{"id":60,"date":"2017-11-24T13:42:41","date_gmt":"2017-11-24T13:42:41","guid":{"rendered":"http:\/\/blog.metu.edu.tr\/dal\/?page_id=60"},"modified":"2020-10-31T22:50:00","modified_gmt":"2020-10-31T22:50:00","slug":"publications-presentations","status":"publish","type":"page","link":"https:\/\/blog.metu.edu.tr\/dal\/publications-presentations\/","title":{"rendered":"Publications & Presentations"},"content":{"rendered":"

69 publications in total, thereof:
\n\u25e6 22 peer-reviewed journal papers
\n\u25e6 43 peer-reviewed and non-peer reviewed conference papers\/abstracts
\n\u25e6 4 technical reports
\n30 presentations, thereof:
\n\u25e6 23 conference presentations
\n\u25e6 2 keynote conference presentations
\n\u25e6 5 invited talks<\/p>\n

Journal Publications<\/strong><\/p>\n

Dal H. ; Gultekin, O. ; A\u00e7\u0131kg\u00f6z, K. [2020]:<\/a>\u00a0An extended eight-chain model for hyperelastic and finite viscoelastic response of rubberlike materials: Theory, experiments and numerical aspects Journal of the Mechanics\u00a0and Physics of Solids<\/em>\u00a0145, 104159<\/p>\n

Gultekin, O. ; Rodoplu B. ; Dal, H. [2020]:<\/a> A quasi-incompressible and quasi-inextensible
\nfinite element analysis of fibrous soft biological tissues Biomechanics and Modeling in<\/em>
\nMechanobiology <\/em>19, 2357-2373<\/p>\n

Denli F. A.; Gultekin, O.; Holzapfel, G.A.; Dal, H. \u00a0[2020]<\/a>: A phase-field model for fracture of unidirectional fiber-reinforced polymer matrix composites<\/span>. Computational Mechanics 65<\/em>, 1149-1166\u00a0<\/a><\/span><\/p>\n

Gultekin, O.; Hager, S.P.; Dal, H., Holzapfel, G.A. [2019]: <\/a><\/span>Computational modeling of progressive damage and rupture in fibrous biological tissues: application to aortic dissection. Biomechanics and Modeling in Mechanobiology\u00a0 18, 1607-1628<\/a><\/span><\/p>\n

Dal, H. [2019<\/a><\/span>]:<\/a>\u00a0<\/span>A quasi-incompressible and quasi-inextensible element formulation for transversely isotropic materials.\u00a0International\u00a0<\/em>Journal for Numerical Methods in<\/span> Engineering<\/span><\/em><\/span> \u00a0117 (1), 118-140<\/a><\/span><\/p>\n

Gultekin, O. ; Dal, H.; Holzapfel, G.A. [2018]:<\/a> <\/span>On the quasi-incompressible finite element analysis of anisotropic hyperelastic materials\u00a0Computational Mechanics<\/em> 63, 443-453\u00a0<\/span><\/p>\n

Kandaz, M.; Dal, H.; [2018]<\/a>: \u00a0A comparative study of modified strain gradient theory and modified couple stress theory for gold microbeams. \u00a0Archive of Applied Mechanics<\/em> 88, 2051-2070<\/span><\/p>\n

Dal, H.; Cans\u0131z, B.; Miehe, C. [2018]<\/a>: \u00a0A three\u2010scale compressible micro\u2010sphere model for hyperelastic materials.\u00a0International\u00a0Journal for Numerical Methods in Engineering<\/a><\/em><\/span>\u00a0116 (6), 412-433<\/a><\/span><\/p>\n

Nateghi, A.; Dal, H.; Keip,M.A.; Miehe, C. [2018]<\/a>:\u00a0An affine microsphere approach to modeling strain-induced crystallization in rubbery polymers. <\/a><\/span>Continuum Mechanics and Thermodynamics<\/em>\u00a030, 485-507<\/a><\/span><\/p>\n

Cansiz, B. ; Dal, H.; Kaliske, M. [2018]:<\/a> Computational cardiology: the bidomain based<\/span>
\nModified Hill model incorporating viscous effects for cardiac defibrillation. Computational<\/em><\/span>\u00a0<\/em>Mechanics<\/em> 62, 253-271.<\/span><\/p>\n

