ASIFEM is a finite element code for framed structures using the ASI-Gauss
technique, which is developed in Isobe Lab., University of Tsukuba. Memory
use and computational cost is minimized since it subdivides one structural
member with only two linear Timoshenko beam elements. Highly accurate solutions
and their convergencies are guaranteed. Basic loading problems for elastic/elasto-plastic,
static/dynamic, infinitesimal/finite deformation, truss/rahmen structures
can be analyzed. Updated Lagrangian Formulation (U.L.F.) is implemented
as the nonlinear incremental theory. Member fracture and elemental contact
are not considered. Please read user's manual before operation.
asifem_e.zip ・・・ Compressed file 734KB (unpack after download)
Files compressed in asifem_e.zip
asifem_v1_3.exe ・・・Numerical code execution file (ASIFEM Ver.1.3)
input.txt ・・・Input data file
output.txt，post.out，eqs.out ・・・Output data files
manual_e.pdf ・・・User's manual
Graphic.exe ・・・Graphic software execution file (using post.out, eqs.out as input files)
color_range.txt ・・・Color range file for graphic software
glut32.dll ・・・Dynamic library for graphic software
manual(Graphic.exe)_e.txt ・・・User's manual for graphic software
*Prof. Isobe and his collaborators have no obligation of whatsoever against the results of using the ASIFEM code.
The numerical code and user's manuals are to be revised without notice. If you need the source code, please contact Prof. Isobe directly.
2007.10.26 revised: Error output function is installed. Handling of errors are added in the user's manual. (Ver.1.10)
2007.10.30 revised: Moment input function is added. (Ver.1.11)
2008.2.14 revised: Input function for torsional coefficient is added. Modified for various compilers. (Ver.1.13)
2008.9.4 revised: Precision option is added. (Ver.1.20)
2017.3.23 revised: Program changed to the one described in the book "Progressive Collapse of Structures: Numerical Codes and Applications". (Ver.1.3)
2017.6.18 revised: Graphic software "iGraphic.exe" is added.
ASIFEM Ver.1.3 download (compressed file 1.2MB)
Source code download (compressed file 27KB) *password is required (please contact the developer)
ASI-Gauss technique reference site: