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ANSYS INC
ANSYS
• Engineering simulation software founded by software engineer John Swanson.
• Developed a range of computer-aided engineering (CAE) Products, it is
perhaps best known for its ANSYS mechanical and ANSYS multiphysics
products.
• Ansys mechanical and ANSYS multiphysics software are non exportable
analysis tools.
• These are general purpose finite element modeling packages for numerically
solving mechanical problems, including static/dynamic structural analysis both
linear/non linear), heat transfer and fluid problems
contd...
ABOUT ANSYS
About Analysis
Process of analyzing a structure to the externally
applied loads( Pressure, Force, Temperature)
Basic Terminologies-Structural analysis
• Stress
• Strain
• Poisson ratio
• Hook's law
• Young's modulus
• Bending moment
• Shear force
• Stress strain curve for various materials
• Linear
• Nonlinear
• Isotropic vs. anisotropic vs. orthotropic
Stress
When some external system of forces or
loads act on a body, the internal forces
(equal and opposite) are set up at various
sections of the body, which resist the
external forces. This internal force per unit
area at any section of the body is known as
unit stress or simply stress
Stress, =σ P/A
Strain
When a system of forces or loads act on a body,
it undergoes some deformation. This
deformation per unit length is known as unit
strain or simply a strain. It is denoted by a
Greek letter epsilon (ε).
Strain, ε = δl / l
δl = ε.l
Displacement
A change in the configuration of a continuum body
results in a Displacement. The displacement of a
body has two components: a rigid-body
displacement and a deformation. A rigid-body
displacement consists of a simultaneous
translation and rotation of the body without
changing its shape or size. Deformation implies
the change in shape and/or size of the body from
an initial or undeformed configuration to a
current or deformed configuration
Shear Stress
When a body is subjected to two equal and
opposite forces acting tangentially across the
resisting section, as a result of which the body
tends to shear off the section, then the stress
induced is called shear stress.
Shear stress, τ = Tangential force
Resisting area
Shear Strain
When a body is subjected to two equal and
opposite forces acting tangentially across the
resisting section, as a result of which the body
tends to shear off the section corresponding
strain is known as shear strain.
Shear Force
In static equilibrium, the internal force has a
magnitude equal to opposite in direction and
parallel to the cross-section. is called the
shear force.
F-Shear Force
BENDING MOMENT
• The bending moment at the cross section of a
beam may be defined as the algebric sum of
the moment of the forces to the right or left
of the section
• The bending moment at the cross section of a
beam may be defined as the algebric sum of
the moment of the forces to the right or left
of the section
DEGRESS OF FREEDOM
• Minimum no of independent co
ordinates required to determine
completely the positions of all parts of a
system at a given instant time
• Minimum no of independent co
ordinates required to determine
completely the positions of all parts of a
system at a given instant time
Young’s modulus And Poisson’s Ratio For Some Materials
Materials Young’s Modulus Poisson’s Ratio
Steel 2.1e5 0.3
Cast Iron 1.20e5 0.28
Wrought Iron 1.90e5 0.3
Aluminium 0.70e5 0.35
Aluminium Alloy 0.75e5 0.33
Brass 1.10e5 0.34
Bronze 1.20e5 0.34
Copper 1.20e5 0.34
Copper Alloy 1.25e5 0.33
Magnesium 0.45e5 0.35
Titanium 1.10e5 0.33
Glass 0.60e5 0.22
Rubber 50 0.49
Concrete 0.25e5 0.15
Truss element
• The truss elements are the part of a truss
structure linked together by point joints,
which transmit only axial force to the
element
• The truss elements are the part of a truss
structure linked together by point joints,
which transmit only axial force to the
element
GLOBAL & LOCAL AXES
GLOBAL :
Global axes are defined for the entire
system. They are same in direction for all the
elements even though the elements are
differently oriented
LOCAL :
Local axes are established in an
element. Since it is the element level, they
change with the change in orientation of the
element. The direction differs from element to
element
Need for Analysis
•To reduce product
development cycle time
•To reduce the cost of
product
•Idle time reduction
•Better design and
Alternate materials
•To reduce material
wastage
Types of Methods
• Mathematical approach
• Physical model
• Numerical method
Introduction to FEM & FEA
• FEM-Finite element method
• FEA –Finite element analysis
FEM
• Finite element method of structural analysis
was created by academic and industrial
researches during 1959’s and 1960’s
• Theoretical approach.
