Department of Surgery, Queen Elizabeth Hospital, , Kowloon, Hong Kong SAR.
Emerg Med J. 2014 Feb;31(2):126-33. doi: 10.1136/emermed-2012-201831. Epub 2013 Jan 12.
The probability of survival (PS) in blunt trauma as calculated by Trauma and Injury Severity Score (TRISS) has been an indispensable tool in trauma audit. The aim of this study is to explore the predictive performance of the latest updated TRISS model by investigating the Age variable recategorisations and application of local Injury Severity Score (ISS) and Revised Trauma Score (RTS) coefficients in a logistic model using a level I trauma centre database involving Asian population.
Prospectively and consecutively collected 5684 trauma patients' data over a 10-year period at a regional level I trauma centre were reviewed. Four modified TRISS (mTRISS) models using Age coefficient from reclassifications of the Age variable according to their correlation with survival by logistic regression on the local dataset were acquired. RTS and ISS coefficients were derived from the local dataset and then applied to the mTRISS models. mTRISS models were compared with the existing Major Trauma Outcome Study (MTOS)-derived TRISS (eTRISS) model. Model 1=Age effect taken as linear; Model 2=Age classified into two groups (0-54, 55+); Model 3=Age classified into four groups (0-15, 16-54, 55-79, 80+) and Model 4=Age classified into two groups (0-69, 70+). Performance measures including sensitivity, specificity, accuracy and area under the Receiver Operating Characteristic (ROC) curve were used to assess the various models. The cross-validation procedure consisted of comparing the P(S) obtained from mTRISS Models 1 and 2 with the P(S) obtained from the MTOS derived from eTRISS.
A 5147 blunt trauma patients' dataset was reviewed. Model 1, where Age was taken as a scale variable, demonstrated a substantial improvement in the survival prediction with 91.6% accuracy in blunt injuries as compared with 89.2% in the MTOS-derived TRISS. The 95% CI for ROC derived from mTRISS Model 1 was (0.923, 0.940), when compared with the hypothesised ROC value 0.886 obtained from eTRISS, it clearly indicated a significant improvement in predicting survival at 5% level. Furthermore, ROCs have shown clearly the superiority of Model 1 over Model 2, and of Model 2 over MTOS-derived TRISS. The recategorisation of the Age variable (Models 3 and 4) also demonstrated improved performance, but their strength was not as intense as in Model 1. Overall, the results point to the adoption of Model 1 as the best model for PS. Cross-validation analysis has further assured the validity of these findings.
The present study has demonstrated that (1) having the Age variable being dichotomised (cut-off at 55 years) as in the eTRISS, but with the application of a local dataset-derived coefficients give better TRISS survival prediction in Asian blunt trauma patients; (2) improved performance are found with certain recategorisation of the Age variable and (3) the accuracy can further be enhanced if the Age effect is taken to be linear, with the application of local dataset-derived coefficients.
探讨最新修订的创伤和损伤严重程度评分(TRISS)模型的预测性能,方法:回顾性连续收集 10 年间某一级创伤中心 5684 例创伤患者的数据。使用本地损伤严重度评分(ISS)和修订创伤评分(RTS)系数的逻辑模型,根据与生存的相关性,对年龄变量进行重新分类,获得 4 种改良 TRISS(mTRISS)模型。从本地数据集得出 RTS 和 ISS 系数,然后应用于 mTRISS 模型。mTRISS 模型与现有的主要创伤结局研究(MTOS)衍生的 TRISS(eTRISS)模型进行比较。模型 1=年龄效应为线性;模型 2=年龄分为两组(0-54,55+);模型 3=年龄分为四组(0-15,16-54,55-79,80+);模型 4=年龄分为两组(0-69,70+)。使用灵敏度、特异性、准确性和接收器工作特征(ROC)曲线下面积等性能指标来评估各种模型。交叉验证过程包括比较 mTRISS 模型 1 和 2 中获得的 P(S)与 MTOS 衍生的 eTRISS 中获得的 P(S)。
对 5147 例钝器伤患者的数据进行了回顾性分析。模型 1 中,年龄被视为连续变量,与 MTOS 衍生的 eTRISS 相比,其对钝器伤患者的生存预测有显著改善,准确率为 91.6%。mTRISS 模型 1 得出的 ROC 的 95%置信区间为(0.923,0.940),与 eTRISS 中假设的 0.886 的 ROC 值相比,这清楚地表明在 5%的水平上预测生存率有显著提高。此外,ROC 清楚地表明了模型 1 优于模型 2,模型 2 优于 MTOS 衍生的 TRISS。年龄变量的重新分类(模型 3 和 4)也表现出了更好的性能,但强度不如模型 1。总体而言,结果表明采用模型 1 作为 PS 的最佳模型。交叉验证分析进一步证实了这些发现的有效性。
本研究表明,(1)采用与 eTRISS 相同的年龄变量二分法(55 岁为截断值),但应用本地数据集衍生的系数,能更好地预测亚洲钝器伤患者的 TRISS 生存率;(2)年龄变量的某些重新分类会提高性能;(3)如果将年龄效应视为线性,并应用本地数据集衍生的系数,准确性可以进一步提高。