|
|
|
FEAST (Finite Element
Analysis of Spliced Timber) |
|
FEAST is a finite element analysis program which was originally written
and contains special elements for modeling spliced, vertically,
mechanically-laminated wood members. The version available here is
the original bare-bones FORTRAN program written in 1987. It is bare
bones in that in that it has no special preprocessor to assist in the
input of information, nor does it have a post-processor to aid in data
analyses. A version of the program developed in the early 90's
contains a preprocessor that allows for screen editing of program input.
The reason for not providing the later edition here is that there is no
accompanying documentation to assist in its use.
FEAST has unique capabilities. It can analyze laminated assemblies
in a way that today's extremely more powerful and user-friendly finite
element programs can not. FEAST was used extensively at UW-Madison
to improve our understanding of spliced, vertically-laminated wood
assemblies. To this end, it laid the foundation for the
development of ASABE Engineering Practice on mechanically-laminated
posts. |
|
Downloads |
|
FOR |
FEAST Fortran Source Code |
|
EXE |
FEAST Executable File |
|
PDF |
Theoretical and User's Manual for FEAST |
|
PDF |
|
|
|
|
MLBeam |
|
MLBeam (Multi-Layer Beam analysis) is the compliment to FEAST in that it
is used to analyze horizontally, mechanically-laminated
assemblies, whereas FEAST is used to model vertically,
mechanically-laminated assemblies. MLBeam is somewhat of a spin-off of
FEAST in that it was developed after FEAST, and uses many similar
FORTRAN subroutines.
MLBeam has been used at UW-Madison to study I-beams fabricated by
nailing together three pieces of dimension lumber. It has also
been used to study the impact of adding face plates to laminated posts
(see publications on horizontally-mechanically-laminated assemblies).
FEAST and MLBeam would be excellent tools for studying the effects of T-
or L-bracing of truss web members to reduce buckling potential. |
|
Downloads |
|
FOR |
MLBeam Fortran Source Code |
|
EXE |
MLBeam Executable File |
|
PDF |
User's Manual for MLBeam |
|
PDF |
|
|
|
|
DAFI (Diaphragm
and Frame Interaction) |
|
DAFI is a computer program for calculating the distribution of
horizontal loads among the individual post-frames and roof diaphragm
sections of a building. It can be used to analyze diaphragm action
in buildings in which bay spacings vary, the stiffness of individual
post-frames differ, endwalls are not assumed infinitely rigid, and/or
the stiffness of individual diaphragms are not the same. DAFI can best be
described as a specialized equation solver since it does little more
than simultaneously solve the equations of equilibrium relating frame
eave loads and deflections. There is a single equilibrium equation for
each building frame (i.e., each frame is allowed a single displacement
degree of freedom, that being a horizontal translation of the eave in a
direction parallel to the frame).
The original MS-DOS version of the program allows data to be input to
the program directly from the keyboard or from an input data file.
A windows version that is much more user friendly is almost complete.
It allows data to be entered using a
special screen editor. The data can be saved to and later recalled
from an input data file. The on screen editor enables input of
default loads and stiffness values which speeds data entry.
The MS-DOS version of the program is a single executable file that can
be run directly on most machines. The Windows version of DAFI is
being written by Benjamin D. Bohnhoff and will consist of several files
conveniently zipped for downloading. |
|
Downloads |
|
FOR |
DAFI Fortran Source Code (Original MS-DOS
Program) |
|
EXE |
DAFI Executable File (Original MS-DOS
Program) |
|
PDF |
Article on DAFI that includes an example
analysis |
|
|
|
|
|
|
DAFI3 (Diaphragm
and Frame Interaction - 3 Degrees of Freedom per Frame) |
|
DAFI3 is a computer program
that is currently under development by Benjamin D. Bohnhoff. It will
differ from DAFI in that each frame will be associated with three
horizontal translational degrees of freedom: one parallel to the frame
itself, and one parallel to each sidewall. Required program input
includes frame stiffness, roof/ceiling diaphragm stiffness values for
each bay, sidewall stiffness, chord axial stiffness and eave loads. |