Gultekin, O. ; Dal, H.; Holzapfel, G.A. [2018]:<\/a> Numerical Aspects of Anisotropic Failure
\nin Soft Biological Tissues Favor Energy-based Criteria: A Rate-dependent Anisotropic
\nCrack Phase-field Model. Computer Methods in Applied Mechanics and Engineering<\/em> 331, 23-52.<\/p>\n

Dal, H.; Zopf, C.; Kaliske, M. [2018]:<\/a> Micro-sphere based viscoplastic constitutive model
\nfor uncured green rubber. International Journal of Solids and Structures<\/em>\u00a0132-133, 201-217<\/p>\n

Dal<\/a>, H. [2017]:<\/a> Analysis of Gold Micro-beams with Modified Strain Gradient Theory .
\nAnadolu University Journal of Science and Technology A – Applied Sciences and Engineering\u00a0<\/em>18, 663\u2013681<\/p>\n

Cansiz<\/a>, B. ; Dal, H.; Kaliske, M. [2017]:<\/a> Computational cardiology: A modified Hill
\nmodel to describe the electro-visco-elasticity of the myocardium. Computer Methods in<\/em>
\nApplied Mechanics and Engineering<\/em> 315, 434\u2013466.<\/p>\n

Gultekin, O. ; Dal, H.; Holzapfel, G.A. [2016]:<\/a> A phase-field approach to model fracture
\nof arterial walls: Theory and finite element analysis. Computer Methods in Applied<\/em>\u00a0Mechanics and Engineering<\/em> 312, 542\u2013566.<\/p>\n

Miehe, C. ; Dal, H.; Schaenzel, L.M. ;<\/a> Raina, A. [2016]: A phase-field model for chemomechanical induced fracture in lithium-ion battery electrode particles. International Journal for Numerical Methods in Engineering<\/em> 106,683\u2013711<\/p>\n

Dal, H.; Miehe, C. [2015]: <\/a>Computational electro-chemo-mechanics of lithium-ion battery
\nelectrodes at finite strains. Computational Mechanics<\/em> 55, 303\u2013325.<\/p>\n

Can Cans\u0131z, F. B.; Dal, H.; Kaliske, M. [2015]: <\/a>An orthotropic viscoelastic material
\nmodel for passive myocardium: Theory and algorithmic treatment. Computer Methods in\u00a0Biomechanics and Biomedical Engineering<\/em> 18, 1160\u20131172.<\/p>\n

Dal, H.; Goktepe, S.; Kaliske, M.; Kuhl, E. [2013]:<\/a> A fully implicit finite element method
\nfor bidomain models of cardiac electromechanics. Computer Methods in Applied Mechanics<\/em>\u00a0and Engineering<\/em> 253, 323\u2013336.<\/p>\n

Fleischauer, R.; Dal, H.; Kaliske, M.; Schneider, K. [2012]:<\/a> A constitutive model for
\nfinite deformation of amorphous polymers. International Journal of Mechanical Sciences<\/em>\u00a065, 48\u201363.<\/p>\n

Dal, H.; Goktepe, S.; Kaliske, M.; Kuhl, E. [2012]<\/a>: A fully implicit finite element method
\nfor bidomain models of cardiac electrophysiology. Computer Methods in Biomechanics<\/em>
\nand Biomedical Engineering<\/em> 15,645\u2013656.<\/p>\n

Kaliske, M.; Dal, H.; Fleischhauer, R.; Jenkel, C.; Netzker, C. [2012]<\/a>: Characterization
\nof fracture processes by continuum and discrete modelling. Computational Mechanics<\/em> 50,\u00a0303\u2013320.<\/p>\n

Netzker, C.; Dal, H.; Kaliske, M. [2010]: <\/a>An Endochronic Plasticity Formulation for Filled
\nRubber. International Journal of Solids and Structures<\/em> 47, 2371\u20132379.<\/p>\n

Dal, H.; Kaliske, M. [2009]<\/a>: A micro-continuum-mechanical material model for failure of
\nrubber-like materials: Application to ageing induced fracturing. Journal of the Mechanics<\/em>
\nand Physics of Solids<\/em> 57, 1340\u20131356.<\/p>\n

Dal, H.; Kaliske, M. [2009]: <\/a>Bergstrom-Boyce model for nonlinear finite rubber viscoelasticity: Theoretical aspects and algorithmic treatment for FE method. Computational\u00a0Mechanics<\/em> 44, 809\u2013823.<\/p>\n

