Mathematical and computational models of incompressible materials subject to shear.

Adler, James H.
Dorfmann, Luis.
Han, Dong.
MacLachlan, Scott P.
Paetsch, Chris.
2014.

Numerical modelling of incompressible non-linear elastic materials plays an increasing role in computational science and engineering, particularly in the high-fidelity simulation of rubber-like materials and many biological tissues. Our present study focuses on the treatment of the incompressibility constraint in finite-element discretizations for a cube subject to 'simple shear'. We demonstrate t... read more

Subjects
Tufts University. Department of Mathematics.
Tufts University. Department of Civil and Environmental Engineering.
Permanent URL
http://hdl.handle.net/10427/012371
Original publication
J. H. Adler, L. Dorfmann, D. Han, S. MacLachlan, C. Paetsch; Mathematical and computational models of incompressible materials subject to shear. IMA J Appl Math 2014; 79 (5): 889-914. doi: 10.1093/imamat/hxu022.
ID: tufts:22268
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