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Applicable Analysis
An International Journal
Volume 94, 2015 - Issue 8
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Articles

Uniqueness and stability result for Cauchy’s equation of motion for a certain class of hyperelastic materials

A. WöstehoffDepartment of Mechanical Engineering, Helmut Schmidt University, Hamburg, Germany.
&
T. SchusterDepartment of Mathematics, Saarland University, Saarbrücken, Germany.Correspondence[email protected]
Pages 1561-1593 | Received 01 Apr 2014, Accepted 17 Jun 2014, Published online: 18 Aug 2014

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Rebecca Rothermel, Wladimir Panfilenko, Prateek Sharma, Anne Wald, Thomas Schuster, Anne Jung & Stefan Diebels. (2022) A method for determining the parameters in a rheological model for viscoelastic materials by minimizing Tikhonov functionals. Applied Mathematics in Science and Engineering 30:1, pages 141-165.
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Articles from other publishers (5)

Rebecca Klein, Thomas Schuster & Anne Wald. 2021. Time-dependent Problems in Imaging and Parameter Identification. Time-dependent Problems in Imaging and Parameter Identification 165 190 .
T. Schuster & F. Schöpfer. 2018. Lamb-Wave Based Structural Health Monitoring in Polymer Composites. Lamb-Wave Based Structural Health Monitoring in Polymer Composites 373 397 .
Julia Seydel & Thomas Schuster. (2017) Identifying the stored energy of a hyperelastic structure by using an attenuated Landweber method. Inverse Problems 33:12, pages 124004.
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J. Seydel & T. Schuster. (2017) On the linearization of identifying the stored energy function of a hyperelastic material from full knowledge of the displacement field. Mathematical Methods in the Applied Sciences 40:1, pages 183-204.
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Thomas Schuster & Arne Wöstehoff. (2014) On the identifiability of the stored energy function of hyperelastic materials from sensor data at the boundary. Inverse Problems 30:10, pages 105002.
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