Naser, B.; Kaliske, M.; Dal, H., Netzker, C. [2009]:<\/a> Fracture mechanical behaviour of
\nvisco-elastic materials: Application to the so-called dwell-effect. Zeitschrift fur Angewandte\u00a0Mathematik und Mechanik<\/em> 89, 677\u2013686.<\/p>\n

Conference Proceedings<\/strong><\/p>\n

Kandaz, M.; Dal, H.; Unlu, M. [2017]: Analysis of Gold Microbeams with Higher Order
\nContinuum Theories Proceedings in Applied Mathematics and Mechanics, accepted.<\/p>\n

Dal, H.; Gultekin, O.; Aksu Denli, F.; Holzapfel, A.G. [2017]: Phase-Field Models for
\nthe Failure of Anisotropic Continua Proceedings in Applied Mathematics and Mechanics,
\naccepted.<\/p>\n

Dal, H.; Rodoplu, B. [2017]: A Quasi-inextensible and Quasi-incompressible Finite ElementFormulation for Transversely Anisotropic Hyperelastic Solids and Soft Biological
\nTissues XIV International Conference on Computational Plasticity. Fundamentals and
\nApplications COMPLAS XIV, E. Onate, D.R.J. Owen, D.Peric & M.Chiumenti (Eds).<\/p>\n

Gultekin, O.; Dal, H.; Holzapfel, A.G. [2017]: Crack Phase-Field Modeling of Anisotropic
\nRupture in Fibrous Soft Tissues XIV International Conference on Computational Plasticity.
\nFundamentals and Applications COMPLAS XIV, E. Onate, D.R.J. Owen, D.Peric &
\nM.Chiumenti (Eds) 139\u2013150.<\/p>\n

Dal, H.; Badienia Y.; Ac\u0131kgoz, K.; Aksu Denli, F. [2017]:<\/a> A Novel Parameter Identification
\nToolbox for the Selection of Hyperelastic Constitutive Models from Experimental
\nData Proceedings of the 7th GACM Colloquium on Computational Mechanics for Young
\nScientists from Academia and Industry October 11-13, 2017 in Stuttgart, Germany<\/p>\n

Nateghi A.; Dal, H.; Keip, M.A.; Miehe, C. [2017]: Affine Full Network Model for Strain-
\nInduced Crystallization in Rubbery Polymers Proceedings of the 7th GACM Colloquium
\non Computational Mec hanics for Young Scientists from Academia and Industry October
\n11-13, 2017 in Stuttgart, Germany<\/p>\n

Dal, H. [2016]: Electro-Chemo-Mechanics and Fracture of Li-on Battery Electrodes.
\nColloqium \u201dMultiscale phenomena in electrochemical and porous systems\u201d, organized by
\nF. Theil & M. Icardo, Mathematics Institute, The University of Warwick.<\/p>\n

Gultekin, O.; Dal, H.; Holzapfel, A.G. [2016]: A Phase-Field Approach to Model Fracture
\nof Arterial Walls. European Congress on Computational Methods in Applied Sciences and
\nEngineering 2016, Book of Abstracts, ID 7606.<\/p>\n

Dal, H. [2016]: A quasi-inextensible element formulation for anisotropic continuum. European Congress on Computational Methods in Applied Sciences and Engineering 2016,
\nBook of Abstracts, ID 12407.<\/p>\n

Dal, H. [2015]: Computational Modeling of Multi-physics Phenomena in Lithium-Ion
\nBattery Electrodes. European Conference on Numerical Mathematics and Advanced Applications, Book of Abstracts, 32<\/p>\n

Cansiz, B.; Dal, H.; Kaliske, M. [2014]: Fully Coupled Cardiac Electromechanics with
\nOrthotropic Viscoelastic Effects\u02d9Procedia {IUTAM}, 12, 124-133<\/p>\n

Cansiz, B.; Dal, H.; Kaliske, M. [2014]: Computational modeling of cardiac tissue with
\nstrongly coupled electromechanics and orthotropic viscoelastic effects. Proceedings in
\nApplied Mathematics and Mechanics 14, 119\u2013120.<\/p>\n

Miehe, C.; Schanzel, L.; Ulmer, H.; Dal, H. [2013]: Phase Field Modeling of Brittle
\nand Ductile Fracture at Finite Strains. Formulation of Failure Criteria and MultiPhysics
\nExtensions. The Third International Conference on Computational Modeling of Fracture
\nand Failure of Materials and Structures, 5-7 June 2013, Prague.<\/p>\n

