Finite elasticity analysis: 2kPa inflation of a prolate element with rotating fibre and sheet fields and an incompressible + fluid shift pole-zero material law. Geometry is interpolated isochorically (Focus^3.Cosh[lambda].Sinh^2[lambda]).Hydrostatic pressure varies quartically in the transmural direction. Uses Newton's method with GMRES to solve the sparsely stored linear equations.
#Example_5513 Inflation of a prolate element incomp + fluid shift pole-zero # material fem fem define coordinates;r;prolfluid;example #3D prolate spheroidal fem define nodes;r;;example #4 nodes of previous example fem define bases;r;;example #trilinear + quartic hydr. pressure fem define element;r;;example #single axisymmetric element fem define fibre;r;;example #fibre angles of prev example fem define element;r;;example fibre #fibre elements fem define window fem draw lines fem define equation;r;;example #3D, finite elasticity, FEM fem define material;r;;example #incomp+fluid; pole-zero law fem define initial;r;;example #inflate to 2kPa fem define solve;r;;example #Newton with GMRES fem solve increment 0.1 iterate 3 fem solve increment 0.4 iterate 3 fem solve increment 0.5 iterate 12 #should take 10 iterations here fem draw lines def dot fem list strain xi 3 p 3 #transmural strains fem list stress xi 3 p 3 #transmural stresses
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example_5513.com 10-Apr-2000 1.1k prolfluid.ipbase 10-Apr-2000 4.3k prolfluid.ipcoor 10-Apr-2000 707 prolfluid.ipelem 10-Apr-2000 409 prolfluid.ipequa 02-May-2004 2.2k prolfluid.ipfibr 30-Jan-2001 1.3k prolfluid.ipinit 12-Dec-2002 2.0k prolfluid.ipmate 12-Dec-2002 5.9k prolfluid.ipnode 10-Apr-2000 1.2k prolfluid.ippara 17-Dec-2002 5.0k prolfluid.ipshee 10-Apr-2000 781 prolfluid.ipsolv 16-Aug-2010 2.6k prolfluid.ipsolv.old 13-Apr-2007 2.4k test_output_old.com 10-Apr-2000 17
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examples_5_55_551_5513.tar.gz 17-Aug-2010 8.6k
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