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Mechanisms of orbital floor fractures: a clinical, experimental, and theoretical study.

机译:眶底骨折的机制:临床,实验和理论研究。

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PURPOSE: The purpose of this study was to investigate the two accepted mechanisms of the orbital blow-out fracture (the hydraulic and the buckling theories) from a clinical, experimental, and theoretical standpoint. METHODS: Clinical cases in which blow-out fractures resulted from both a pure hydraulic mechanism and a pure buckling mechanism are presented. Twenty-one intact orbital floors were obtained from human cadavers. A metal rod was dropped, experimentally, onto each specimen until a fracture was produced, and the energy required in each instance was calculated. A biomathematical model of the human bony orbit, depicted as a thin-walled truncated conical shell, was devised. Two previously published (by the National Aeronautics Space Administration) theoretical structural engineering formulas for the fracture of thin-walled truncated conical shells were used to predict the energy required to fracture the bone of the orbital floor via the hydraulic and buckling mechanisms. RESULTS: Experimentally, the mean energy required to fracture the bone of the human cadaver orbital floor directly was 78 millijoules (mj) (range, 29-127 mj). Using the engineering formula for the hydraulic theory, the predicted theoretical energy is 71 mj (range, 38-120 mj); for the buckling theory, the predicted theoretical energy is 68 mj (range, 40-106 mj). CONCLUSION: Through this study, we have experimentally determined the amount of energy required to fracture the bone of the human orbital floor directly and have provided support for each mechanism of the orbital blow-out fracture from a clinical and theoretical basis.
机译:目的:本研究的目的是从临床,实验和理论的角度研究眼眶爆裂性骨折的两种公认机制(水力和屈曲理论)。方法:临床病例中,纯液压机制和纯屈曲机制均导致爆裂性骨折。从人类尸体获得了二十一个完整的眶底。实验中,将一根金属棒放到每个样品上,直到产生断裂为止,并计算出每种情况下所需的能量。设计了人骨轨道的生物数学模型,描绘为薄壁截头圆锥形壳。使用两个先前发布的(由美国国家航空航天局(National Aeronautics Space Administration)提供)的薄壁截头圆锥形壳体断裂的理论结构工程公式来预测通过液压和屈曲机理使眶底骨骼断裂所需的能量。结果:从实验上看,直接使人尸体眶底骨骨折所需的平均能量为78毫焦耳(mj)(范围为29-127 mj)。使用水力理论的工程公式,预测的理论能量为71 mj(范围38-120 mj);对于屈曲理论,预测的理论能量为68 mj(范围40-106 mj)。结论:通过这项研究,我们从实验上确定了直接断裂人类眶底骨所需的能量,并从临床和理论基础上为眼眶爆裂性骨折的每种机制提供了支持。

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