目的为了更加全面地诊断心肌是否存在潜在的缺血,评估心肺功能和诊断相关疾病,本文研制了一款新型运动心电检测系统,并初步验证其临床应用的可靠性。方法该系统在传统运动心电系统的基础上,引入呼吸力学监测、二氧化碳监测以及氧浓度监...目的为了更加全面地诊断心肌是否存在潜在的缺血,评估心肺功能和诊断相关疾病,本文研制了一款新型运动心电检测系统,并初步验证其临床应用的可靠性。方法该系统在传统运动心电系统的基础上,引入呼吸力学监测、二氧化碳监测以及氧浓度监测,并采用新型QRS波起点和终点检测算法和自适应滤波等避免血压值和心电参数受到运动的干扰。最后进行了标准符合性测试和临床试验对该新型运动心电系统进行了测试和验证。结果标准符合性测试表明该运动心电系统共模抑制比、输入噪声等关键技术指标满足标准要求;临床运动试验得到的HR、ST、ST/HR、SP/DP参数值和医生手动测量参数值偏差的标准差分别是0.798次/min、0.008 8 m V、0.071μV/(次/min)、1.135/0.919 mm Hg(1mm Hg=133.322 Pa)。结论该系统稳定可靠,且ECG、血压等参数计算准确,为心肺功能评估提供了可靠的参考,具有较高的临床应用价值。展开更多
We consider a nonlinear integral eigenvalue problem, which is a reformulation of the transmission eigenvalue problem arising in the inverse scattering theory. The boundary element method is employed for discretization...We consider a nonlinear integral eigenvalue problem, which is a reformulation of the transmission eigenvalue problem arising in the inverse scattering theory. The boundary element method is employed for discretization, which leads to a generalized matrix eigenvalue problem. We propose a novel method based on the spectral projection. The method probes a given region on the complex plane using contour integrals and decides whether the region contains eigenvalue(s) or not. It is particularly suitable to test whether zero is an eigenvalue of the generalized eigenvalue problem, which in turn implies that the associated wavenumber is a transmission eigenvalue. Effectiveness and efficiency of the new method are demonstrated by numerical examples.展开更多
文摘目的为了更加全面地诊断心肌是否存在潜在的缺血,评估心肺功能和诊断相关疾病,本文研制了一款新型运动心电检测系统,并初步验证其临床应用的可靠性。方法该系统在传统运动心电系统的基础上,引入呼吸力学监测、二氧化碳监测以及氧浓度监测,并采用新型QRS波起点和终点检测算法和自适应滤波等避免血压值和心电参数受到运动的干扰。最后进行了标准符合性测试和临床试验对该新型运动心电系统进行了测试和验证。结果标准符合性测试表明该运动心电系统共模抑制比、输入噪声等关键技术指标满足标准要求;临床运动试验得到的HR、ST、ST/HR、SP/DP参数值和医生手动测量参数值偏差的标准差分别是0.798次/min、0.008 8 m V、0.071μV/(次/min)、1.135/0.919 mm Hg(1mm Hg=133.322 Pa)。结论该系统稳定可靠,且ECG、血压等参数计算准确,为心肺功能评估提供了可靠的参考,具有较高的临床应用价值。
基金This work was supported by U.S. Department of Defense Science Research Fund （Grant No. DAAD 19-03-1-0375） and the National Natural Science Foundation of China （Grant No. 40774055）.
基金supported by National Natural Science Foundation of China (Grant Nos. 11501063 and 11371385)National Science Foundation of USA (Grant No. DMS-1521555)+2 种基金the US Army Research Laboratory and the US Army Research Office (Grant No. W911NF-11-2-0046)the Start-up Fund of Youth 1000 Plan of Chinathat of Youth 100 plan of Chongqing University
文摘We consider a nonlinear integral eigenvalue problem, which is a reformulation of the transmission eigenvalue problem arising in the inverse scattering theory. The boundary element method is employed for discretization, which leads to a generalized matrix eigenvalue problem. We propose a novel method based on the spectral projection. The method probes a given region on the complex plane using contour integrals and decides whether the region contains eigenvalue(s) or not. It is particularly suitable to test whether zero is an eigenvalue of the generalized eigenvalue problem, which in turn implies that the associated wavenumber is a transmission eigenvalue. Effectiveness and efficiency of the new method are demonstrated by numerical examples.
