Torque ripple compensation for interior permanent magnet traction motor for 
HEV/EV applications

Monday, September 24, 2012 - 4:00pm - 4:50pm
KEC 1003

Julia Zhang
Assistant Professor
School of EECS
Oregon State University

Speaker Biography Julia Zhang received her Ph.D. degree in electrical engineering from The Ohio State University in 2010. She joined the power and energy systems research group at Oregon State University in fall 2012 as an assistant professor. Her research interests are in the areas of electric machine design, electric drive control, power electronics and their advanced applications in transportation electrification. Before she joined OSU, Julia was an engineer at Ford Motor Company for 2 years and half and leading design and development of electric machine drive and power electronics control strategies for Ford's 2013 hybrid electric vehicle models: fusion full hybrid, fusion plug-in hybrid, C-Max full hybrid and C-Max plug-in hybrid.

Abstract
First part of this talk will introduce the research trend in hybrid electric 
vehicles and electric vehicles from both the component level and the system 
integration level. The second part of the talk will present the torque ripple 
compensation algorithm for interior permanent magnet synchronous machines for 
HEV/EV applications. Interior permanent magnet (PM) synchronous machines are 
used for propulsion purpose in more aspects of transportation electrification 
such as passenger-size hybrid electric vehicles and battery electric vehicles, 
all-electric ships, more-electric aircrafts and so on. The torque ripple 
produced by the interior PM machine can excite undesirable vibrations in the 
electric-drive propulsion system when the frequency of the torque ripple is 
close to the propulsion mount resonance frequencies. This causes noise, 
vibration, harshness (NVH) issues and unacceptable performance for the 
electric-drive propulsion system. This talk discusses on the principle of 
electromagnetic torque ripple production in interior PM machines and 
investigates the control algorithm to compensate one or more harmonics in the 
torque ripple causing system resonance.
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