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  5. Short-time fourier transform with optimum window type and length: an application for sag, swell and transient
 
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Short-time fourier transform with optimum window type and length: an application for sag, swell and transient

Journal
Communications in Computer and Information Science
Soft Computing in Data Science
ISSN
1865-0929
1865-0937
Date Issued
2023
Author(s)
Muhammad Sufyan Safwan Mohamad Basir
Politeknik Mukah Sarawak
Nur-Adibah Raihan Affendy
Politeknik Mukah Sarawak
Mohamad Azizan Mohamad Said
Politeknik Mukah Sarawak
Rizalafande Che Ismail
Universiti Malaysia Perlis
Khairul Huda Yusof
Management and Science University
DOI
10.1007/978-981-99-0405-1_11
Handle (URI)
https://link.springer.com/chapter/10.1007/978-981-99-0405-1_11
https://link.springer.com/
https://hdl.handle.net/20.500.14170/16203
Abstract
The characteristics of power quality signals are non-stationary, where the behaviour confirms the negative consequence in sensitive equipment. Modern cross-term time-frequency distributions (TFDs) are able to characterize the power quality accurately but suffer from a delay in measurement since the power quality signals, in this case, sag, swell and transient, need to be analyzed in real-time. It is shown that one window shift (OWS) properties of linear time-frequency representation (TFR) results from short-time Fourier transform (STFT) satisfies accuracy, complexity and memory. By optimally selecting the window length of 512, the TFR is able to provide optimal time, and frequency localization, as well as the spectral leakage, can be reduced by the Hanning window. The proposed technique can accurately characterize the power quality signals averagely by 95%, as well as the complexity and memory usage is low. Finally, the paper is concluded by the recommendation of pre-setting for optimum window type and length for real-time power quality measurement.
Subjects
  • Hanning

  • Power quality

  • Short-time fourier tr...

  • Window length

File(s)
Short-Time Fourier Transform with Optimum Window Type and Length_An Application for Sag, Swell and Transient.pdf (122.57 KB)
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