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Autor(en):
Duester, A.; Niggl, A.; Rank, E. 
Titel:
Thermo-elastic computations of geometrically non-linear three-dimensional thin-walled continua based on high order finite elements 
Abstract:
We present a three-dimensional implementation of hierarchic high order finite elements for geometrically non-linear thin-walled continua undergoing deformations caused by a temperature change. Therefore, we apply a partitioned approach to couple two different model problems. The first model describes the heat conduction problem while the second one represents an elastic, geometrically non-linear continuum with deformations caused by a temperature change. The discretization is based on a p-versio...    »
 
Stichworte:
thermo-elastic computations, geometric nonlinearity, thin-walled continua, high order elements 
Kongress- / Buchtitel:
Fifth World Congress on Computational Mechanics 
Verlagsort:
Vienna, Austria 
Jahr:
2002