OXFORD UNIVERSITY COMPUTING LABORATORY

Gernot Plank: Publications

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[1]

Modeling Cardiac Defibrillation

Trayanova, N.A., G. Plank

In Zipes, D., Jalife, J., editor, Cardiac Electrophysiology: From Cell to Bedside 2009.

[2]

Bidomain Model of Defibrillation

Trayanova, N.A., G. Plank

In Efimov, I.R., M.W. Kroll, P.J. Tchou, editor, Cardiac Bioelectric Therapy. pages 85-110. 2009.

[3]

Image-Based models of cardiac structure in health and disease

Vadakkumpadan, F., H. Arevalo, A.J. Prassl, J. Chen, F. Kickinger, G. Plank, N.A. Trayanova

Systems Biology in Medicine, 2009.

[4]

Arrhythmogenic mechanisms of the Purkinje system during electric shocks: a modeling study

Deo M., P. Boyle, G. Plank, E.J. Vigmond

Heart Rhythm, ePub ahead of print, 2009.

[5]

Numerical solution for optimal control of monodomain equations in cardiac electrophysiology

Chamakuri, N., G. Plank, K. Kunisch

Computational Optimization and Applications, 2009.

[6]

Solving the coupled system improves computational efficiency of the bidomain equations

Southern, J., G. Plank, E.J. Vigmond, J. Whiteley

IEEE Transactions on Biomedical Engineering, 2009.

[7]

Generation of histo-anatomically representative models of the individual heart: tools and application

Plank, G. R.A.B. Burton, P. Hales, M. Bishop, T. Mansoori, M.O. Bernabeu, A. Garny, A.J. Prassl, C. Bollensdorff, F. Mason, F. Mahmood, B. Rodriguez, V. Grau, J.E. Schneider, D. Gavaghan, P. Kohl

Phil. Trans. A, 2009.

[8]

Towards Predictive Modeling of the Electrophysiology of the Heart

Vigmond E, Vadakkumpadan F, Gurev V, Arevalo H, Deo M, Plank G, Trayanova NA.

Exp. Physiol. 2009.

[9]

Image-Based Models of Cardiac Structure with Applications in Arrhythmia and Defibrillation Studies.

Vadakkumpadan, F., L.J. Rantner, B. Tice, P. Boyle, A.J. Prassl, E.J. Vigmond, G. Plank, N.A. Trayanova

J. Electrocardiol. 2009.

[10]

Generation of histo-anatomically representative models of the individual heart: tools and application.

Plank, G., R.A.B. Burton, P. Hales, M. Bishop, T. Mansoori, M. Bernabeu, A. Garny, A.J. Prassl, C. Bollensdorff, F. Mason, F. Mahmood, B. Rodriguez, V. Grau, J.E. Schneider, D. Gavaghan, P. Kohl.

Philos Transact A Math Phys Eng Sci. 2009.

[11]

Feedback Control of Resonant Drift in a Bidomain Model.

Morgan, S., G. Plank, I.V. Biktasheva, V.N. Biktashev

Biophysical Journal, 2009.

[12]

Automatically generated, anatomically accurate Meshes for the Cardiac Bidomain Equations.

A. Prassl, F. Kickinger, H. Ahammer, E. Hofer, J.E. Schneider, E.J. Vigmond, N.A. Trayanova, G. Plank

IEEE Transactions on Biomedical Engineering, 2009.

[13]

Second order numerical solution for optimal control of monodomain model in cardiac electrophysiology.

Chamakuri, N., K. Kunisch, G. Plank

pages 202-211. 2009.

[14]

A finite element formulation for atrial tissue monolayer.

Wieser, L. H. RIchter, B. Pfeifer, G. Plank, B. Tilg, G. Fischer

2008.

[15]

Solvers for the Cardiac Bidomain Equations.

Vigmond, E.J., R. Weber dos Santos, S. Bauer, A.J. Prassl, M. Deo, G. Plank.

2008.

[16]

From mitochondtrial ionic channels to arrhythmias in the heart: computational techniques to bridge the spatio-temporal scales.

G. Plank, J. Greenstein, L. Zhou, S. Cortassa, R. Winslow, B. O?Rourke,, N. Trayanova.

Philos Transact A Math Phys Eng Sci. Vol. 366, pages 3381-409. 2008.

[17]

Evaluating Intramural Virtual Electrodes in the Myocardial Wedge Preparation: Simulations of Experimental Conditions

G. Plank, A.J. Prassl, E. Hofer, N.A. Trayanoa

Biophysical Journal, Vol. 94, pages 1904-1915. 2008.

[18]

A Hilbert-order multiplication scheme for unstructured sparse matrices

Haase, G. M. Liebmann, G. Plank

2007.

[19]

Algebraic multigrid preconditioner for the cardiac bidomain model

Plank, G., M. Liebmann, R. Weber dos Santos, E.J. Vigmond, G. Haase.

2007.

[20]

Reduced order preconditioning for large linear systems.

Deo, M., G. Plank, E.J. vigmond

IEEE Transactions on Biomedical Engineering, Vol. 54, pages 938-942. 2007.

[21]

A novel floating sensor array to detect electric nearfields of beating heart preparations

Hofer, E., F. Kepplinger, T. THurner, T. Wiener, G. Plank

2006.

[22]

What have we learned from mathematical models of defibrillation and postshock arrhythmogenesis? Application of bidomain simulations

Trayanova, N.A., G. Plank, B. Rodriguez

2006.

[23]

3-dimensional models of individual cardiac histo-anatomy: tools and challenges

Burton, A.B.R., G. Plank, J. Schneider, V. Grau, H. Ahammer, S.L. Keeling, J.L. Lee, N. Smith, N.A. Trayanova, P. Kohl

2006.

[24]

Defibrillation depends on conductivity fluctuations and the degree of disorganization in reentry patterns

Plank, G., L.J. Leon, S. Kimber, E.J. Vigmond

2005.

[25]

Shock energy necessary for successful defibrillation depends on the degree of disorganization of reentrant activation pattern.

Plank, G., E.J. Vigmond, L.J. Leon

2004.

[26]

Parallel multigrid preconditioner for the cardiac bidomain model

Weber dos Santos, R., G. Plank, S. Bauer, E.J. Vigmond

2004.

[27]

Preconditioning techniques for the bidomain equations

Weber dos Santos, R., G. Plank, S. Bauer, E.J. Vigmond

2004.

[28]

The use of cardiac near-field measurements to determine activation times.

G. Plank, E. Hofer

2003.

[29]

Cardiac near-field morphology during conduction around a microscopic obstacle - a computer simulation study

G. Plank, E.J. Vigmond, L.J. Leon, E. Hofer

2003.

[30]

Computational tools for modeling electrical activity in cardiac tissue

Vigmond, E.J., M. Hughes, G. Plank, L.J. Leon

2003.

[31]

Model study of vector-loop morphology during electrical mapping of microscopic conduction in cardiac tissue.

G. Plank, E. Hofer

2000.

[32]

Comparison between the role of discontinuities in cardiac conduction and in a one-dimensional hardware model

de Castro, M. E. Hofer, A.P. Munuzuri, M. Gomez-Gesteira, G. Plank, I. Schafferhofer, V. Perez-Munuzuri

1998.

[33]

A new real-time mapping system to detect microscopic cardiac excitation patterns.

Mohr, G., E. Hofer, G. Plank

1998.

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