Analysis of natural sampled PWM switching strategy for a cascaded multilevel inverter using double integral fourier method

This paper describes a method to obtain a closed-form solution of the PWM output voltage waveform using a technique known as the double integral Fourier series expansion. A thorough treatment of on the mathematical derivation spectra of output voltage of a cascaded five-level inverter using this app...

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Main Authors: Razali, Azziddin Mohamad, Salam, Zainal
Format: Book Section
Published: Institute of Electrical and Electronics Engineers 2005
Subjects:
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author Razali, Azziddin Mohamad
Salam, Zainal
author_facet Razali, Azziddin Mohamad
Salam, Zainal
author_sort Razali, Azziddin Mohamad
collection ePrints
description This paper describes a method to obtain a closed-form solution of the PWM output voltage waveform using a technique known as the double integral Fourier series expansion. A thorough treatment of on the mathematical derivation spectra of output voltage of a cascaded five-level inverter using this approach is given. This is followed by a verification of the results using practical results from a specially built test-rig. In addition, the harmonic spectra obtained from the closed-loop solution are compared with the calculation using the MATLAB time-based simulation.
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institution Universiti Teknologi Malaysia - ePrints
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spelling utm.eprints-133112017-10-05T05:53:54Z http://eprints.utm.my/13311/ Analysis of natural sampled PWM switching strategy for a cascaded multilevel inverter using double integral fourier method Razali, Azziddin Mohamad Salam, Zainal TK Electrical engineering. Electronics Nuclear engineering This paper describes a method to obtain a closed-form solution of the PWM output voltage waveform using a technique known as the double integral Fourier series expansion. A thorough treatment of on the mathematical derivation spectra of output voltage of a cascaded five-level inverter using this approach is given. This is followed by a verification of the results using practical results from a specially built test-rig. In addition, the harmonic spectra obtained from the closed-loop solution are compared with the calculation using the MATLAB time-based simulation. Institute of Electrical and Electronics Engineers 2005 Book Section PeerReviewed Razali, Azziddin Mohamad and Salam, Zainal (2005) Analysis of natural sampled PWM switching strategy for a cascaded multilevel inverter using double integral fourier method. In: 2005 International Conference on Power Electronics and Drives Systems. Institute of Electrical and Electronics Engineers, New York, pp. 1468-1473. ISBN 0-7803-9296-5 http://dx.doi.org/10.1109/PEDS.2005.1619920 doi:10.1109/PEDS.2005.1619920
spellingShingle TK Electrical engineering. Electronics Nuclear engineering
Razali, Azziddin Mohamad
Salam, Zainal
Analysis of natural sampled PWM switching strategy for a cascaded multilevel inverter using double integral fourier method
title Analysis of natural sampled PWM switching strategy for a cascaded multilevel inverter using double integral fourier method
title_full Analysis of natural sampled PWM switching strategy for a cascaded multilevel inverter using double integral fourier method
title_fullStr Analysis of natural sampled PWM switching strategy for a cascaded multilevel inverter using double integral fourier method
title_full_unstemmed Analysis of natural sampled PWM switching strategy for a cascaded multilevel inverter using double integral fourier method
title_short Analysis of natural sampled PWM switching strategy for a cascaded multilevel inverter using double integral fourier method
title_sort analysis of natural sampled pwm switching strategy for a cascaded multilevel inverter using double integral fourier method
topic TK Electrical engineering. Electronics Nuclear engineering
work_keys_str_mv AT razaliazziddinmohamad analysisofnaturalsampledpwmswitchingstrategyforacascadedmultilevelinverterusingdoubleintegralfouriermethod
AT salamzainal analysisofnaturalsampledpwmswitchingstrategyforacascadedmultilevelinverterusingdoubleintegralfouriermethod