• Examples
Euler's rule, LaGrange method,
Newton raphson method, Fourier series
Nature of FEM
• Force method (Forces unknown)
Strain energy method
Consistent deformation method
Matrix flexibility method
Clayperons theorem of 3 moments
• Displacement method (Displacements unknown)
Kanis method
Slope deflection method
Matrix stiffness method
Moment distribution method
FEM
FEA
FEA-
simulate loading conditions on design &
determine design response to these
conditions
The design is modeled using discrete elements
called elements
The sum of response of all elements in the
model gives the response of design
Problem types in FEA
• Boundary value problem-static and steady
state analysis
• Initial value problem-fluid flow
• Eigen value problem-Modal analysis, vibration
and natural frequency
• Boundary initial value problem-forced
vibration, transient and dynamic analysis
Linear vs. Non linear
• What is linear analysis?
• What is non linear analysis?
• Types of non linearity
• When should we do a non linear analysis?
24/50
16.1.1 What is a Nonlinear
Structure
Displacements
Forces
Displacements
Forces
25/50
16.1.2 Causes of Nonlinearities
• Geometric Nonlinearity
• Material Nonlinearity
• Status Nonlinearity
26/50
Geometric Nonlinearity
Force
Displacement
Moment arm
Forces
Displacements
27/50
Material Nonlinearity
Strain StrainStress
Stress
Mild Steel Rubber
28/50
Status Nonlinearity
The contact area
depends on the
applied force
Force
29/50
16.1.3 Consequences of
Nonlinearities
• Principle of superposition no longer
applicable
• Solution may depend on loading history
30/50
16.2.1 Equations for a Nonlinear
Structure
( ) FDDK =×
D
K(D)
F(D)
31/50
16.2.2 Incremental Method
( ) FDDK =×
F
Error
Calculated
Response
Actual
Response
1
2
3
D
32/50
16.2.3 Newton-Raphson Method
D = D4
F = F4
Actual
response
1
2
3
4
D1 D2 D3
F1
F2
F3
33/50
16.2.4 Convergence Criteria in
ANSYS
D = D4
F = F4
Actual
respons
e
1
2
3
4
D1 D2 D3
F1
F2
F3
max
max
005.0
05.0
FF
DD
≤∆
≤∆
34/50
16.3.1 Radius of Convergence
D
F
Actual
response
Do Do
Radius of convergence
35/50
16.3.2 Consistent Stiffness Matrix
• Tangent stiffness
• Additional stiffness due to deformation (geometric
change)
• Additional stiffness due to stress stiffening
• Additional stiffness due to change of loading
direction.
aσuinc
KKKKK +++=
36/50
16.3.3 Load Steps, Substeps, and
Equilibrium Iterations
Substeps
Time
Load
Load step 2
Load step 1
D = D4
F = F4
Actual
respons
e
1
2
3
4
D1 D2 D3
F1
F2
F3
37/50
16.3.4 Concepts of Time
• The ends of load steps or substeps can be
identified by time.
• For dynamic problem, time is used as a
real-world clock.
• For static problem, time is used as a
counter.
38/50
16.3.5 Automatic Time Stepping
• For nonlinear problem, the user-input
∆t is used as initial incremental time.
• ANSYS adjusts ∆t automatically
according to the convergence
behavior of the solution.
39/50
16.3.6 Text Output Information
1
2
3
45
40/50
16.3.7 Graphical Output
Information
41/50
16.3.8 Automatic Nonlinear
Solution Control
• SOLCONTROL command can be used to
activate automatic nonlinear solution
control algorithm.
