Abstract
The purpose of this study is to characterize the biomechanical property of the brain and to analyze the intracerebral streess distribution by finite element method [3-5] in various pathological conditions
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References
Aoyagi N, Masuzawa H, Sano K, Kihira M, Kobayashi S (1980) Compliance of the brain. Brain Nerve 32:47–56
Galford J McElhaney (1970) A visco-elastic property of the brain, J Biomechanics 3:211–221
Nagashima T, Tamaki N, Matsumoto S, Seguchi Y, Tamura T (1984) Biomechanics of vasogenic brain edema. Application of Biot’s consolidation theory and finite element method. In: Inaba Y, Klazo I, Spatz M (eds) Brain Edema, Springer, Berlin, pp 92–98
Nagashima T, Tamaki N, Matsumoto S, Horwitz B, Seguchi Y (1987) Biomechanics of Hydrocephalus: A new theoretical model. Neurosurgery 21:898–904
Nagashima T, Shirakuni T, Rapoport SI (1990) A two dimensional finite element analysis of vasogenic brain edema. Neurologia Medico-chirurugica 30:1–9
Walsh EK, Alfonso S (1976) Elastic behavior of brain tissue in vivo. Am J Physiol 230:1058–1062
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© 1993 Springer-Verlag Berlin Heidelberg
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Hamano, S., Nagashima, T., Kojima, N., Tada, Y., Tamaki, N., Matsumoto, S. (1993). A Finite Element Analysis of Intracerebral Stress Distribution with Viscoelastic Model. In: Avezaat, C.J.J., van Eijndhoven, J.H.M., Maas, A.I.R., Tans, J.T.J. (eds) Intracranial Pressure VIII. Springer, Berlin, Heidelberg. https://doi.org/10.1007/978-3-642-77789-9_156
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DOI: https://doi.org/10.1007/978-3-642-77789-9_156
Publisher Name: Springer, Berlin, Heidelberg
Print ISBN: 978-3-642-77791-2
Online ISBN: 978-3-642-77789-9
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