“…Furthermore, with the latest advances in digital signal processing, a breeding ground has been offered for deeper insight into the characteristics of signals and their included components. Time-frequency representations like the Wigner-Ville distribution (WVD) [31][32][33] and the short-time Fourier transform (STFT) [33][34][35][36] provide a visualisation of the squared spectral density on a lattice gridded by time and frequency, which is called the timefrequency plane and is of fixed resolution [36][37][38]. On the other hand, techniques like the wavelet transformation [23,36,39] offer improved resolution due to the scaled tiling of the grid but are governed from a higher level of design and computational complexity [36,39].…”