• The default is ON.
42/50
Basic Solution Options
01
02
03
04
05
06
07
08
09
10
SOLCONTROL, Key
ANTYPE, Antype
NLGEOM, Key
TIME, TIME
NSUBST, NSBSTP, NSBMX, NSBMN, Carry
DELTIM, DTIME, DTMIN, DTMAX, Carry
AUTOTS, Key
KBC, KEY
OUTRES, Item, FREQ, Cname
MONITOR, VAR, Node, Lab
43/50
16.4.1 Analysis Type (ANTYPE)
• For nonlinear analysis, only two
analysis types applicable: STATIC and
TRANS.
44/50
16.4.2 Nonlinear Geometry
(NLGEOM)
• NLGEOM turns ON/OFF the effects of
geometric nonlinearity.
45/50
16.4.3 Load Step Time (TIME)
• TIME specifies the time at the end of
the following load step.
46/50
16.4.4 Number of Substeps
(NSUBST, DELTIM)
• NSUBST specifies number of substeps for
the following load step.
• DELTIM specifies time for each substep for
the following load step.
• The two commands are equivalent, i.e.,
NSUBSTDELTIMTIME ×=
NSUBST, NSBSTP, NSBMX, NSBMN, Carry
DELTIM, DTIME, DTMIN, DTMAX, Carry
47/50
16.4.5 Automatic Time Stepping
(AUTOTS)
• AUTOTS turns ON/OFF the functions
of auto time stepping.
48/50
16.4.6 Ramped/Stepped Loading
(KBC)
0
Time
Load
Stepped load
Substeps
49/50
16.4.7 Output Controls (OUTRES)
• OUTRES controls the amount of data
stored in Jobname.RST.
OUTRES, Item, FREQ, Cname
50/50
16.4.8 Monitor File (MONTOR)
51/50
Advanced Solution Options
01
02
03
04
05
06
07
08
09
10
11
12
13
EQSLV, Lab, TOLER, MULT
SOLCONTROL, Key1, Key2
NEQIT, NEQIT
CNVTOL, Lab, VALUE, TOLER, NORM, MINREF
NROPT, Option,, Adptky
LNSRCH, Key
PRED, Sskey, --, Lskey
SSTIF, Key
PSTRES, Key
CUTCONTROL, Lab, VALUE, Option
TIMINT, Key, Lab
TINTP, GAMMA, ...
NCNV, KSTOP, DLIM, ITLIM, ETLIM, CPLIM
52/50
16.5.1 Equation Solver (EQSLV)
• EQSLV lets you choose the algorithm
solving the equations.
53/50
16.5.2 Time Step Prediction
Based on Contact Status
(SOLCONTROL)
• The second key of SOLCONTROL
command is to ask ANSYS to adjust
time steps according to contact
status.
SOLCONTROL, Key1, Key2
54/50
16.5.3 Number of Equilibrium
Iterations (NEQIT)
• NEQIT specifies the number of
iterations beyond which ANSYS would
start another “attempt”.
55/50
16.5.4 Convergence Criteria
(CNVTOL)
• CNVTOL overrides the default
convergence criteria.
56/50
16.5.5 Newton-Raphson Option
(NROPT)
(a) Full Method (b) Modified Method (c) Initial Method
NROPT, Option,, Adptky
57/50
16.5.6 Line Search (LNSRCH)
• LNSRCH turns ON/OFF the “line
search” algorithm in ANSYS.
58/50
16.5.7 Predictor (PRED)
59/50
16.5.8 Adaptive Descent (NROPT)
NROPT, Option,, Adptky
60/50
16.5.9 Stress Stiffening (SSTIF,
PSTRES)
• SSTIF/PSTRES turns ON/OFF the
computation of stress stiffness (Kσ
)
and storing on file.
61/50
16.5.10 Cutback Control
(CUTCONTROL)
• CUTCONTROL specifies the conditions
in which ANSYS would decrease time
step during auto time stepping.
