Effect of bulk modulus on deformation of the brain under rotational accelerations.
Effect of bulk modulus on deformation of the brain under rotational accelerations.
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DOI:
10.1007/s00193-017-0791-z
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发表时间:
2018-01
期刊:
影响因子:
2.2
通讯作者:
Ramesh KT
中科院分区:
文献类型:
--
作者:
Ganpule S;Daphalapurkar NP;Cetingul MP;Ramesh KT
Traumatic brain injury such as that developed as a consequence of blast is a complex injury with a broad range of symptoms and disabilities. Computational models of brain biomechanics hold promise for illuminating the mechanics of traumatic brain injury (TBI) and for developing preventive devices. However, reliable material parameters are needed for models to be predictive. Unfortunately, the properties of human brain tissue are difficult to measure, and the bulk modulus of brain tissue in particular is not well-characterized. Thus, a wide range of bulk modulus values are used in computational models of brain biomechanics, spanning up to three orders of magnitude in the differences between values. However, the sensitivity of these variations on computational predictions is not known. In this work, we study the sensitivity of a 3D computational human head model to various bulk modulus values. A subject-specific human head model was constructed from T1-weighted MRI images at 2 mm3 voxel resolution. Diffusion tensor imaging provided data on spatial distribution and orientation of axonal fiber-bundles for modeling white-matter anisotropy. Non-injurious, full-field brain deformations in a human volunteer were used to assess the simulated predictions. The comparison suggests that a bulk modulus value on the order of GPa gives the best agreement with experimentally measured in vivo deformation in the human brain. Further, simulations of injurious loading suggest that bulk modulus values on the order of GPa provide the closest match with the clinical findings in terms of predicated injured regions and extent of injury.
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影响因子:
17.1
作者:
Goldstein LE;Fisher AM;Tagge CA;Zhang XL;Velisek L;Sullivan JA;Upreti C;Kracht JM;Ericsson M;Wojnarowicz MW;Goletiani CJ;Maglakelidze GM;Casey N;Moncaster JA;Minaeva O;Moir RD;Nowinski CJ;Stern RA;Cantu RC;Geiling J;Blusztajn JK;Wolozin BL;Ikezu T;Stein TD;Budson AE;Kowall NW;Chargin D;Sharon A;Saman S;Hall GF;Moss WC;Cleveland RO;Tanzi RE;Stanton PK;McKee AC
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McKee AC
影响因子:
4.2
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Ji, Songbai;Zhao, Wei;McAllister, Thomas W.
通讯作者:
McAllister, Thomas W.
影响因子:
3.5
作者:
Ganpule, S.;Alai, A.;Chandra, N.
通讯作者:
Chandra, N.
影响因子:
2.6
作者:
Doll, S;Schweizerhof, K
通讯作者:
Schweizerhof, K
影响因子:
3.5
作者:
Goriely A;Geers MG;Holzapfel GA;Jayamohan J;Jérusalem A;Sivaloganathan S;Squier W;van Dommelen JA;Waters S;Kuhl E
通讯作者:
Kuhl E