Analysis of Intracerebral Hematoma Shapes by Numerical Computer Simulation Using the Finite Element Method

Neurologia medico-chirurgica

Volumn 34, Issue 2, 1994, Pages 65-69

  Takizawa, Hideo ^a   Sugiura, Kazuaki ^b   Baba, Motoki ^b   Miller, J Douglas ^c  

^a Department of Cardiology   (Japan)

^b TOKYO ROSAI HOSPITAL   (Japan)

^c UNIVERSITY OF EDINBURGH   (United Kingdom)

Author keywords

brain model; computed tomography; computer simulation; finite element method; putaminal hemorrhage

Indexed keywords

ARTICLE; BRAIN HEMATOMA; BRAIN HEMORRHAGE; COMPUTER ANALYSIS; COMPUTER ASSISTED TOMOGRAPHY; COMPUTER MODEL; NEUROLOGY;

BIOMECHANICS; BLOOD PRESSURE; BRAIN; CEREBRAL HEMORRHAGE; COMPUTER SIMULATION; HEMATOMA; HUMAN; INTRACRANIAL PRESSURE; MICROCOMPUTERS; MODELS, NEUROLOGICAL; SOFTWARE;

EID: 0028267903     PISSN: 04708105     EISSN: 13498029     Source Type: Journal    
DOI: 10.2176/nmc.34.65     Document Type: Article

References (14)

1. Aoyagi N, Masuzawa H, Sano K: Compliance of brain. No To Shinkei 32: 47-56, 1980 (in Japanese).
2. Aoyagi N, Masuzawa H, Sano K, Kihira K, Kobayashi S: Compliance of brain. Part 2: Approach from the local elastic and viscous moduli. No To Shinkei 34: 509-516, 1982 (in Japanese).
3. Galford JE, McElhaney JH: A visco-elastic study of scalp, brain and dura. JBiomech 3: 211-221, 1970.
4. Heubner KH: The Finite Element Method for Engineers. New York, John Wiley & Sons, 1975, pp 1-194.
5. Kanaya H, Yukawa H, Itoh Z, Kanno T, Kuwabara T, Kagawa M, Mizukami M: A neurological grading for patients with hypertensive intracerebral hemorrhage and a classification for hematoma location on computed tomography, in: Proceedings of the 7th Japanese Conference on Surgery of Cerebral Stroke. 1978, pp 265-270 (in Japanese).
6. Kanno T, Nagata J, Hoshino M, Nakagawa T, Chaudhari M, Sano H, Katada K: Evaluation of the hypertensive intracerebral hematoma based on the study of long-term outcome: Part 1. Mode of hematoma extension and its clinical significance in putaminal hemorrhage. No Shinkei Geka 14: 1207-1212, 1986 (in Japanese).
7. Miyoshi T, Shiratori M, Zako M, Sakata S: Finite Element Method. Tokyo, Jikkyo Press, 1982, pp 1-53 (in Japanese).
8. Nagashima T, Shirakuni T, Rapoport SXI: A twodimensional, finite element analysis of vasogenic brain edema. Neurol Med Chir Tokyo) 30: 1-9, 1990.
9. Nagashima T, Tamaki N, Matsumoto S, Seguchi Y: Biomechanics and a theoretical model of hydrocephalus. Application of the finite element method, in Miller JD, Teasdale GM, Rowan JO, Galbraith SL, Mendelow AD (eds): Intracranial Pressure VI. Berlin, Springer-Verlag, 1986, pp 441-446.
10. Ojemann RG, Heros RC: Spontaneous brain hemorrhage. Stroke 14: 468-475, 1983.
11. Takizawa H, Sugiura K, Baba M, Tachizawa T, Kadoyama S: Process of morphological recovery of deformed brain in cases with chronic subdural hematoma: Observation by CT scan and analysis by rheology. Shinkei Gaisho 11: 154-159, 1988 (in Japanese).
12. Takizawa H, Sugiura K, Baba M, Tachizawa T, Kadoyama S, Chisiki T, Kamatuka E: Stress distribution in the brain. Numerical simulation by the finite element method. No To Shinkei 39: 1125-1129, 1987 (in Japanese).
13. Takizawa H, Sugiura K, Baba M, Tachisawa T, Kadoyama S, Kabayama T, Ohno H, Fuseya Y: Structural mechanics of the blow out fracture: Numerical computer simulation of orbital deformation by the finite element method. Neurosurgery 22: 1053-1055, 1988.
14. Zienkiewicz OC: The Finite Element Method in Engineering Science. London, McGraw-Hill, 1971, pp 1-102.