Paschall Anna, Ross Ann H
Department of Biological Sciences, North Carolina State University, 112 Derieux Place, Raleigh, NC, 27695-7614, USA.
Int J Legal Med. 2017 Jan;131(1):161-166. doi: 10.1007/s00414-016-1420-6. Epub 2016 Jul 23.
Methodologies that improve estimation of caliber from cranial bone defects are necessary to meet the ever increasing admissibility standards. The relationship between caliber, wound diameter, and bone mineral density (BMD) was examined. The formation of the permanent cavity is influenced by bullet yaw, velocity, distance, and tissue properties. The hypothesis was that including BMD, wound diameter could be explained by differences in caliber. The sample consists of 68 autopsy sections and 101 specimens from Phelps (1898). A subsample of 18 was scanned using dual energy x-ray absorptiometry (DEXA) for BMD measurement to test whether an increase in BMD affects wound diameter. Pearson product-moment correlations of the subsample indicate the strongest correlation is between BMD and minimum diameter (r = 0.7101), followed by a correlation between minimum diameter and caliber (r = 0.6854). Despite the previous use of thickness as a proxy for BMD, no correlation was found between BMD and thickness (r = 0.0143). A multivariate analysis of variance (MANOVA) detected a significant influence of BMD and minimum diameter on caliber size (Prob > F = 0.0003). The logistic regression shows that caliber can be estimated from minimum diameter. Using the subsample, the results show that the inclusion of BMD strengthens the model for estimating caliber from entrance gunshot defects.
为满足日益提高的可采性标准,改进从颅骨缺损估计口径的方法很有必要。研究了口径、伤口直径和骨矿物质密度(BMD)之间的关系。永久性腔隙的形成受子弹偏航、速度、距离和组织特性影响。假设是,纳入BMD后,伤口直径可由口径差异来解释。样本包括68个尸检切片和101个来自费尔普斯(1898年)的标本。使用双能X线吸收法(DEXA)对18个样本进行扫描以测量BMD,以测试BMD增加是否会影响伤口直径。该子样本的皮尔逊积矩相关性表明,最强的相关性存在于BMD与最小直径之间(r = 0.7101),其次是最小直径与口径之间的相关性(r = 0.6854)。尽管之前曾将厚度用作BMD的替代指标,但未发现BMD与厚度之间存在相关性(r = 0.0143)。多变量方差分析(MANOVA)检测到BMD和最小直径对口径大小有显著影响(Prob > F = 0.0003)。逻辑回归表明,口径可根据最小直径来估计。使用该子样本,结果表明纳入BMD可加强从入口枪伤缺损估计口径的模型。