62/50
16.5.11 Time Integration Effects
(TIMINT, TINTP)
• TIMINT turns ON/OFF transient
effects.
• The parameter GAMMA of TINTP
command can be used to introduce a
“numerical damping”.
TIMINT, Key, Lab
TINTP, GAMMA, ...
63/50
16.5.12 Stop Control (NCNV)
• NCNV specifies the stop (failure)
conditions of the computation.
NCNV, KSTOP, DLIM, ITLIM, ETLIM, CPLIM
64/50
16.5.13 Terminating an Analysis
65/50
16.5.14 Restarting an Analysis
• An analysis terminated normally can
be restarted.
66/50
16.6 Exercise: Hyperelastic Planar
Seal
ANSYS- TOPICS
Static analysis
• Analysis of a structure for various loads under static condition i.e.
component under rest when loads are applied
Examples
Holding devices-Clamp or fixture analysis
Types
Linear analysis
Non linear analysis
Dynamic analysis
• Analysis of a structure for various loads under
Dynamic condition i.e. component is in motion when
loads are applied or time varying loads
Examples
Suspension systems of a vehicle
Types
Linear analysis
Non linear analysis
Structural analysis-Design
consideration
• Change design
• Alternate material
Thermal analysis
• To determine the temperature distribution
occurring in the model
Modes of heat transfer
Conduction
Convection
Radiation
Basic terminologies-thermal analysis
• Coeff of thermal expansion
• Heat transfer coefficient
• Thermal conductivity
• Heat generation (Q)
• Thermal flux
Structure Idealization
• Process of discritization of a structure into
element and nodes
• Infinite no of D.O.F to Finite D.O.F
Types of discritization
Natural
Artificial
FEM
• Nodes
• Elements
Types of elements
1D-Line element(Min 2 nodes)
2D-Plane element (Area-Min 4 node)
3D-Solid element (Volume-min 8 nodes)
EXAMPLES FOR FINITE ELEMENT
ONE DIMENSIONAL ELEMENTS :
TRUSS ELEMENTS
BAR, BEAM ELEMENTS
TWO DIMENSIONAL ELEMENTS :
TRIANGULAR ELEMENTS
RECTANGULAR ELEMENTS
THREE DIMENSIONAL ELEMENTS
TETRAHEDRAL ELEMENTS
HEXAHEDRAL ELEMENTS
Stages
• Preprocessing
• Solution
• Postprocessing
Meshing-Importance & drawbacks
• Why should we mesh
• Element quality
• Problems associated with meshing
Basic terminologies meshing
• Aspect ratio
• Skewing
• Warp age
Types of refinement
H refinement
P refinement
H and P versions
H and P improve the accuracy of the fem
In h versions the order of polynominal approximation
for all elements kept constant and the no of elements
increased.
In P version the no of elements are maintained
constant and the order of polynominal approximation
of element is increased
FEM/ANSYS
Section1:
Structural
By completing this section you will learn basic structural analysis using ANSYS.
Section 3:
Fluid Mechanics
By completing this section you will learn basic structural analysis using ANSYS.
Section 4:
Vibration
By completing this section you will learn basic vibration analysis using ANSYS.
