|
|
No more worries
for complicated finite element mesh modeling! The state-of-the-art
automatic finite element MESH generator can now dramatically
lessen your effort to create complicated structural analysis
models.

|
|
|
|
 |
MIDAS/FX+ program supports component
feature-based modeling and complete auto-generation of
mesh. Even those who are unfamiliar with mesh modeling
need not be intimidated. |
 |
MIDAS/FX+ contains a unique collection
of basic features that can be applied in combination to
form any complex configuration encountered in civil/architectural
structure and industrial facility modeling. The only aspect
that the user is required to perform is to simply imagine
the makeup of the configuration in terms of basic components.
Compared to the preprocessors of other mesh modelers,
MIDAS/FX+ works as if a child is playing with building
blocks. The superior MIDAS/FX+ modeling technique
renders substantially higher productivity. |
 |
MIDAS/FX+, a creation
of MIDAS, provides an optimized mesh network in practical
structural engineering.
|
In practice, using the creative
basic features of MIDAS/FX+, the modeling task of accurately
representing a 3-D configuration becomes as easy as 1-2-3.

Select a desired feature from the basic
feature templates. Then, enter the relevant geometric parameters
and assign the placing location and orientation.

3-D basic features are immediately created
in the working window.
Assign the features for which an intersection
calculation is to be carried out. Answer the questions by
a simple process of mouse-clicks whether to use the domain(s)
divided by the intersections.
The status of activating/deactivating
the domain(s) can be readily verified by graphic displays
in real time.
Once the desired element size is specified,
the entire mesh is created automatically.
Additional modeling work may be subsequently
performed, such as auto-generation of soil springs, using
the various functional capabilities of the program.
|
|
| |

|
|
| |
FX+ is an ideal preprocessing program, which consists
of multiple window frames such as project window, model window
and mesh window. It provides a wide range of functionality
for modeling, element mesh control mechanisms and convenient
user interface.
|
|
| |

|
|
| |

|
|
| |
The program provides 24 different types of basic features.
In order to create a 3-D structural configuration, the user
selects a suitable feature from the basic feature templates
and enters the relevant geometric parameters. And, subsequent
features can be added on to the previously created model.
|
Feature
|
Geometric
Parameters
|
Descriptions
|
|
Cone
|
|
Variation from a cylinder to a cone shape may
be created by varying the top and bottom diameters,
with or without eccentricities at each end. |
|
|
|
Pyramid
|
|
Varying the widths and depths at the top and bottom
may create different hexahedron, pyramid or tent
shapes. Eccentricities may be imposed in each planar
direction, to a corner or side. |
|
|
|
Rectangular
Box
|
|
Various rectangular box shapes can be created
depending on the width, depth and corner rounding. |
|
|
|
Blending
Box
|
|
Blended box configurations can be created by combining
one circular end and one rectangular end, linearly
connecting both ends. |
|
|
|
Elliptic
Head
|
|
Varying the diameter, height and effective rotational
angle can create various elliptical configurations. |
|
|
|
Elbow
|
|
A curved pipe is created at a given rotational
angle, varying from an elbow to a ring. |
|
|
|
Sphere
|
|
Varying effective latitudinal and longitudinal
angles can create a variety of full, semi or quarter
spheres. |
|
|
|
Shell
of
Revolution
|
|
A 3-D object is created along the path of a revolving
curved line about +z axis. A partial revolution
creates an irregular configuration. |
|
|
|
Circular
Plate
|
|
A basic plate feature representing a full circular
plate. |
|
|
|
Rectangular
Plate
|
|
Varying the width, depth and radii of rounding
corners can create various plate shapes. |
|
|
|
General
Plate
|
|
A general planar feature defined by curves and
points drawn by the user. |
|
|
|
Stiffener
Plate
|
|
Varying the widths at the top and bottom and the
heights at the left and right sides can create basic
plates in the shapes of rectangles, trapezoids or
triangles. |
|
|
|
Circular
Pipe
|
|
Specifying the diameter and heights of top and
bottom parts and angle of inclination can create
various circular pipes. |
|
|
|
Rectangular
Pipe
|
|
Specifying the cross sectional dimensions and
heights of top and bottom parts and angle of inclination
can create various rectangular pipes |
|
|
|
I-Beam
|
|
By designating a zero width, many different section
shapes can be formed. |
|
|
|
+-Beam
|
|
By eliminating one or more webs of a cruciform,
many derivatives can be created. |
|
|
|
C+C
Double
Plate
|
|
A circular band of reinforcing plate (with a circular
opening) used in welded connections. The width of
the band is the only data necessary. |
|
|
|
R+R
Double
Plate
|
|
A rectangular band of reinforcing plate with a
rectangular opening and rounded corners used in
welded connections. The width and radii of the corners
are the only data required. |
|
|
|
G+R
Doulble
Plate
|
|
A rectangular strip of reinforcing plate with
a general (circular/rectangular) opening and rounded
corners used in welded connections. The dimensions
of the rectangle and rounding radii are the only
data required. |
|
|
|
Circular
Flange
|
|
By specifying the inner diameter and width, the
connection position at the basic feature where the
flange is to be connected to is defined in the feature
coordinate system (FCS). |
|
|
|
Rectangular
Flange
|
|
Rectangular opening dimensions, inside and outside
corner rounding radii and width define a rectangular
flange. |
|
|
|
Hole
|
|
Various shapes of openings can be created through
an object by specifying the opening dimensions and
radii of the corners. |
|
|
|
Tunnel
|
|
A basic feature depicting a tunnel curvature defined
by three circular curves. |
|
|
|
Coons
Patch
|
|
A basic feature representing a free surface curvature
defined by bi-directional interpolation of a group
of four separate curved lines. |
|
|
|
By combining 24 basic features, virtually unlimited number
of different configurations encountered in practice may be
created.
|
|
| |

