Compressive sensing in electrical impedance tomography for breathing monitoring

被引:8
|
作者
Shiraz, A. [1 ]
Khodadad, D. [2 ]
Nordebo, S. [3 ]
Yerworth, R. [4 ]
Frerichs, I [5 ]
van Kaam, A. [6 ,7 ]
Kallio, M. [8 ,9 ]
Papadouri, T. [10 ]
Bayford, R. [1 ,11 ]
Demosthenous, A. [1 ]
机构
[1] UCL, Dept Elect & Elect Engn, London, England
[2] Orebro Univ, Dept Mech Engn, SE-70182 Orebro, Sweden
[3] Linnaeus Univ, Dept Phys & Elect Engn, Vaxjo, Sweden
[4] UCL, Dept Med Phys & Biomed Engn, London, England
[5] Univ Med Ctr Schleswig Holstein, Dept Anaesthesiol & Intens Care Med, Kiel, Germany
[6] Emma Childrens Hosp, Acad Med Ctr, Dept Neonatol, Amsterdam, Netherlands
[7] Vrije Univ Amsterdam Med Ctr, Dept Neonatol, Amsterdam, Netherlands
[8] Univ Oulu, Med Res Ctr Oulu, PEDEGO Res Unit, Oulu, Finland
[9] Oulu Univ Hosp, Dept Children & Adolescents, Oulu, Finland
[10] Minist Hlth, Archbishop Makarios III Hosp, Neonatal Intens Care Unit, Nicosia, Cyprus
[11] Middlesex Univ, Dept Nat Sci, London, England
基金
欧盟地平线“2020”;
关键词
breath detection; compressive sensing; electrical impedance tomography; PARETO FRONTIER; EIT;
D O I
10.1088/1361-6579/ab0daa
中图分类号
Q6 [生物物理学];
学科分类号
071011 ;
摘要
Objective: Electrical impedance tomography (EIT) is a functional imaging technique in which cross-sectional images of structures are reconstructed based on boundary trans-impedance measurements. Continuous functional thorax monitoring using EIT has been extensively researched. Increasing the number of electrodes, number of planes and frame rate may improve clinical decision making. Thus, a limiting factor in high temporal resolution, 3D and fast EIT is the handling of the volume of raw impedance data produced for transmission and its subsequent storage. Owing to the periodicity (i.e. sparsity in frequency domain) of breathing and other physiological variations that may be reflected in EIT boundary measurements, data dimensionality may be reduced efficiently at the time of sampling using compressed sensing techniques. This way, a fewer number of samples may be taken. Approach: Measurements using a 32-electrode, 48-frames-per-second EIT system from 30 neonates were post-processed to simulate random demodulation acquisition method on 2000 frames (each consisting of 544 measurements) for compression ratios (CRs) ranging from 2 to 100. Sparse reconstruction was performed by solving the basis pursuit problem using SPGL1 package. The global impedance data (i.e. sum of all 544 measurements in each frame) was used in the subsequent studies. The signal to noise ratio (SNR) for the entire frequency band (0 Hz-24 Hz) and three local frequency bands were analysed. A breath detection algorithm was applied to traces and the subsequent errorrates were calculated while considering the outcome of the algorithm applied to a down-sampled and linearly interpolated version of the traces as the baseline. Main results: SNR degradation was generally proportional with CR. The mean degradation for 0 Hz-8 Hz (of interest for the target physiological variations) was below similar to 15 dB for all CRs. The error-rates in the outcome of the breath detection algorithm in the case of decompressed traces were lower than those associated with the corresponding down-sampled traces for CR >= 25, corresponding to sub-Nyquist rate for breathing frequency. For instance, the mean error-rate associated with CR = 50 was similar to 60% lower than that of the corresponding down-sampled traces. Significance: To the best of our knowledge, no other study has evaluated the applicability of compressive sensing techniques on raw boundary impedance data in EIT. While further research should be directed at optimising the acquisition and decompression techniques for this application, this contribution serves as the baseline for future efforts.
引用
收藏
页数:9
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