marmilew
Civil/Environmental
- Sep 24, 2013
- 16
Hello all
I model a simply supported beam with uniform pressure and rectangular cross-section. I use bilinear isotropic hardening model (Et=0) There are two cases:
1st case: to achieve elastic limit (load q=8*sigma_y*(bh^2/6)/L^2)
2nd case: plastic hinge, q=8*simga_y*(bh^2/4)/L^2
For solid model I achieve almost perfect results, and equivalent stress is only a bit bigger than yield stress (FE error i assume).
However, for the beam-model the the plastic-loading gives me stresses 150% bigger than yield stress!! For the 1st case sequential stress is almost yiled stress, but for 2nd case is 150% bigger than yield stress.
It looks like beam-model don't 'see' my bi linear hardening model but simple liner-elastic..
I model a simply supported beam with uniform pressure and rectangular cross-section. I use bilinear isotropic hardening model (Et=0) There are two cases:
1st case: to achieve elastic limit (load q=8*sigma_y*(bh^2/6)/L^2)
2nd case: plastic hinge, q=8*simga_y*(bh^2/4)/L^2
For solid model I achieve almost perfect results, and equivalent stress is only a bit bigger than yield stress (FE error i assume).
However, for the beam-model the the plastic-loading gives me stresses 150% bigger than yield stress!! For the 1st case sequential stress is almost yiled stress, but for 2nd case is 150% bigger than yield stress.
It looks like beam-model don't 'see' my bi linear hardening model but simple liner-elastic..