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Paul David Ledger
Paul David Ledger
Professor of Appled Mathematics, School of Computing & Mathematical Sciences, Uni. of Leicester
Verified email at leicester.ac.uk - Homepage
Title
Cited by
Cited by
Year
Imaging cerebral haemorrhage with magnetic induction tomography: numerical modelling
M Zolgharni, PD Ledger, DW Armitage, DS Holder, H Griffiths
Physiological measurement 30 (6), S187, 2009
1012009
Fast magnetic flux leakage signal inversion for the reconstruction of arbitrary defect profiles in steel using finite elements
RH Priewald, C Magele, PD Ledger, NR Pearson, JSD Mason
IEEE Transactions on Magnetics 49 (1), 506-516, 2012
992012
Frequency-difference MIT imaging of cerebral haemorrhage with a hemispherical coil array: numerical modelling
M Zolgharni, H Griffiths, PD Ledger
Physiological measurement 31 (8), S111, 2010
762010
Forward modelling of magnetic induction tomography: a sensitivity study for detecting haemorrhagic cerebral stroke
M Zolgharni, PD Ledger, H Griffiths
Medical & biological engineering & computing 47, 1301-1313, 2009
592009
Characterizing the shape and material properties of hidden targets from magnetic induction data
PD Ledger, WRB Lionheart
The IMA Journal of Applied Mathematics 80 (6), 1776-1798, 2015
542015
hp-Finite element simulation of three-dimensional eddy current problems on multiply connected domains
PD Ledger, S Zaglmayr
Computer Methods in Applied Mechanics and Engineering 199 (49-52), 3386-3401, 2010
492010
Understanding the magnetic polarizability tensor
PD Ledger, WRB Lionheart
IEEE Transactions on Magnetics 52 (5), 1-16, 2015
452015
The application of thehp—finite element method to electromagnetic problems
PD Ledger, K Morgan
Archives of Computational Methods in Engineering 12, 235-302, 2005
432005
Arbitrary order edge elements for electromagnetic scattering simulations using hybrid meshes and a PML
PD Ledger, K Morgan, O Hassan, NP Weatherill
International Journal for Numerical Methods in Engineering 55 (3), 339-358, 2002
342002
An explicit formula for the magnetic polarizability tensor for object characterization
PD Ledger, WRB Lionheart
IEEE Transactions on Geoscience and Remote Sensing 56 (6), 3520-3533, 2018
332018
Evidence of exponential convergence in the computation of Maxwell eigenvalues
J Coyle, PD Ledger
Computer Methods in Applied Mechanics and Engineering 194 (2-5), 587-604, 2005
332005
Computing Maxwell eigenvalues by using higher order edge elements in three dimensions
M Ainsworth, J Coyle, PD Ledger, K Morgan
IEEE Transactions on Magnetics 39 (5), 2149-2153, 2003
332003
An HP-adaptive finite element procedure for electromagentic scattering problems
PD Ledger
University of Wales Swansea, 2000
312000
The development of an hp-adaptive finite element procedure for electromagnetic scattering problems
PD Ledger, K Morgan, J Peraire, O Hassan, NP Weatherill
Finite Elements in Analysis and Design 39 (8), 751-764, 2003
272003
The spectral properties of the magnetic polarizability tensor for metallic object characterisation
PD Ledger, WRB Lionheart
Mathematical Methods in the Applied Sciences 43 (1), 78-113, 2020
262020
Identification of metallic objects using spectral magnetic polarizability tensor signatures: Object classification
BA Wilson, PD Ledger, WRB Lionheart
International Journal for Numerical Methods in Engineering 123 (9), 2076-2111, 2022
252022
A linearised hp–finite element framework for acousto‐magneto‐mechanical coupling in axisymmetric MRI scanners
S Bagwell, PD Ledger, AJ Gil, M Mallett, M Kruip
International Journal for Numerical Methods in Engineering 112 (10), 1323-1352, 2017
252017
A coupled hp‐finite element scheme for the solution of two‐dimensional electrostrictive materials
AJ Gil, PD Ledger
International Journal for Numerical Methods in Engineering 91 (11), 1158-1183, 2012
252012
Computation of resonant modes for axisymmetric Maxwell cavities using hp‐version edge finite elements
R Hiptmair, PD Ledger
International journal for numerical methods in engineering 62 (12), 1652-1676, 2005
252005
hp-Finite element discretisation of the electrical impedance tomography problem
PD Ledger
Computer methods in applied mechanics and engineering 225, 154-176, 2012
242012
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