|
|
| |
FX+ supports (local) feature coordinate systems, which
are unique to each individual base features. We may locate
a specific base feature relative to another base feature already
defined rather than working in the global coordinate system.
Some examples are "locate the new feature at the top
of the existing feature F1" and similarly "at the
bottom" or "in the middle". The feature coordinate
system is supported throughout the process of all the tasks
including modeling and generating meshes and is used quite
extensively without referring to the global location.
|
|
| |

|
|
| |

|
|
| |
FX+ provides the CAD modeling method in addition to
the feature-based parametric modeling. The CAD modeling function
enables us to draw the outline shape of the model by points
and curves in which subsequent mesh generation takes place
by the automatic mesh generation function. Alternatively,
drawing data can be transferred to the FX+ program in
the form of the AutoCAD DXF file.
|
|
| |

|
|
| |

|
|
| |
Once the user specifies the subject basic features, MIDAS/FX+
automatically calculates the intersections and identifies
the individual components separated by the intersections.
The only task remaining for the user then, is to selectively
determine whether to include the separated components in the
mesh model by a simple process of mouse-clicks.

|
|
| |

|
|
| |
MIDAS/FX+, an achievement of MIDAS, is exclusively
developed for civil and architectural structures and industrial
facilities. The unique algorithm automatically generates a
complete mesh network. MIDAS/FX+ is capable of including
openings, lines and nodes that are present in the objects
for automatic mesh generation. MIDAS/FX+ offers a control
mechanism to manipulate mesh sizes and generates optimum meshes
required in practice.
Mesh Generation
Algorithm
| |
Grid Mesher : |
Generates non-structured element grids,
which maintain superior orthogonal characteristics. |
| |
Flex Mesher : |
Generates non-structured element grids with
versatile density controls and smooth size transitions |
| |
Map Mesher : |
Generates structured element grids. |
|
|
| |
 |
|
| |

|
|
| |
| MIDAS/FX+ implements 3 different methods
of generating element grids. |
|
|
Extrusion (Translation
& Rotation) |
|
|
Planar elements are translated and/or rotated
to generate solid element grids. |
|
|
Mapped Meshing |
|
|
A group of 12 curved lines defining a closed
volume generates structured solid element grids. |
|
|
Automatic Tetrahedral
Meshing |
|
|
MIDAS/FX+ generates tetrahedral solid
element grids within a given 3-D volume. |
|
|
| |

|
|
| |
In addition to the capability of automatic mesh generation,
FX+ provides a variety of other functions that enable
us to generate and manipulate meshes manually. We may select
and readily modify a specific part of meshes and optimize
the meshing. Using extrusion and different Meshers in conjunction
with fully automated mesh generation, we can readily create
meshes for even complex planar and solid models. Also, various
standards can be adopted to evaluate the quality of meshes
generated prior to analysis.
|
|
| |

|
|
| |

|
|
| |
The output of generated meshes can be produced in various
types of data files [fn.mgb, fn.mgt / fn.mcb, fn.mct] in MIDAS/Gen
and MIDAS/Civil as well as the following file types:
|
|
| |

|
|
| |
In addition, FX+ offers such other convenient functions
as unlimited Undo and Redo, AutoCAD DXF file insertion, project
integration, interface with MS-Excel, data check for unconnected
elements, context help, etc.
|
|
| |

|
|
| |

|
|
| |
The overall work process of FX+ using the base features
consists of the three main steps: Generation of Features,
Geometric Calculations and Mesh Generation.
|
|
| |

|
|
| |

|
|
| |
FX+ performs the preprocessing steps initially required
in the finite element analysis, whereas Gen and Civil include
steps for specifying analysis conditions such as loading conditions,
boundary conditions, etc., followed by analyzing and post-processing.
|
|
| |

|
|
| |
|
|