Can Cansiz F. B.; Dal, H.; Kaliske, M. [2013]: Computational Viscoelastic Modelling of
\nPassive Myocardium. 5th GACM Colloquium on Computational Mechanics, TU Hamburg-
\nHarburg, September 30 – October 2, 2013, Hamburg.<\/p>\n

Dal, H.; Can Cansiz F. B.; Miehe, C. [2013]: Modeling Cavity Growth in Rubberlike
\nMaterials. 5th GACM Colloquium on Computational Mechanics, TU Hamburg-Harburg,
\nSeptember 30 – October 2, 2013, Hamburg.<\/p>\n

Dal, H.; Miehe, C. [2013]: Coupled chemomechanics and phase field modelling of failure
\nin electrode materials of Li-ion batteries. Proceedings in Applied Mathematics and
\nMechanics 13, 207\u2013208.<\/p>\n

Dal, H.; Can Cansiz F. B.; Miehe, C. [2013]: A multiscale continuum damage model for
\ncavity growth in rubberlike materials. Constitutive Models for Rubber VIII, 183\u2013189.<\/p>\n

Dal, H. [2013]: A Phase field model for the de-intercalition induced failure in rechargeable Li-ion batteries. Euromech 545: Frontiers in Finite Deformation Electromechanics, May 21\u201324, 2013, Dortmund, Germany.<\/p>\n

Schanzel, L.M.; Dal, H.; Miehe, C. [2013]: On micromechanically-based approaches to
\nfailure in polymers. Proceedings in Applied Mathematics and Mechanics 13, 557\u2013560.<\/p>\n

Schanzel, L.M.; Dal, H.; Miehe, C. [2013]: Phase field modeling of fracture in rubbery
\npolymers. Constitutive Models for Rubber VIII, 335-341 .<\/p>\n

Fleischhauer, R.; Dal, H.; Kaliske, M. [2012]: Numerical aspects on computational homogenization of epoxy\/glass composites. Proceedings in Applied Mathematics and Mechanics 12, 425\u2013426.<\/p>\n

Schanzel, L. M.; Dal, H.; Miehe, C. [2012]: A New Continuum Approach to the Coupling
\nof Shear Yielding and Crazing with Fracture in Glassy Polymers. Proceedings in Applied
\nMathematics and Mechanics 12, 337\u2013338.<\/p>\n

Kaliske, M.; Ozenc, K.; Dal, H. [2012]: Aspects of crack propagation in small and finite
\nstrain continua. in Jerrams, S.; Murphy, N. (Editors): Constitutive Models for Rubber
\nVII, 137\u2013142. Taylor & Francis Group, London.<\/p>\n

Behnke, R.; Dal, H.; Kaliske, M. [2012]: An extended tube model for thermo-viscoelasticity\u00a0of rubberlike materials: theory and numerical implementation. in Jerrams, S.Murphy, N. (Editors): Constitutive Models for Rubber VII, 87\u201392. Taylor & Francis Group, London.<\/p>\n

Dal, H.; Kaliske, M.; Zopf, C. [2012]: Theoretical and numerical modelling of unvulcanized rubber. in Jerrams, S.; Murphy, N. (Editors): Constitutive Models for Rubber VII,
\n99\u2013106. Taylor & Francis Group, London.<\/p>\n

Behnke, R.; Dal, H.; Kaliske, M. [2011]: <\/a>An Extended TubeModel for Thermo-Viscoelasticityof Rubberlike Materials: Parameter Identification and Examples. Proceedings in Applied Mathematics and Mechanics 11, 353\u2013354.<\/p>\n

Dal, H.; Goktepe, S.; Kaliske, M.; Kuhl, E. [2011]: <\/a>A Three-Field, Bi-domain Based
\nApproach to the Strongly Coupled Electromechanics of the Heart. Proceedings in Applied
\nMathematics and Mechanics 11, 931\u2013934.<\/p>\n

Fleischhauer, R.; Dal, H.; Kaliske, M. [2010]: Micromechanical modelling and two-scale
\nsimulation of epoxy\/glass composites with interphases and interfaces. Proceedings in
\nApplied Mathematics and Mechanics 10, 407\u2013408.<\/p>\n

Dal, H.; Kaliske, M. [2010]: Micro-sphere based formulation of yield surface free viscoplasticity with nonlinear kinematic hardening: Application to unvulcanized rubber. 16th
\nUS National Congress of Theoretical and Applied Mechanics, June 27\u2013July 2, 2010 State
\nCollege, PA, USA.<\/p>\n

