Morison, Christopher Neil (2002)
Ph.D. thesis, University of Birmingham.
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| AbstractShaken Baby Syndrome is a form of child abuse estimated to occur to one in 20,000 babies and presumed to occur when a carer cannot cope with a constantly crying child and so gives it a sharp shake. This causes the brain to move within the skull, stretching and possibly tearing the veins that bridge the fluid filled gap. To better understand this condition, experiments were performed to measure the mechanical properties of bridging veins followed by detailed mathematical modelling of the motion of a baby’s brain in response to shaking. Few finite element models of shaken baby syndrome exist, and those either ignore the fluid surrounding the brain or model it as a soft solid. The importance of modelling the fluid properly is demonstrated, and the reliability of MSC.Dytran’s fluid-solid interaction modelling is confirmed. The first three-dimensional finite element model of shaken baby syndrome which accurately includes the cerebrospinal fluid is created and used to estimate tolerance criteria for causing subdural haematoma by shaking. This research concludes that shaking of a baby could produce bridging vein strain close to the tolerance for failure and hence should be considered a possible cause of subdural haematoma. |
| Type of Work: | Ph.D. thesis. |
|---|---|
| Supervisor(s): | Hodgson, David C. |
| School/Faculty: | Schools (1998 to 2008) > School of Engineering |
| Department: | Manufacturing and Mechanical Engineering |
| Additional Information: | A chapter drawn from this research is published in: Shaking and Other Non-Accidental Head Injuries in Children (Clinics in Developmental Medicine, MacKeith Press, 2006, ISBN 9781898683353) |
| Keywords: | Biomechanics, Brain, Cerebrospinal Fluid, CSF, Finite Element Analysis, FEA, Head Injury, Modelling, Subdural Haematoma, Hematoma, Pediatric, Paediatric, Bridging Vein, Shaking, Impact |
| Subjects: | TJ Mechanical engineering and machinery QA Mathematics RJ Pediatrics |
| Institution: | University of Birmingham |
| Library Catalogue: | Check for printed version of this thesis |
| ID Code: | 64 |
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