List of other CAE softwares
• Msc Nastran
• Patran
• Ls dyana
• Addams
• Comsol
• Fluent
• gambit
• Star CD
• Hyper form
• Pam crash
• Mat lab
• ANSA

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FEA Using Ansys

  • 2. • Engineering simulation software founded by software engineer John Swanson. • Developed a range of computer-aided engineering (CAE) Products, it is perhaps best known for its ANSYS mechanical and ANSYS multiphysics products. • Ansys mechanical and ANSYS multiphysics software are non exportable analysis tools. • These are general purpose finite element modeling packages for numerically solving mechanical problems, including static/dynamic structural analysis both linear/non linear), heat transfer and fluid problems contd... ABOUT ANSYS
  • 3. About Analysis Process of analyzing a structure to the externally applied loads( Pressure, Force, Temperature)
  • 4. Basic Terminologies-Structural analysis • Stress • Strain • Poisson ratio • Hook's law • Young's modulus • Bending moment • Shear force • Stress strain curve for various materials • Linear • Nonlinear • Isotropic vs. anisotropic vs. orthotropic
  • 5. Stress When some external system of forces or loads act on a body, the internal forces (equal and opposite) are set up at various sections of the body, which resist the external forces. This internal force per unit area at any section of the body is known as unit stress or simply stress Stress, =σ P/A
  • 6. Strain When a system of forces or loads act on a body, it undergoes some deformation. This deformation per unit length is known as unit strain or simply a strain. It is denoted by a Greek letter epsilon (ε). Strain, ε = δl / l δl = ε.l
  • 7. Displacement A change in the configuration of a continuum body results in a Displacement. The displacement of a body has two components: a rigid-body displacement and a deformation. A rigid-body displacement consists of a simultaneous translation and rotation of the body without changing its shape or size. Deformation implies the change in shape and/or size of the body from an initial or undeformed configuration to a current or deformed configuration
  • 8. Shear Stress When a body is subjected to two equal and opposite forces acting tangentially across the resisting section, as a result of which the body tends to shear off the section, then the stress induced is called shear stress. Shear stress, τ = Tangential force Resisting area
  • 9. Shear Strain When a body is subjected to two equal and opposite forces acting tangentially across the resisting section, as a result of which the body tends to shear off the section corresponding strain is known as shear strain.
  • 10. Shear Force In static equilibrium, the internal force has a magnitude equal to opposite in direction and parallel to the cross-section. is called the shear force. F-Shear Force
  • 11. BENDING MOMENT • The bending moment at the cross section of a beam may be defined as the algebric sum of the moment of the forces to the right or left of the section • The bending moment at the cross section of a beam may be defined as the algebric sum of the moment of the forces to the right or left of the section
  • 12. DEGRESS OF FREEDOM • Minimum no of independent co ordinates required to determine completely the positions of all parts of a system at a given instant time • Minimum no of independent co ordinates required to determine completely the positions of all parts of a system at a given instant time
  • 13. Young’s modulus And Poisson’s Ratio For Some Materials Materials Young’s Modulus Poisson’s Ratio Steel 2.1e5 0.3 Cast Iron 1.20e5 0.28 Wrought Iron 1.90e5 0.3 Aluminium 0.70e5 0.35 Aluminium Alloy 0.75e5 0.33 Brass 1.10e5 0.34 Bronze 1.20e5 0.34 Copper 1.20e5 0.34 Copper Alloy 1.25e5 0.33 Magnesium 0.45e5 0.35 Titanium 1.10e5 0.33 Glass 0.60e5 0.22 Rubber 50 0.49 Concrete 0.25e5 0.15
  • 14. Truss element • The truss elements are the part of a truss structure linked together by point joints, which transmit only axial force to the element • The truss elements are the part of a truss structure linked together by point joints, which transmit only axial force to the element
  • 15. GLOBAL & LOCAL AXES GLOBAL : Global axes are defined for the entire system. They are same in direction for all the elements even though the elements are differently oriented LOCAL : Local axes are established in an element. Since it is the element level, they change with the change in orientation of the element. The direction differs from element to element
  • 16. Need for Analysis •To reduce product development cycle time •To reduce the cost of product •Idle time reduction •Better design and Alternate materials •To reduce material wastage
  • 17. Types of Methods • Mathematical approach • Physical model • Numerical method
  • 18. Introduction to FEM & FEA • FEM-Finite element method • FEA –Finite element analysis
  • 19. FEM • Finite element method of structural analysis was created by academic and industrial researches during 1959’s and 1960’s • Theoretical approach. • Examples Euler's rule, LaGrange method, Newton raphson method, Fourier series
  • 20. Nature of FEM • Force method (Forces unknown) Strain energy method Consistent deformation method Matrix flexibility method Clayperons theorem of 3 moments • Displacement method (Displacements unknown) Kanis method Slope deflection method Matrix stiffness method Moment distribution method FEM
  • 21. FEA FEA- simulate loading conditions on design & determine design response to these conditions The design is modeled using discrete elements called elements The sum of response of all elements in the model gives the response of design
  • 22. Problem types in FEA • Boundary value problem-static and steady state analysis • Initial value problem-fluid flow • Eigen value problem-Modal analysis, vibration and natural frequency • Boundary initial value problem-forced vibration, transient and dynamic analysis
  • 23. Linear vs. Non linear • What is linear analysis? • What is non linear analysis? • Types of non linearity • When should we do a non linear analysis?