Dal, H.; Kaliske, M.; Hickmann, R.; Cherif, C.; Jurk, R.; Heinrich, G. [2010]: <\/a>Thermoviscoelasticity of fibre reinforced rubbery polymers. Proceedings in Applied Mathematics and Mechanics 10, 287\u2013288.<\/p>\n

Dal, H.; Kaliske, M. [2009]: Failure Analysis of Solids. ANSYS Conference & 27. CADFEM
\nUsers Meeting, Leipzig, CD-ROM.<\/p>\n

Dal, H.; Kaliske, M.; Nasdala, L. [2009]: A micro-continuum-mechanical material model
\nfor failure of rubber-like materials. in Heinrich, G.; Kaliske, M.; Lion, A.; Reese, S.
\n(Editors): Constitutive Models for Rubber VI, 401\u2013407. Taylor & Francis Group, London.<\/p>\n

Dal, H.; Kaliske, M. [2009]: Failure analysis of elastomers within the framework of
\ncontinuum mechanics. 12. Problemseminar \u201dDeformation und Bruchverhalten von Kunststoffen\u201d, Merseburg, CD-ROM.<\/p>\n

Dal, H.; Kaliske, M. [2008]: A Micromechanical model for failure analysis of rubber-like
\nmaterials. World Congress on Computational Mechanics, Venice, CD-ROM.<\/p>\n

Dal, H.; Kaliske, M. [2008]: <\/a>A micro-macro approach to the failure of rubber-like materials.
\nProceedings in Applied Mathematics and Mechanics 8, 10413-10414.<\/p>\n

Morgner, C.; Kaliske, M.; Naser, B.; Dal, H. [2007]: Numerical determination of the
\nenergy release rate for endochronic plastic material. 2nd GACM Colloquium on Computational Mechanics, TU Munich.<\/p>\n

Naser, B.; Kaliske, M.; Dal, H. [2007]: Fracture mechanical behaviour of visco-elastic
\nmaterials. Proceedings in Applied Mathematics and Mechanics 7, 1090103\u20131090104.<\/p>\n

Naser, B.; Dal, H.; Kaliske, M. [2007]: Formulierung und Simulation bruchmechanischer
\nEigenschaften viskoelastischer Werkstoffe 11. Problemseminar \u201dDeformation und
\nBruchverhalten von Kunststoffen\u201d, Halle, CD-ROM.<\/p>\n

Kaliske, M.; Dal, H.; Naser, B.; Schmidt, J. [2007]: Finite nonlinear viscoelastic modelling
\nand fracture mechanical investigations. ANSYS Conference & 25. CADFEM Users
\nMeeting, Dresden, CD-ROM.<\/p>\n

Kaliske, M.; Naser, B.; Dal, H. [2007]: Fracture of viscoelastic materials. in Boukamel,
\nA., L. Laiarinandrasana, S. Meo, E. Verron (Editors): Constitutive Models for Rubber V,
\n185\u2013190. Taylor & Francis Group, London.<\/p>\n

Dal, H.; Kaliske, M.; Nasdala, L. [2007]: Computational aspects of Bergstrom-Boyce
\nfinite viscoelasticity model. in Boukamel, A., L. Laiarinandrasana, S. Meo, E. Verron
\n(Editors): Constitutive Models for Rubber V, 241\u2013248. Taylor & Francis Group, London.<\/p>\n

Dal, H.; Kaliske, M. [2006]: <\/a>An Approach to the Modeling of Physical Ageing in Rubbery
\nPolymers. Proceedings in Applied Mathematics and Mechanics 6: 363\u2013364.<\/p>\n

LecturePresentations<\/strong><\/p>\n

Dal, H.; Badienia Y.; Ac\u0131kgoz, K.; Aksu Denli, F. [2017]: A Novel Parameter IdentificationToolbox for the Selection of Hyperelastic Constitutive Models from Experimental Data 7th GACM Colloquium on Computational Mechanics for Young Scientists from Academia and Industry, October 11\u201313, Stuttgart, Germany<\/p>\n

Dal, H. [2017]: Recent Trends in the Modelling of Micromechanics and Failure COMMAS
\nSummer School, September 26\u201327, Stuttgart, Germany<\/p>\n

