Kubendran Rajkumar, Lee Seulki, Mitra Srinjoy, Yazicioglu Refet Firat
IEEE Trans Biomed Circuits Syst. 2014 Apr;8(2):196-205. doi: 10.1109/TBCAS.2014.2310895. Epub 2014 Apr 25.
Implantable and ambulatory measurement of physiological signals such as Bio-impedance using miniature biomedical devices needs careful tradeoff between limited power budget, measurement accuracy and complexity of implementation. This paper addresses this tradeoff through an extensive analysis of different stimulation and demodulation techniques for accurate Bio-impedance measurement. Three cases are considered for rigorous analysis of a generic impedance model, with multiple poles, which is stimulated using a square/sinusoidal current and demodulated using square/sinusoidal clock. For each case, the error in determining pole parameters (resistance and capacitance) is derived and compared. An error correction algorithm is proposed for square wave demodulation which reduces the peak estimation error from 9.3% to 1.3% for a simple tissue model. Simulation results in Matlab using ideal RC values show an average accuracy of for single pole and for two pole RC networks. Measurements using ideal components for a single pole model gives an overall and readings from saline phantom solution (primarily resistive) gives an . A Figure of Merit is derived based on ability to accurately resolve multiple poles in unknown impedance with minimal measurement points per decade, for given frequency range and supply current budget. This analysis is used to arrive at an optimal tradeoff between accuracy and power. Results indicate that the algorithm is generic and can be used for any application that involves resolving poles of an unknown impedance. It can be implemented as a post-processing technique for error correction or even incorporated into wearable signal monitoring ICs.
使用微型生物医学设备对诸如生物阻抗等生理信号进行植入式和动态测量,需要在有限的功率预算、测量精度和实现复杂性之间进行仔细权衡。本文通过对用于精确生物阻抗测量的不同激励和解调技术进行广泛分析,来探讨这种权衡。针对一个具有多个极点的通用阻抗模型进行严格分析时考虑了三种情况,该模型使用方波/正弦电流进行激励,并使用方波/正弦时钟进行解调。对于每种情况,推导并比较了确定极点参数(电阻和电容)时的误差。针对方波解调提出了一种误差校正算法,对于一个简单的组织模型,该算法将峰值估计误差从9.3%降低到了1.3%。使用理想RC值在Matlab中进行的仿真结果表明,单极点RC网络的平均精度为 ,双极点RC网络的平均精度为 。使用理想元件对单极点模型进行测量时,总体精度为 ,从盐水电极溶液(主要为电阻性)读取的数据精度为 。基于在给定频率范围和电源电流预算下,以每十倍频程最少的测量点准确分辨未知阻抗中多个极点的能力,推导出了一个品质因数。该分析用于在精度和功率之间达成最佳权衡。结果表明,该算法具有通用性,可用于任何涉及分辨未知阻抗极点的应用。它可以作为一种误差校正的后处理技术来实现,甚至可以集成到可穿戴信号监测集成电路中。