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Quantification of a rat tail vertebra model for trabecular bone adaptation studies.

机译:小梁骨适应性研究的大鼠尾椎模型的量化。

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摘要

A feedback controlled loading apparatus for the rat tail vertebra was developed to deliver precise mechanical loads to the eighth caudal vertebra (C8) via pins inserted into adjacent vertebrae. Cortical bone strains were recorded using strain gages while subjecting the C8 in four cadaveric rats to mechanical loads ranging from 25 to 100 N at 1 Hz with a sinusoidal waveform. Finite element (FE) models, based on micro computed tomography, were constructed for all four C8 for calculations of cortical and trabecular bone tissue strains. The cortical bone strains predicted by FE models agreed with strain gage measurements, thus validating the FE models. The average measured cortical bone strain during 25-100 N loading was between 298 +/- 105 and 1210 +/- 297 microstrain (muepsilon). The models predicted average trabecular bone tissue strains ranging between 135 +/- 35 and 538 +/- 138 mu epsilon in the proximal region, 77 +/- 23-307 +/- 91 muepsilon in the central region, and 155 +/- 36-621 +/- 143 muepsilon in the distal region for 25-100 N loading range. Although these average strains were compressive, it is also interesting that the trabecular bone tissue strain can range from compressive to tensile strains (-1994 to 380 mu epsilon for a 100 N load). With this novel approach that combines an animal model with computational techniques, it could be possible to establish a quantitative relationship between the microscopic stress/strain environment in trabecular bone tissue, and the biosynthetic response and gene expression of bone cells, thereby study bone adaptation.
机译:开发了一种用于大鼠尾椎的反馈控制加载装置,以通过插入相邻椎骨中的销将精确的机械负荷传递到第八尾椎(C8)。使用应变计记录皮质骨的应变,同时对四只尸体大鼠的C8施加1 Hz的正弦波形,机械负载范围为25到100N。针对所有四个C8构建基于微计算机断层扫描的有限元(FE)模型,用于计算皮质和小梁骨组织应变。 FE模型预测的皮质骨应变与应变计测量结果一致,从而验证了FE模型。在25-100 N负荷期间,平均测得的皮质骨应变在298 +/- 105和1210 +/- 297微应变(muepsilon)之间。该模型预测在近端区域的小梁骨组织平均应变范围在135 +/- 35和538 +/- 138με之间,在中部区域为77 +/- 23-307 +/- 91μepsilon,以及155 +/-在25-100 N的负荷范围内,远端区域具有36-621 +/- 143μepsilon。尽管这些平均应变是压缩应变,但有趣的是,小梁骨组织应变的范围可以从压缩应变到拉伸应变(对于100 N负载,从-1994到380με)。通过这种将动物模型与计算技术相结合的新颖方法,有可能在小梁骨组织中的微观应力/应变环境与骨细胞的生物合成反应和基因表达之间建立定量关系,从而研究骨骼适应性。

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