Dal, H.; Rodoplu, B. [2017]: A Quasi-inextensible and Quasi-incompressible Finite Element
\nFormulation for Transversely Anisotropic Hyperelastic Solids and Soft Biological
\nTissues XIV International Conference on Computational Plasticity. Fundamentals and
\nApplications COMPLAS XIV, September 5\u20137, Barcelona, Spain.<\/p>\n

Dal, H.; Gultekin, O.; Aksu Denli, F.; Holzapfel, A.G. [2017]: Phase-Field Models for the
\nFailure of Anisotropic Continua 88th Annual Meeting of the International Association of
\nApplied Mathematics and Mechanics, March 6\u201310, Weimar, Germany.<\/p>\n

Kandaz, M.; Dal, H.; Unlu, M. [2017]: Analysis of Gold Microbeams with Higher Order
\nContinuum Theories 88th Annual Meeting of the International Association of Applied
\nMathematics and Mechanics, March 6\u201310, Weimar, Germany.<\/p>\n

Dal, H. [2016]: Electro-Chemo-Mechanics and Fracture of Li-on Battery Electrodes.
\nColloqium \u201dMultiscale phenomena in electrochemical and porous systems\u201d, organized by
\nF. Theil & M. Icardo, Mathematics Institute, The University of Warwick, Warwick, UK.<\/p>\n

Dal, H. [2016]: A quasi-inextensible element formulation for anisotropic continuum. European Congress on Computational Methods in Applied Sciences and Engineering 2016,
\nJune 5-10, Crete, Greece.<\/p>\n

Dal, H. [2015]: Computational Modeling of Multi-physics Phenomena in Lithium-Ion
\nBattery Electrodes. European Conference on Numerical Mathematics and Advanced Applications<\/p>\n

Dal, H.; Miehe, C. [2013]: Coupled chemomechanics and phase field modelling of failure
\nin electrode materials of Li-ion batteries. GAMM Annual Scientific Conference, March
\n18\u201322, 2013, Novi Sad, Serbia.<\/p>\n

Dal, H.; Miehe, C. [2013]: A multiscale continuum damage model for cavity growth in
\nrubberlike materials. Eighth European Conference for Constitutive Models for Rubber
\n(ECCMR), June 25\u201328, 2013, San Sebastian, Spain.<\/p>\n

Dal, H.; Miehe, C. [2013]: A Phase field model for the de-intercalition induced failure in
\nrechargeable Li-ion batteries. Euromech 545: Frontiers in Finite Deformation Electromechanics, May 21\u201324, 2013, Dortmund, Germany.<\/p>\n

Dal, H.; Kaliske, M.; Zopf, C. Theoretical and numerical modelling of unvulcanized
\nrubber. Seventh European Conference for Constitutive Models for Rubber (ECCMR),
\nSeptember 20\u201323, 2011, Dublin, Ireland.<\/p>\n

Dal, H.; Goktepe, S.; Kaliske, M.; Kuhl, E. A Three-Field, Bi-domain Based Approach to
\nthe Strongly Coupled Electromechanics of the Heart. GAMM Annual Scientific Conference,
\nApril 18\u201321, 2011, Graz, Austria.<\/p>\n

Dal, H.; Kaliske, M. Micro-sphere based formulation of yield surface free visco-plasticity
\nwith nonlinear kinematic hardening: Application to unvulcanized rubber. 16th US National
\nCongress of Theoretical and Applied Mechanics, June 27-July 2, 2010 State College, PA,
\nUSA.<\/p>\n

Dal, H.; Kaliske, M.; Hickmann, R.; Cherif, C.; Jurk, R.; Heinrich, G. Thermoviscoelasticity
\nof fibre reinforced rubbery polymers. GAMM Annual Scientific Conference, March
\n22-26, 2010, Karlsruhe, Germany.<\/p>\n

Dal, H.; Kaliske, M. Failure Analysis of Solids. ANSYS Conference & 27. CADFEM
\nUsers Meeting, November 18-20, 2009, Leipzig, Germany.<\/p>\n

Dal, H. Theoretical and Numerical Aspects of Modeling Rubberlike Materials. Middle
\nEast Technical University, September 29, 2009, Ankara, Turkey.<\/p>\n

Dal, H.; Kaliske, M.; Nasdala, L. A micro-continuum-mechanical material model for
\nfailure of rubber-like materials. Sixth European Conference for Constitutive Models for
\nRubber (ECCMR), September 7-10, 2009, Dresden, Germany.<\/p>\n

