A finite-element reciprocity solution for EEG forward modeling with realistic individual head models.
A finite-element reciprocity solution for EEG forward modeling with realistic individual head models.
We present a finite element modeling (FEM) implementation for solving the forward problem in electroencephalography (EEG). The solution is based on Helmholtz's principle of reciprocity which allows for dramatically reduced computational time when constructing the leadfield matrix. The approach was validated using a 4-shell spherical model and shown to perform comparably with two current state-of-the-art alternatives (OpenMEEG for boundary element modeling and SimBio for finite element modeling).
We applied the method to real human brain MRI data and created a model with five tissue types: white matter, gray matter, cerebrospinal fluid, skull, and scalp. By calculating conductivity tensors from diffusion-weighted MR images, we also demonstrate one of the main benefits of FEM: the ability to include anisotropic conductivities within the head model. Root-mean square deviation between the standard leadfield and the leadfield including white-matter anisotropy showed that ignoring the directional conductivity of white matter fiber tracts leads to orientation-specific errors in the forward model.
Realistic head models are necessary for precise source localization in individuals. Our approach is fast, accurate, open-source and freely available online
542-551
Ziegler, E
cfa44d1f-4748-430c-aca2-97a4e1595e43
Chellappa, S.L.
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Gaggioni, G
32062755-d193-452c-a698-af3bd908f816
Ly, J.Q.M.
4d445e91-40fa-44d4-85ea-618eea80e23f
Vandewalle, G
26e86381-f07d-41ae-ae39-debbfd10013b
André, E
eceba770-e9c6-4568-aa23-2e415c55b0e2
Geuzaine, C
600e449d-36e5-490c-a2c0-9f90cd4b7a93
Phillips, C
8d629376-9cbd-4354-b24a-70db5e670c25
1 December 2014
Ziegler, E
cfa44d1f-4748-430c-aca2-97a4e1595e43
Chellappa, S.L.
516582b5-3cba-4644-86c9-14c91a4510f2
Gaggioni, G
32062755-d193-452c-a698-af3bd908f816
Ly, J.Q.M.
4d445e91-40fa-44d4-85ea-618eea80e23f
Vandewalle, G
26e86381-f07d-41ae-ae39-debbfd10013b
André, E
eceba770-e9c6-4568-aa23-2e415c55b0e2
Geuzaine, C
600e449d-36e5-490c-a2c0-9f90cd4b7a93
Phillips, C
8d629376-9cbd-4354-b24a-70db5e670c25
Ziegler, E, Chellappa, S.L., Gaggioni, G, Ly, J.Q.M., Vandewalle, G, André, E, Geuzaine, C and Phillips, C
(2014)
A finite-element reciprocity solution for EEG forward modeling with realistic individual head models.
NeuroImage, 103 (12), .
(doi:10.1016/j.neuroimage.2014.08.056).
Abstract
We present a finite element modeling (FEM) implementation for solving the forward problem in electroencephalography (EEG). The solution is based on Helmholtz's principle of reciprocity which allows for dramatically reduced computational time when constructing the leadfield matrix. The approach was validated using a 4-shell spherical model and shown to perform comparably with two current state-of-the-art alternatives (OpenMEEG for boundary element modeling and SimBio for finite element modeling).
We applied the method to real human brain MRI data and created a model with five tissue types: white matter, gray matter, cerebrospinal fluid, skull, and scalp. By calculating conductivity tensors from diffusion-weighted MR images, we also demonstrate one of the main benefits of FEM: the ability to include anisotropic conductivities within the head model. Root-mean square deviation between the standard leadfield and the leadfield including white-matter anisotropy showed that ignoring the directional conductivity of white matter fiber tracts leads to orientation-specific errors in the forward model.
Realistic head models are necessary for precise source localization in individuals. Our approach is fast, accurate, open-source and freely available online
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Accepted/In Press date: 30 August 2014
Published date: 1 December 2014
Identifiers
Local EPrints ID: 479500
URI: http://eprints.soton.ac.uk/id/eprint/479500
ISSN: 1053-8119
PURE UUID: 54a92957-7610-4e6b-a0e6-21fb2a4f32b7
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Date deposited: 25 Jul 2023 16:47
Last modified: 17 Mar 2024 04:20
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Contributors
Author:
E Ziegler
Author:
S.L. Chellappa
Author:
G Gaggioni
Author:
J.Q.M. Ly
Author:
G Vandewalle
Author:
E André
Author:
C Geuzaine
Author:
C Phillips
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