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1.
Nonlinear time series and principal component analyses: Potential diagnostic tools for COVID-19 auscultation
SANKARARMAN S, SREEJYOTHI S, RENJINI A, RAJ VIMAL, SWAPNA MOHANACHANDRAN NAIR SINDHU, 2020, original scientific article

Abstract: The development of novel digital auscultation techniques has become highly significant in the context of the outburst of the pandemic COVID 19. The present work reports the spectral, nonlinear time series, fractal, and complexity analysis of vesicular (VB) and bronchial (BB) breath signals. The analysis is carried out with 37 breath sound signals. The spectral analysis brings out the signatures of VB and BB through the power spectral density plot and wavelet scalogram. The dynamics of airflow through the respiratory tract during VB and BB are investigated using the nonlinear time series and complexity analyses in terms of the phase portrait, fractal dimension, Hurst exponent, and sample entropy. The higher degree of chaoticity in BB relative to VB is unwrapped through the maximal Lyapunov exponent. The principal component analysis helps in classifying VB and BB sound signals through the feature extraction from the power spectral density data. The method proposed in the present work is simple, cost-effective, and sensitive, with a far-reaching potential of addressing and diagnosing the current issue of COVID 19 through lung auscultation.
Found in: ključnih besedah
Summary of found: ...in terms of the phase portrait, fractal dimension, Hurst exponent, and sample entropy. The higher degree of...
Keywords: Breath sound analysis, Fractal dimension, Nonlinear time series analysis, Sample entropy, Hurst exponent, Principal component analysis
Published: 28.06.2022; Views: 121; Downloads: 0
.pdf Fulltext (2,73 MB)

2.
Unwrapping the laser beam quality through nonlinear time series and fractal analyses: A surrogate approach
SWAPNA MOHANACHANDRAN NAIR SINDHU, 2021, original scientific article

Found in: ključnih besedah
Summary of found: ...entropy Fractal dimension Nonlinear time series analysis Hurst exponent Fractal analysis...
Keywords: Laser beam quality Sample entropy Fractal dimension Nonlinear time series analysis Hurst exponent Fractal analysis
Published: 04.07.2022; Views: 103; Downloads: 0
.pdf Fulltext (4,23 MB)

3.
Time series analysis of duty cycle induced randomness in thermal lens system
SWAPNA MOHANACHANDRAN NAIR SINDHU, 2020, original scientific article

Abstract: The present work employs time series analysis, a proven powerful mathematical tool, for investigating the complex molecular dynamics of the thermal lens (TL) system induced by the duty cycle (C) variation. For intensity modulation, TL spectroscopy commonly uses optical choppers. The TL formation involves complex molecular dynamics that vary with the input photothermal energy, which is implemented by varying the duty cycle of the chopper. The molecular dynamics is studied from the fractal dimension (D), phase portrait, sample entropy (S), and Hurst exponent (H) for different duty cycles. The increasing value of C is found to increase D and S, indicating that the system is becoming complex and less deterministic, as evidenced by the phase portrait analysis. The value of H less than 0.5 conforms the evolution of the TL system to more antipersistent nature with C. The increasing value of C increases the enthalpy of the system that appears as an increase in full width at half maximum of the refractive index profile. Thus the study establishes that the sample entropy and thermodynamic entropy are directly related.
Found in: ključnih besedah
Summary of found: ...(D), phase portrait, sample entropy (S), and Hurst exponent (H) for different duty cycles. The increasing...
Keywords: Time series analysis Fractal analysis Photothermal lens spectroscopy Fractal dimension Hurst exponent Sample entropy
Published: 05.07.2022; Views: 77; Downloads: 0
.pdf Fulltext (1,30 MB)

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