Dal, H.; Kaliske, M. Thermo-visco-elasticity of fibre-reinforced elastomers at finite strains.
\nInternational Rubber Conference, 29 June – 2 July, 2009, N\u00a8urnberg.<\/p>\n

Dal, H.; Kaliske, M. Failure Analysis of Elastomers within the Framework of Continuum
\nMechanics. 12. Problemseminar \u201dDeformation und Bruchverhalten von Kunststoffen\u201d,
\nJuni 24-26, 2009, Merseburg, Germany.<\/p>\n

Dal, H. Computational Approaches to Failure of Elastomers. Finite-Elemente-Berechnungen,
\nMaterialmodelle, Verarbeitungssimulation und Bauteilberechnungen, Deutsches Institut
\nfur Kautschuktechnologie, 18-19 June 2008, Hannover, Germany.<\/p>\n

Dal, H.; Kaliske, M. A Micromechanical model for failure analysis of rubber-like materials.
\nEighth World Congress on Computational Mechanics (WCCM), 30 June – 4 July, 2008,
\nVenice, Italy.<\/p>\n

Dal, H.; Kaliske, M. A micro-macro approach to the failure of rubber-like materials.
\nGAMM Annual Scientific Conference, 31 March\u20134 April, 2008, Bremen.<\/p>\n

Dal, H.; Kaliske, M.; Nasdala, L. Computational aspects of Bergstrom-Boyce finite viscoelasticity model. Fifth European Conference for Constitutive Models for Rubber (ECCMR), September 4-7, 2007, Paris, France.<\/p>\n

Dal, H.; Kaliske, M. An Approach to the Modeling of Physical Ageing in Rubbery Polymers.
\nGAMM Annual Scientific Conference, March 27-31, 2006, Berlin, Germany.<\/p>\n

Technical\u00a0 Reports<\/strong><\/p>\n

Dal, H. [2011]: Approaches to the Modeling of Inelasticity and Failure of Rubberlike
\nMaterials, Ph.D. Thesis, Faculty of Civil Engineering, Dresden University of Technology,
\n132 pages.<\/p>\n

Dal, H. [2005]: Approaches to Modeling of Thermoviscoplastic Behavior of Glassy Polymers,
\nM.Sc. Thesis, Computational Mechanics of Materials and Structures, University of
\nStuttgart, 56 pages.<\/p>\n

Dal, H.; Kaliske, M. [2005]: Q1P0-Brick Element for Thermomechanical Analysis, Leipzig
\nAnnual Civil Engineering Report 10 , 105-116<\/p>\n","protected":false},"excerpt":{"rendered":"

69 publications in total, thereof: \u25e6 22 peer-reviewed journal papers \u25e6 43 peer-reviewed and non-peer reviewed conference papers\/abstracts \u25e6 4 technical reports 30 presentations, thereof: \u25e6 23 conference presentations \u25e6 2 keynote conference presentations \u25e6 5 invited talks Journal Publications Dal H. ; Gultekin, O. ; A\u00e7\u0131kg\u00f6z, K. [2020]:\u00a0An extended eight-chain model for hyperelastic and […]<\/p>\n","protected":false},"author":5191,"featured_media":0,"parent":0,"menu_order":0,"comment_status":"closed","ping_status":"closed","template":"","meta":{"footnotes":"","_links_to":"","_links_to_target":""},"class_list":["post-60","page","type-page","status-publish","hentry"],"_links":{"self":[{"href":"https:\/\/blog.metu.edu.tr\/dal\/wp-json\/wp\/v2\/pages\/60","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/blog.metu.edu.tr\/dal\/wp-json\/wp\/v2\/pages"}],"about":[{"href":"https:\/\/blog.metu.edu.tr\/dal\/wp-json\/wp\/v2\/types\/page"}],"author":[{"embeddable":true,"href":"https:\/\/blog.metu.edu.tr\/dal\/wp-json\/wp\/v2\/users\/5191"}],"replies":[{"embeddable":true,"href":"https:\/\/blog.metu.edu.tr\/dal\/wp-json\/wp\/v2\/comments?post=60"}],"version-history":[{"count":0,"href":"https:\/\/blog.metu.edu.tr\/dal\/wp-json\/wp\/v2\/pages\/60\/revisions"}],"wp:attachment":[{"href":"https:\/\/blog.metu.edu.tr\/dal\/wp-json\/wp\/v2\/media?parent=60"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}