Santos Agostinho, Magalhães Teresa, Vieira Duarte Nuno, Almeida Agostinho A, Sousa António V
Instituto Nacional de Medicina Legal, Faculdade de Medicina da Universidade do Porto, Porto, Portugal.
Am J Forensic Med Pathol. 2007 Mar;28(1):24-30. doi: 10.1097/01.paf.0000233631.40170.d4.
The use of inductively coupled plasma-mass spectrometry (ICP-MS) in the study of gunshot residues (GSR) is relatively recent, and only a few studies have been published on the subject. In the present paper, this instrumental technique has been used to study the deposit pattern of the GSR around the bullet entrance hole, through the analysis of antimony (Sb), barium (Ba), and lead (Pb). The data obtained were used to establish a mathematical model for estimating the firing distance. Test shots using a 6.35-mm pistol were made against a target of cotton tissue, and the amounts of Sb, Ba, and Pb deposited in quadrangular pieces of the target, cut from 4 radial positions, were determined by ICP-MS. In these experimental conditions, it was possible to estimate the firing distance on the interval [20-80] cm. The best linear correlation between ln m and d, where m is the mass of Sb, Ba, or Pb in the samples, expressed in mug/g of target tissue, and d the firing distance, was obtained at radial distances between 3.5 cm and 4.5 cm from the entrance hole. The best regression curve which adjusted to the data was a linear multiple regression between the firing distance and the logarithm of the mass of each element: d = a + b(1)X(1) + b(2)X(2) + b(3)X(3), where X(1) = ln m (Sb), X(2) = ln m(Ba) and X(3) = ln m (Pb). The accuracy of firing distance estimation using only 1 or 2 elements was not significantly different from the one obtained with the 3 elements.
电感耦合等离子体质谱法(ICP-MS)在枪弹残留物(GSR)研究中的应用相对较新,关于该主题的研究报道较少。在本文中,通过对锑(Sb)、钡(Ba)和铅(Pb)的分析,运用这种仪器技术研究了子弹入口孔周围GSR的沉积模式。所得数据用于建立估算射击距离的数学模型。使用一把6.35毫米手枪对棉织物靶标进行试射,通过ICP-MS测定从4个径向位置切割下来的靶标四边形碎片中Sb、Ba和Pb的沉积量。在这些实验条件下,可以在[20 - 80]厘米的区间内估算射击距离。在距入口孔3.5厘米至4.5厘米的径向距离处,ln m与d之间呈现出最佳线性相关性,其中m是样品中Sb、Ba或Pb的质量,以每克靶组织微克数表示,d为射击距离。与数据拟合得最好的回归曲线是射击距离与各元素质量对数之间的线性多元回归:d = a + b(1)X(1) + b(2)X(2) + b(3)X(3),其中X(1) = ln m(Sb),X(2) = ln m(Ba),X(3) = ln m(Pb)。仅使用1种或2种元素估算射击距离的准确性与使用3种元素时获得的准确性没有显著差异。