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Original Articles

Myocardial material parameter estimation: a comparison of invariant based orthotropic constitutive equations

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Pages 283-295 | Received 08 May 2008, Accepted 08 Sep 2008, Published online: 27 Apr 2009

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Jacobo Córdova Aquino & Hugo I. Medellín-Castillo. (2018) Analysis of the influence of modelling assumptions on the prediction of the elastic properties of cardiac fibres. Computer Methods in Biomechanics and Biomedical Engineering 21:10, pages 601-615.
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H. Schmid, W. Wang, P.J. Hunter & M.P. Nash. (2009) A finite element study of invariant-based orthotropic constitutive equations in the context of myocardial material parameter estimation. Computer Methods in Biomechanics and Biomedical Engineering 12:6, pages 691-699.
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Articles from other publishers (13)

David S. Li, Emilio A. Mendiola, Reza Avazmohammadi, Frank B. Sachse & Michael S. Sacks. (2023) A multi-scale computational model for the passive mechanical behavior of right ventricular myocardium. Journal of the Mechanical Behavior of Biomedical Materials, pages 105788.
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Debao Guan, Faizan Ahmad, Peter Theobald, Shwe Soe, Xiaoyu Luo & Hao Gao. (2019) On the AIC-based model reduction for the general Holzapfel–Ogden myocardial constitutive law. Biomechanics and Modeling in Mechanobiology 18:4, pages 1213-1232.
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Reza AvazmohammadiJoão S. Soares, David S. LiSamarth S. RautRobert C. Gorman & Michael S. Sacks. (2019) A Contemporary Look at Biomechanical Models of Myocardium. Annual Review of Biomedical Engineering 21:1, pages 417-442.
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Reza Avazmohammadi, Michael R. Hill, Marc A. Simon, Will Zhang & Michael S. Sacks. (2016) A novel constitutive model for passive right ventricular myocardium: evidence for myofiber–collagen fiber mechanical coupling. Biomechanics and Modeling in Mechanobiology 16:2, pages 561-581.
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Socrates DokosSocrates Dokos. 2017. Modelling Organs, Tissues, Cells and Devices. Modelling Organs, Tissues, Cells and Devices 263 303 .
Gabriel Balaban, Martin S. Alnæs, Joakim Sundnes & Marie E. Rognes. (2016) Adjoint multi-start-based estimation of cardiac hyperelastic material parameters using shear data. Biomechanics and Modeling in Mechanobiology 15:6, pages 1509-1521.
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Jing Jin Shen. (2016) A structurally based viscoelastic model for passive myocardium in finite deformation. Computational Mechanics 58:3, pages 491-509.
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Alessio Gizzi, Christian Cherubini, Simonetta Filippi & Anna Pandolfi. (2014) Theoretical and Numerical Modeling of Nonlinear Electromechanics with applications to Biological Active Media. Communications in Computational Physics 17:1, pages 93-126.
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Sebastian Krittian, Uwe Janoske, Herbert Oertel & Thomas Böhlke. (2010) Partitioned Fluid–Solid Coupling for Cardiovascular Blood Flow. Annals of Biomedical Engineering 38:4, pages 1426-1441.
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Torsten Schenkel, Sebastian Krittian, Mark-Patrick Mühlhausen & Herbert Oertel. (2010) Hemodynamics and Fluid-Structure-Interaction in a Virtual Heart. it - Information Technology 52:5.
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M. Itskov & A. E. Ehret. (2009) A Universal Model for the Elastic, Inelastic and Active Behaviour of Soft Biological Tissues. GAMM-Mitteilungen 32:2, pages 221-236.
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Peter H. M. Bovendeerd, Wilco Kroon & Tammo Delhaas. (2009) Determinants of left ventricular shear strain. American Journal of Physiology-Heart and Circulatory Physiology 297:3, pages H1058-H1068.
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David S. Li, Emilio A. Mendiola, Reza Avazmohammadi, Frank B. Sachse & Michael Sacks. (2022) A Multi-Scale Computational Model for the Passive Mechanical Behavior of Right Ventricular Myocardium. SSRN Electronic Journal.
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