  • 24. 24/50 16.1.1 What is a Nonlinear Structure Displacements Forces Displacements Forces
  • 25. 25/50 16.1.2 Causes of Nonlinearities • Geometric Nonlinearity • Material Nonlinearity • Status Nonlinearity
  • 28. 28/50 Status Nonlinearity The contact area depends on the applied force Force
  • 29. 29/50 16.1.3 Consequences of Nonlinearities • Principle of superposition no longer applicable • Solution may depend on loading history
  • 30. 30/50 16.2.1 Equations for a Nonlinear Structure ( ) FDDK =× D K(D) F(D)
  • 31. 31/50 16.2.2 Incremental Method ( ) FDDK =× F Error Calculated Response Actual Response 1 2 3 D
  • 32. 32/50 16.2.3 Newton-Raphson Method D = D4 F = F4 Actual response 1 2 3 4 D1 D2 D3 F1 F2 F3
  • 33. 33/50 16.2.4 Convergence Criteria in ANSYS D = D4 F = F4 Actual respons e 1 2 3 4 D1 D2 D3 F1 F2 F3 max max 005.0 05.0 FF DD ≤∆ ≤∆
  • 34. 34/50 16.3.1 Radius of Convergence D F Actual response Do Do Radius of convergence
  • 35. 35/50 16.3.2 Consistent Stiffness Matrix • Tangent stiffness • Additional stiffness due to deformation (geometric change) • Additional stiffness due to stress stiffening • Additional stiffness due to change of loading direction. aσuinc KKKKK +++=
  • 36. 36/50 16.3.3 Load Steps, Substeps, and Equilibrium Iterations Substeps Time Load Load step 2 Load step 1 D = D4 F = F4 Actual respons e 1 2 3 4 D1 D2 D3 F1 F2 F3
  • 37. 37/50 16.3.4 Concepts of Time • The ends of load steps or substeps can be identified by time. • For dynamic problem, time is used as a real-world clock. • For static problem, time is used as a counter.
  • 38. 38/50 16.3.5 Automatic Time Stepping • For nonlinear problem, the user-input ∆t is used as initial incremental time. • ANSYS adjusts ∆t automatically according to the convergence behavior of the solution.
  • 39. 39/50 16.3.6 Text Output Information 1 2 3 45
  • 41. 41/50 16.3.8 Automatic Nonlinear Solution Control • SOLCONTROL command can be used to activate automatic nonlinear solution control algorithm. • The default is ON.
  • 42. 42/50 Basic Solution Options 01 02 03 04 05 06 07 08 09 10 SOLCONTROL, Key ANTYPE, Antype NLGEOM, Key TIME, TIME NSUBST, NSBSTP, NSBMX, NSBMN, Carry DELTIM, DTIME, DTMIN, DTMAX, Carry AUTOTS, Key KBC, KEY OUTRES, Item, FREQ, Cname MONITOR, VAR, Node, Lab
  • 43. 43/50 16.4.1 Analysis Type (ANTYPE) • For nonlinear analysis, only two analysis types applicable: STATIC and TRANS.
  • 44. 44/50 16.4.2 Nonlinear Geometry (NLGEOM) • NLGEOM turns ON/OFF the effects of geometric nonlinearity.
  • 45. 45/50 16.4.3 Load Step Time (TIME) • TIME specifies the time at the end of the following load step.
