A Three-Dimensional Finite Element Analysis of the Human Brain Under Combined Rotational and Translational Accelerations

Finite element modelling has been used to study the evolution of strain in a model of the human brain under impulsive acceleration loadings. A cumulative damage measure, based on the calculation of the volume fraction of the brain that has experienced a specific level of stretch, is used as a possible predictor for deformation-related brain injury. The measure is based on the maximum principal strain calculated from an objective strain tensor that is obtained by integration of the rate of deformation gradient with appropriate accounting for large rotations. This measure is used here to evaluate the relative effects of rotational and translational accelerations, in both the sagittal and coronal planes, on the development of strain damage in the brain. A new technique for the computational treatment of the brain-dura interface is suggested and used to alleviate the difficulties in the explicit representation of the cerebrospinal fluid layer existing between the two solid materials.

[1]  A. Holbourn MECHANICS OF HEAD INJURIES , 1943 .

[2]  S. Strich,et al.  DIFFUSE DEGENERATION OF THE CEREBRAL WHITE MATTER IN SEVERE DEMENTIA FOLLOWING HEAD INJURY , 1956, Journal of neurology, neurosurgery, and psychiatry.

[3]  S. Strich,et al.  SHEARING OF NERVE FIBRES AS A CAUSE OF BRAIN DAMAGE DUE TO HEAD INJURY: A Pathological Study of Twenty Cases , 1961 .

[4]  Lawrence E. Thibault,et al.  Mechanisms of impact head injury , 1994 .

[5]  F A Bandak,et al.  An imaging-based computational and experimental study of skull fracture: finite element model development. , 1995, Journal of neurotrauma.

[6]  David F. Meaney,et al.  Physical model studies of cortical brain deformation in response to high strain rate inertial loading , 1990 .

[7]  A E Hirsch,et al.  Cerebral Concussion in the Monkey: An Experimental Model , 1966, Science.

[8]  A. Ommaya,et al.  Cerebral concussion and traumatic unconsciousness. Correlation of experimental and clinical observations of blunt head injuries. , 1974, Brain : a journal of neurology.

[9]  A. Ommaya,et al.  Whiplash injury and brain damage: an experimental study. , 1968, JAMA.

[10]  David F. Meaney,et al.  Distribution of Forebrain Diffuse Axonal Injury Following Inertial Closed Head Injury in Miniature Swine , 1994, Experimental Neurology.

[11]  G. S. Srikantiah,et al.  PORTHOS - A computer code for solving general three-dimensional, time-dependent two-fluid equations , 1987 .

[12]  J. Adams,et al.  Diffuse axonal injury and traumatic coma in the primate , 1982, Annals of neurology.

[13]  W. H. Reed,et al.  A semi-implicit method for two-phase fluid dynamics , 1978 .

[14]  D. Oppenheimer,et al.  Microscopic lesions in the brain following head injury. , 1968, Journal of neurology, neurosurgery, and psychiatry.

[15]  A K Ommaya,et al.  Mechanical properties of tissues of the nervous system. , 1968, Journal of biomechanics.