TY - GEN
T1 - Selective harmonic elimination for extended cascaded multicell multilevel power converters
AU - Dargahi, Vahid
AU - Sadigh, Arash Khoshkbar
AU - Corzine, Keith
N1 - Publisher Copyright:
© 2015 IEEE.
PY - 2015/5/4
Y1 - 2015/5/4
N2 - This paper provides general solutions for nonlinear transcendental equations to determine the feasible switching angles for a fundamental frequency-switching-scheme modulated cascaded multicell multilevel power converter with a higher number of modules (H-bridges) and output voltage levels in order to eliminate the dominant low-order line-to-line voltage harmonics. Afterwards, for each cascaded multilevel converter, a feasible range of modulation index that culminates in a viable switching angles for a low switching-frequency selective harmonic elimination strategy is derived. The provided solutions as well as results expedite the burdensome and arduous computations required in solving the transcendental equations of selective harmonic elimination scheme for cascaded multicell converters with higher number of modules. The transcendental equations are solved by Newton iterative method and the solutions are provided for 11-level to 23-level cascaded multicell converters.
AB - This paper provides general solutions for nonlinear transcendental equations to determine the feasible switching angles for a fundamental frequency-switching-scheme modulated cascaded multicell multilevel power converter with a higher number of modules (H-bridges) and output voltage levels in order to eliminate the dominant low-order line-to-line voltage harmonics. Afterwards, for each cascaded multilevel converter, a feasible range of modulation index that culminates in a viable switching angles for a low switching-frequency selective harmonic elimination strategy is derived. The provided solutions as well as results expedite the burdensome and arduous computations required in solving the transcendental equations of selective harmonic elimination scheme for cascaded multicell converters with higher number of modules. The transcendental equations are solved by Newton iterative method and the solutions are provided for 11-level to 23-level cascaded multicell converters.
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U2 - 10.1109/PSC.2015.7101703
DO - 10.1109/PSC.2015.7101703
M3 - Conference contribution
AN - SCOPUS:84933573917
T3 - 2015 Clemson University Power Systems Conference, PSC 2015
BT - 2015 Clemson University Power Systems Conference, PSC 2015
PB - Institute of Electrical and Electronics Engineers Inc.
T2 - 2015 Clemson University Power Systems Conference, PSC 2015
Y2 - 10 March 2015 through 13 March 2015
ER -
