Theory and computation of higher gradient elasticity theories based on action principles

Author:

Abali B. EmekORCID,Müller Wolfgang H.,dell’Isola Francesco

Publisher

Springer Science and Business Media LLC

Subject

Mechanical Engineering

Reference43 articles.

1. Abali, B.E.: Computational Reality, Solving Nonlinear and Coupled Problems in Continuum Mechanics. Advanced Structured Materials. Springer Nature, Singapore (2017a)

2. Abali, B.E.: Technical University of Berlin, Institute of Mechanics, Chair of Continuums Mechanics and Material Theory.Computational Reality. http://www.lkm.tu-berlin.de/ComputationalReality/ (2017b)

3. Abali, B.E., Müller, W.H.: Numerical solution of generalized mechanics based on a variational formulation. In Oberwolfach Reports - Mechanics of Materials, European Mathematical Society Publishing House 17(1), pp. 9–12 (2016)

4. Abali, B.E., Müller, W.H., Eremeyev, V.A.: Strain gradient elasticity with geometric nonlinearities and its computational evaluation. Mech. Adv. Mater. Modern Process. 1, 4 (2015)

5. Ahrens, J., Geveci, B., Law, C.: ParaView: An End-User Tool for Large Data Visualization. In: Visualization Handbook, chapter 36. Elsevier Academic Press (2011)

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