3 depicts the 28 regions (spanning the two hemispheres, so a total of 56 separate regions) that this precision medicine pipeline can stratify results for (like the hippocampus, brainstem and thalamus), in addition to the outputs of the 6-MPET system for the chosen Table 2.…”
Section: The 6-mpet Numerical Templatesupporting
confidence: 87%
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“…47,48 The VA profiles are identical for both hemispheres, in line with previous work. 47,48 This implies a greater degree of morphological symmetry to the developing solution fields (as the arterial compartment is the driving compartment of the system) and allows the compartmental interrogation of the 6-MPET model to be conducted according to the aforementioned extensions to the high precision workflow. Figure 3 depicts the 28 regions (spanning the two hemispheres, so a total of 56 separate regions) that this precision medicine pipeline can stratify results for (like the hippocampus, brainstem and thalamus), in addition to the outputs of the 6-MPET system for the chosen Table 2.…”
Section: The 6-mpet Numerical Templatesupporting
confidence: 87%
“…55 In line with previous work, grid-independence of the 6-MPET system was conducted, and converged solutions fell within a specified percentage band of numerical error estimates. For details regarding the discretisation of the conservation equations, the reader is referred to Guo et al and Vardakis et al 47,48,54,55 Finally, the discretised form of the 6-MPET system is solved using the PETSc library. 59,60 Subject-specific dataset, 6-MPET parameters and boundary conditions Subject-specific dataset.…”
Section: The 6-mpet Numerical Templatementioning
confidence: 99%
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“…The MPET theory has been successfully used in the modeling of biomechanical problems, e.g., hydrocephalus (Levine, 2008; Tully and Ventikos, 2011; Sobey et al, 2012), cerebral oedema (Vardakis et al, 2016), and Alzheimer's disease (Guo et al, 2018; Vardakis et al, 2019). However, there still lacks thorough and rigorous validation using experimental and clinical data.…”
Section: Introductionmentioning
confidence: 99%