Faik Baris Can Cansiz
© Michael Kretzschmar
scientific staff
NameDr.-Ing. Faik Baris Can Cansiz
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publications
29 Entries
2023
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Author Correction: Accuracy of Devereux and Teichholz formulas for left ventricular mass calculation in different geometric patterns: comparison with cardiac magnetic resonance imaging (Scientific Reports, (2023), 13, 1, (14089), 10.1038/s41598-023-41020-9), 22 Sep 2023, In: Scientific Reports. Vol. 13. p. 15820Electronic (full-text) versionResearch output: Contribution to specialist publication > Corrections (errata and retractions)
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Accuracy of Devereaux and Teichholz formulas for left ventricular mass calculation in different geometric patterns: comparison with cardiac magnetic resonance imaging, 28 Aug 2023, In: Scientific Reports. 13, 1, 14089Electronic (full-text) versionResearch output: Contribution to journal > Research article
2022
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Computational modelling of mechano-electric feedback and its arrhythmogenic effects in human ventricular models, 18 Nov 2022, In: Computer Methods in Biomechanics and Biomedical Engineering. 25, 15, p. 1767-1783, 17 p.Electronic (full-text) versionResearch output: Contribution to journal > Research article
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Computational cardiac electromechanics: the role of mechano-electric feedback and its arrhythmogenic effects in three-dimensional ventricular models, Aug 2022, p. 836Electronic (full-text) versionResearch output: Contribution to conferences > Abstract
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A comparative study of fully implicit staggered and monolithic solution methods. Part I: Coupled bidomain equations of cardiac electrophysiology, Jun 2022, In: Journal of Computational and Applied Mathematics. 407, 114021Electronic (full-text) versionResearch output: Contribution to journal > Research article
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Balancing conduction velocity error in cardiac electrophysiology using a modified quadrature approach, May 2022, In: International Journal for Numerical Methods in Biomedical Engineering. 38, 5, 22 p., e3589Electronic (full-text) versionResearch output: Contribution to journal > Research article
2021
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A simple phenomenological approach for myocardial contraction: formulation, parameter sensitivity study and applications in organ level simulations, Dec 2021, In: Mechanics of Soft Materials. 3, 1, 28 p., 2Electronic (full-text) versionResearch output: Contribution to journal > Research article
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A numerical study on the effects of spatial and temporal discretization in cardiac electrophysiology, 21 May 2021, In: International Journal for Numerical Methods in Biomedical Engineering. 37, 5, e3443Electronic (full-text) versionResearch output: Contribution to journal > Research article
2020
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Simulating Clinically Relevant Cases in Cardiology via Numerical Tools, 2020, In: GACM Report. 13, p. 18-26Electronic (full-text) versionResearch output: Contribution to journal > Research article
2019
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Novel Phenomenological Equations for Myocardial Contraction, 2019Research output: Contribution to conferences > Abstract