Abstract: This paper demonstrates the effectiveness and versatility of an iterative deconvolution algorithm in dealing with noise-rendered, truncated signals when signal averaging is not an option. An iterative de-convolution algorithm for system identification and signal restoration is presented, and its effectiveness and robustness are validated through the analysis of several artificially generated signals that are intended to mimic practically measured signals. Its application is intended for use in improving the quality of system identification by reducing the detrimental effect of information leakage caused by windowing. System iden-tification was conducted for various scenarios, in which the input and output signals were rendered wit...
grantor: University of TorontoDuring a process identification experiment, it often occurs ...
grantor: University of TorontoDuring a process identification experiment, it often occurs ...
This paper describes how the impulse response function of a linear and time invariant dynamic system...
This paper demonstrates the effectiveness and versatility of an iterative deconvolution algorithm in...
This paper demonstrates the effectiveness and versatility of an iterative deconvolution algorithm in...
This paper demonstrates the effectiveness and versatility of an iterative deconvolution algorithm in...
[[abstract]]A fast approach is proposed to impulse response and noise-variance identification for a ...
Copyright © 2013 T. J. Moir. This is an open access article distributed under the Creative Commons A...
We present results for the comparison of six deconvolution techniques. The methods we consider are b...
A novel approach to the recognition of the signals degraded by a linear time-inwtriant system with a...
In this paper, iterative system identification is investigated where the amplitude spectra of the pe...
Research was conducted to determine the effect of anti-aliasing filters on the identification of dyn...
Algorithms for system identification applying throughout Fast Fourier Transform (FFT) to the major c...
Deconvolution consists in recovering the unknown input of a system given noisy measurements of the o...
Deconvolution consists in recovering the unknown input of a system given noisy measurements of the o...
grantor: University of TorontoDuring a process identification experiment, it often occurs ...
grantor: University of TorontoDuring a process identification experiment, it often occurs ...
This paper describes how the impulse response function of a linear and time invariant dynamic system...
This paper demonstrates the effectiveness and versatility of an iterative deconvolution algorithm in...
This paper demonstrates the effectiveness and versatility of an iterative deconvolution algorithm in...
This paper demonstrates the effectiveness and versatility of an iterative deconvolution algorithm in...
[[abstract]]A fast approach is proposed to impulse response and noise-variance identification for a ...
Copyright © 2013 T. J. Moir. This is an open access article distributed under the Creative Commons A...
We present results for the comparison of six deconvolution techniques. The methods we consider are b...
A novel approach to the recognition of the signals degraded by a linear time-inwtriant system with a...
In this paper, iterative system identification is investigated where the amplitude spectra of the pe...
Research was conducted to determine the effect of anti-aliasing filters on the identification of dyn...
Algorithms for system identification applying throughout Fast Fourier Transform (FFT) to the major c...
Deconvolution consists in recovering the unknown input of a system given noisy measurements of the o...
Deconvolution consists in recovering the unknown input of a system given noisy measurements of the o...
grantor: University of TorontoDuring a process identification experiment, it often occurs ...
grantor: University of TorontoDuring a process identification experiment, it often occurs ...
This paper describes how the impulse response function of a linear and time invariant dynamic system...