intro to ansys
TRANSCRIPT
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Getting Started with ANSYS
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Performing a Typical ANSYSAnalysis
The ANSYS program has many finite element analysis capabilities,ranging from a simple, linear, static analysis to a complex, nonlinear,transient dynamic analysis. The analysis guide manuals in the ANSYSdocumentation set describe specific procedures for performing analyses
for different engineering disciplines.
A typical ANSYS analysis has three distinct steps:
Build the model.
Apply loads and obtain the solution.
Review the results.
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Basic Modelling Steps inANSYS
Decide on the dimensionality of the model Try avoiding complications
Select the appropriate elementtypes
real constants
material properties
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Definitions
Elementtypesdefine the mathematics
Truss
Beam
Shell Solid,...
Real constantsmay be needed for properties that cant becalculated from the geometry
Shell thickness
Layer info,...
Material propertiesare the engineering properties
Youngs modulus
Poissons ratio
...
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Definitions
GEOMETRY 1D, 2D or 3D geometric model of the actual design to be
analysed
by itself has no solution capabilities
has almost all the dimensional properties
is used as the skeleton to the FE
FE Mesh contains the mathematics of the assumptions
DOF per node
interpolation functions
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Definitions
BOUNDARY CONDITIONS (BCs) Constraints
Loads
Initial conditions
Pre-stressed
Initial velocity
Load Steps progressive loading
non-linear analysis
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Definitions
KEYPOINTS smallest building blocks of a geometry
a line has 2 keypoints
LINES 2 keypoints are joined to make up a line
AREAS
An area is made of at least 3 straight lines, or 2 curved lines.
VOLUMES Volumes are made of areas
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Hierarchy in ANSYS
Volume Areas
Lines
Keypoints
Mesh Element
Geometry(Volume, Area, Line, Keypoint)
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Dependence in ANSYS
All objects in the hierarchy are dependentupon their underling objects:
ex: a LINE cannotbe deleted if it is part of an AREA ex: an AREA cannotbe deleted if it is part of a VOLUME
ex: a GEOMETRIC object cannotbe deleted if it is alreadyMESHED.
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Defining the Geometry
Bottom-up Modeling
In bottom-up modeling, first keypoints are defined,
then keypoints are joined to form lines, lines are joined to form areas
and finally areas are joined to form volumes.
Since all the entities are hierarchically related, a lowerdimensional entity cannot be deleted if it is connected to a
higher dimensional entity.
The modelling commands are available underPreprocessor|Modelling. All commands are categorically andlogically ordered, they all use dialog boxes to accept dataand most of them have a HELPbutton to access the on-line
manual pages.
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Defining the Geometry
Top-to-bottom Modelling
In top-to-bottom modelling, higher dimensional entitiessuch as lines, areas and volumes can be directly createdwhile their lower dimensional building blocks areautomatically created, i.e. , when a volume is createdthrough dimensions, all the areas, lines and keypointsnecessary to represent it are automatically created.
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Modifying the Geometry
The actual geometry of the model is usuallymuch more complex than the available solid
primitives. Boolean operationsare used to put
together simple building blocks. some of thecommands are Add
Glue
Intersect
Subtract
Selecting operations are used to apply these commands.
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Selecting Objects
Selection Operations
Almost all modelling operations are based around selecting thecorrect entity. Some basic selection concepts should beunderstood. By default all entities created are in the current
selection set unless otherwise instructed.
All selected entities are visible when plotted.
When selecting any entity, the source of the selection should bespecified. When starting a new selection the source should beFrom Full, where every entities are available for selection.
Reselectis used to start a new selection from the already selectedset, i.e. the entities other than the previously selected ones areinvisible to the next selection.
Also Selectwill expand the existing selection set.
Unselectwill remove the next selected entities from the selection
set.
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Grouping Objects
Components
Componentsare a convenient way of referring to aselection.
Selectionsets can be saved using the CMcommand forlater recall.
All selections can be saved as a component classifiedaccording to its nature.
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Meshing
Setting the Meshing Parameters
The accuracy of the solution is directly related to the densityof the mesh.
The size of the elements should be specified prior to themeshing of the model.
A denser mesh is desired around loads and critical locations
A coarser mesh can be used around regions of lesser
importance. The LESIZE command can be used for setting element size
or subdivision on the geometry with the help of variousselection filters.
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