M
Martin Jones
Researcher at Liverpool John Moores University
Publications - 152
Citations - 6433
Martin Jones is an academic researcher from Liverpool John Moores University. The author has contributed to research in topics: Pulse-width modulation & Inverter. The author has an hindex of 43, co-authored 152 publications receiving 5560 citations. Previous affiliations of Martin Jones include The New School.
Papers
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Even-phase multi-motor vector controlled drive with single inverter supply and series connection of stator windings
TL;DR: In this article, a vector control algorithm is applied to each machine separately, total inverter phase current references are created by summation of individual machine phase current reference, and supply to the stator windings of the multi-machine set is provided from a single current controlled voltage source inverter.
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Switching Ripple Characteristics of Space Vector PWM Schemes for Five-Phase Two-Level Voltage Source Inverters—Part 1: Flux Harmonic Distortion Factors
TL;DR: This paper presents comprehensive analytical analysis and comparison of switching ripple characteristics of two continuous space vector PWM (SVPWM) methods for a five-phase two-level VSI.
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Operating principles of a novel multiphase multimotor vector-controlled drive
TL;DR: In this paper, it is shown that the number of machines connectable in series depends on the properties of the phase number, and the main advantages and drawbacks of the concept are discussed and verification is provided by simulation of a nine-phase four-motor drive system.
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Switching Ripple Characteristics of Space Vector PWM Schemes for Five-Phase Two-Level Voltage Source Inverters—Part 2: Current Ripple
TL;DR: The purpose of the second part of the paper is to relate flux HDFs to the current ripple and current total harmonic distortion and thus explore further switching characteristics of the two SVPWM techniques.
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Arbitrary Power Sharing Among Three-Phase Winding Sets of Multiphase Machines
TL;DR: The paper develops a technique for arbitrary power sharing among three-phase winding sets of a multiphase generator and combines it with a multiple d − q approach to preserve the advantages of the vector space decomposition, while still enabling independent control over each winding set.