Dorantes-Méndez G, Charleston-Villalobos S, González-Camarena R, Chi-Lem G, Carrillo J G, Aljama-Corrales T
Biomedical Engineering Program, Universidad Autónoma Metropolitana, Mexico City 09340, Mexico.
Annu Int Conf IEEE Eng Med Biol Soc. 2008;2008:1894-7. doi: 10.1109/IEMBS.2008.4649556.
Several techniques have been explored to detect automatically fine and coarse crackles; however, the solution for automatic detection of crackles remains insufficient. The purpose of this work was to explore the capacity of the time-variant autoregressive (TVAR) model to detect and to provide an estimate number of fine and coarse crackles in lung sounds. Thus, simulated crackles inserted in normal lung sounds and real lung sounds containing adventitious sounds were processed with TVAR and by an expert that based crackle detection on time-expanded waveform-analysis. The coefficients of the TVAR were obtained by an adaptive filtering prediction scheme. The adaptive filter used the recursive least squares algorithm with a forgetting factor of 0.97 and the model order was four. TVAR model showed an efficiency to detect crackles over 90% even with crackles overlapping and amplitudes as low as 1.5 of the standard deviation of background lung sounds, where expert presented an efficiency around 30%. In conclusion, TVAR model is a proper alternative to detect and to provide an estimate number of fine and coarse crackles, even in presence of crackles overlapping and crackles with low amplitude, conditions where crackles detection based on time-expanded waveform-analysis reveals evident limitations.
人们已经探索了多种技术来自动检测细湿啰音和粗湿啰音;然而,对于湿啰音的自动检测方法仍然不够完善。这项工作的目的是探索时变自回归(TVAR)模型检测肺音中细、粗湿啰音并给出估计数量的能力。因此,将模拟湿啰音插入正常肺音中,并对包含异常声音的真实肺音进行处理,分别采用TVAR模型以及一位基于时间扩展波形分析进行湿啰音检测的专家进行分析。TVAR模型的系数通过自适应滤波预测方案获得。自适应滤波器采用遗忘因子为0.97的递归最小二乘算法,模型阶数为4。即使存在湿啰音重叠且幅度低至背景肺音标准差的1.5倍,TVAR模型检测湿啰音的效率仍超过90%,而专家的检测效率约为30%。总之,TVAR模型是一种合适的方法,即使在存在湿啰音重叠和低幅度湿啰音的情况下,也能检测并给出细、粗湿啰音的估计数量,而基于时间扩展波形分析的湿啰音检测在这些情况下存在明显局限性。