Title of article :
Use of the Kalman Filter for Aortic Pressure Waveform Noise Reduction
Author/Authors :
Lam, Frank Department of Electrical & Computer Engineering - California State Polytechnic University - Pomona - Pomona, USA , Lu, Hsiang-Wei Keck Graduate Institute of Applied Life Sciences - Claremont, USA , Wu, Chung-Che Taipei Medical University Hospital - Taipei Medical University - Xinyi District - Taipei City, Taiwan , Aliyazicioglu, Zekeriya Department of Electrical & Computer Engineering - California State Polytechnic University - Pomona - Pomona, USA , Kang, James S Department of Electrical & Computer Engineering - California State Polytechnic University - Pomona - Pomona, USA
Abstract :
Clinical applications that require extraction and interpretation of physiological signals or waveforms are susceptible to corruption by
noise or artifacts. Real-time hemodynamic monitoring systems are important for clinicians to assess the hemodynamic stability of
surgical or intensive care patients by interpreting hemodynamic parameters generated by an analysis of aortic blood pressure (ABP)
waveform measurements. Since hemodynamic parameter estimation algorithms often detect events and features from measured
ABP waveforms to generate hemodynamic parameters, noise and artifacts integrated into ABP waveforms can severely distort the
interpretation of hemodynamic parameters by hemodynamic algorithms. In this article, we propose the use of the Kalman filter
and the 4-element Windkessel model with static parameters, arterial compliance 𝐶, peripheral resistance 𝑅, aortic impedance 𝑟,
and the inertia of blood 𝐿, to represent aortic circulation for generating accurate estimations of ABP waveforms through noise and
artifact reduction. Results show the Kalman filter could very effectively eliminate noise and generate a good estimation from the
noisy ABP waveform based on the past state history. The power spectrum of the measured ABP waveform and the synthesized ABP
waveform shows two similar harmonic frequencies.
Keywords :
Kalman , Waveform , ABP , Aortic
Journal title :
Computational and Mathematical Methods in Medicine