Multimedia Image Compression Method Based on Biorthogonal Wavelet and Edge Intelligent Analysis

Liu, Tao; Wu, Ying

doi:10.1109/access.2020.2984263

Cited by 6 publications

(1 citation statement)

References 43 publications

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“…The wavelet transform selects different spline functions to derive different wavelet bases, and uses finite-length attenuating wavelet base expansion and translation to perform multiscale refinement analysis on the signal. For signal nonstationary parts, only when the wavelet function does not coincide with it, the transform coefficient is not zero, which can remove the oscillation at the turning point, so it is suitable for the analysis of instantaneous nonstationary signals and overcomes the Gibbs effect [24]. Thus, it is suitable for the analysis of instantaneous nonstationary signals.…”

Section: Figure 4 the Gibbs Effectmentioning

confidence: 99%

Displacement Estimation of Self-Sensing Magnetic Bearings Based on Biorthogonal Spline Wavelet

et al. 2021

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By collecting the ripple current in the control coil, the self-sensing magnetic bearings can obtain rotor displacement information without a displacement sensor, which has the advantages of low cost and high integration. According to the problems of incomplete and inaccurate displacement information extraction caused by the traditional displacement estimation method using Fourier method to analyze the ripple current with non-stationary characteristics to estimate the rotor displacement with the Gibbs effect. Therefore, this paper proposes a rotor displacement estimation algorithm based on multiresolution filter bank biorthogonal spline wavelet for a magnetic bearing motor based on two-level switching power amplifier. This algorithm utilizes the biorthogonal spline wavelet with the characteristics of generalized linear phase and tight support, which can accurately demodulate the ripple current in the coil and extract the displacement information in the ripple current. Therefore, it is able to overcome the Gibbs effect in the traditional Fourier analysis estimation algorithm, to reduce the influence of ripple on rotor displacement estimation, and to improve the accuracy and stability of displacement estimation. In order to verify the correctness and effectiveness of the proposed algorithm, this paper establishes a simulation model of magnetic bearing in MATLAB Simulink and designs the proposed displacement estimator. Simulation results demonstrate that the proposed algorithm has higher accuracy and better stability than traditional displacement estimation algorithms. Experimental results show that the maximum deviation rate of the displacement estimation method proposed in this paper does not exceed 1% when the radial magnetic bearing gap is 0.5 mm, which can effectively estimate the rotor displacement.

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Section: Figure 4 the Gibbs Effectmentioning

confidence: 99%