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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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A Comparison of Carrier-Based and Space Vector PWM Techniques for Three-Level Five-Phase Voltage Source Inverters

TL;DR: It is shown that the performance of the PWM techniques is very similar and that one CBPWM and one SVPWM technique are characterised with identical performance, however, using the algorithm complexity as the main criterion, space vector techniques are more involved.
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A Space Vector PWM With Common-Mode Voltage Elimination for Open-End Winding Five-Phase Drives With a Single DC Supply

TL;DR: This paper investigates for the first time a five-phase open-end winding configuration, which is obtained by connecting a two-level five- phase inverter at each side of the stator winding, with both inverters supplied from a common dc source.
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Analysis of Output Current Ripple rms in Multiphase Drives Using Space Vector Approach

TL;DR: This paper presents a comprehensive analytical analysis and comparison of the output current ripple caused by the application of three different continuous PWM schemes, using a five-phase VSI as an example.
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Analytical Determination of DC-Bus Utilization Limits in Multiphase VSI Supplied AC Drives

TL;DR: In this paper, the limits of the linear modulation region for all multiphase inverters with a prime number of phases were derived for both carrier-based and space vector PWM techniques.
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A Space Vector PWM Scheme for Multifrequency Output Voltage Generation With Multiphase Voltage-Source Inverters

TL;DR: A SVPWM scheme, which enables multifrequency output voltage generation with arbitrary values of various sinusoidal components in the output voltage, based on initial selection of (n-1)2/2 active space vectors within a switching period, instead of the common (n -1) active vectors.