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Application of the nonlinear methods in pneumocardiogram signals
Nazmi Yılmaz1, Mahmut Akıllı2, Mustafa Özbek3
1Department of Physics, Koç University, Istanbul, Turkey. nayilmaz@ku.edu.tr.
Journal of Biological Physics
|June 13, 2020
Summary
This study analyzed rat pneumocardiogram signals using scale index and a novel entropy method. Combining these techniques enhances the reliability of analyzing cardiorespiratory system dynamics.
Area of Science:
- Physiology
- Nonlinear Dynamics
- Biomedical Signal Processing
Background:
- Pneumocardiogram (PCG) signals offer insights into cardiorespiratory function.
- Analyzing PCG complexity requires robust methods to understand underlying dynamics.
- Existing methods may not fully capture the nonlinear and aperiodic nature of biological signals.
Purpose of the Study:
- To evaluate the efficacy of the scale index and a new normalized inner scalogram entropy method for PCG signal analysis.
- To compare these methods with maximum Lyapunov exponents for assessing signal periodicity and chaos.
- To enhance the reliability of cardiorespiratory system dynamics analysis.
Main Methods:
- Analysis of pneumocardiogram signals from nine rats.
- Application of the scale index method, based on wavelet transform, to determine signal aperiodicity.
- Utilization of a recently developed entropy calculation method using normalized inner scalogram.
- Comparison of scale index and entropy methods with maximum Lyapunov exponents.
Main Results:
- The scale index effectively distinguishes between periodic (index near zero) and aperiodic (index 0-1) signals.
- The normalized inner scalogram entropy method was applied to empirical data for the first time.
- Combined use of scale index and normalized inner scalogram entropy increased the reliability of PCG signal analysis.
- The analysis revealed periodical and nonlinear aspects of cardiorespiratory dynamics.
Conclusions:
- The scale index and normalized inner scalogram entropy are reliable tools for PCG signal analysis.
- Integrating these methods improves the understanding of cardiorespiratory system dynamics.
- This approach facilitates comparative analysis of periodic and nonlinear characteristics in physiological signals.

