Abstract:
Noise addition during the signal acquisition of Electromyographic (EMG) signals results
in erroneous analysis in the different applications such as signal classification, pattern
recognition and other diagnostic processes. The EMG signals are by nature non-stationary
and stochastic which lends the conventional filter based methods ineffective because of
their initial assumption for the signal to be stationary and deterministic for filtering criteria.
Converting the signal to frequency domain using Fourier analysis tends to add unwanted
harmonics to compute frequency domain conversion while converting a non-stationary
signal such as EMG because of its localized oscillations. In the domain of nonstationary
signal processing, various advanced methods for instance empirical mode decomposition
and wavelet analysis have been proposed but they also have drawbacks i.e. in case of
wavelet analysis, the selection of a mother wavelet poses a problem that it may not be
compatible with the nature of EMG dataset and may therefore produce inaccurate results.
As for EMD, it is an empirical method that uses a sifting process to divide the signal into
its Intrinsic Mode Functions (IMF) that are each centered at an instantaneous frequency,
thereby providing localized time information of the original signal. Various researchers
have proposed denoising methods by using EMD for decomposition and then using
thresholding techniques such as Interval Thresholding (IT) and Iterative Interval
Thresholding (IIT) combined with thresholding operators e.g. SOFT, HARD and SCAD.
It has been proved that EMD along with the combination of IIT and SOFT operator gives
the best Signal-to-Noise ratio and Root Mean Square Error value for Surface EMG
(sEMG). However, literature shows a potential gap for intramuscular EMG (iEMG)
signals. In an effort to fill this research gap, this thesis proposes a method for denoising
signals based on Variational Mode Decomposition (VMD) for iEMG signals. For this
purpose, signals from 5 subjects in good health, are divided using VMD into their
corresponding variational mode functions (VMFs) after which noise is removed by
applying different thresholding operators and in the last step, the signals are constructed
back. The effectiveness of the denoising process with different thresholding operators (IT
and IIT) is evaluated using Signal-to-Noise Ratio (SNR) and verified using Friedman test.xv
It is concluded in this thesis that VMD based denoising method combined with IIT and
SOFT operator outperforms the previous methods such as wavelet transform based and
EMD based methods and provides better SNR for iEMG signals. This is then further proved
by the statistical analysis..