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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
1002012
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
522010
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
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
342018
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
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 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
272020
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
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
262022
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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