  • 46. 46/50 16.4.4 Number of Substeps (NSUBST, DELTIM) • NSUBST specifies number of substeps for the following load step. • DELTIM specifies time for each substep for the following load step. • The two commands are equivalent, i.e., NSUBSTDELTIMTIME ×= NSUBST, NSBSTP, NSBMX, NSBMN, Carry DELTIM, DTIME, DTMIN, DTMAX, Carry
  • 47. 47/50 16.4.5 Automatic Time Stepping (AUTOTS) • AUTOTS turns ON/OFF the functions of auto time stepping.
  • 49. 49/50 16.4.7 Output Controls (OUTRES) • OUTRES controls the amount of data stored in Jobname.RST. OUTRES, Item, FREQ, Cname
  • 51. 51/50 Advanced Solution Options 01 02 03 04 05 06 07 08 09 10 11 12 13 EQSLV, Lab, TOLER, MULT SOLCONTROL, Key1, Key2 NEQIT, NEQIT CNVTOL, Lab, VALUE, TOLER, NORM, MINREF NROPT, Option,, Adptky LNSRCH, Key PRED, Sskey, --, Lskey SSTIF, Key PSTRES, Key CUTCONTROL, Lab, VALUE, Option TIMINT, Key, Lab TINTP, GAMMA, ... NCNV, KSTOP, DLIM, ITLIM, ETLIM, CPLIM
  • 52. 52/50 16.5.1 Equation Solver (EQSLV) • EQSLV lets you choose the algorithm solving the equations.
  • 53. 53/50 16.5.2 Time Step Prediction Based on Contact Status (SOLCONTROL) • The second key of SOLCONTROL command is to ask ANSYS to adjust time steps according to contact status. SOLCONTROL, Key1, Key2
  • 54. 54/50 16.5.3 Number of Equilibrium Iterations (NEQIT) • NEQIT specifies the number of iterations beyond which ANSYS would start another “attempt”.
  • 55. 55/50 16.5.4 Convergence Criteria (CNVTOL) • CNVTOL overrides the default convergence criteria.
  • 56. 56/50 16.5.5 Newton-Raphson Option (NROPT) (a) Full Method (b) Modified Method (c) Initial Method NROPT, Option,, Adptky
  • 57. 57/50 16.5.6 Line Search (LNSRCH) • LNSRCH turns ON/OFF the “line search” algorithm in ANSYS.
  • 59. 59/50 16.5.8 Adaptive Descent (NROPT) NROPT, Option,, Adptky
  • 60. 60/50 16.5.9 Stress Stiffening (SSTIF, PSTRES) • SSTIF/PSTRES turns ON/OFF the computation of stress stiffness (Kσ ) and storing on file.
  • 61. 61/50 16.5.10 Cutback Control (CUTCONTROL) • CUTCONTROL specifies the conditions in which ANSYS would decrease time step during auto time stepping.
  • 62. 62/50 16.5.11 Time Integration Effects (TIMINT, TINTP) • TIMINT turns ON/OFF transient effects. • The parameter GAMMA of TINTP command can be used to introduce a “numerical damping”. TIMINT, Key, Lab TINTP, GAMMA, ...
  • 63. 63/50 16.5.12 Stop Control (NCNV) • NCNV specifies the stop (failure) conditions of the computation. NCNV, KSTOP, DLIM, ITLIM, ETLIM, CPLIM
  • 65. 65/50 16.5.14 Restarting an Analysis • An analysis terminated normally can be restarted.
  • 68. Static analysis • Analysis of a structure for various loads under static condition i.e. component under rest when loads are applied Examples Holding devices-Clamp or fixture analysis Types Linear analysis Non linear analysis
  • 69. Dynamic analysis • Analysis of a structure for various loads under Dynamic condition i.e. component is in motion when loads are applied or time varying loads Examples Suspension systems of a vehicle Types Linear analysis Non linear analysis
  • 71. Thermal analysis • To determine the temperature distribution occurring in the model Modes of heat transfer Conduction Convection Radiation
  • 72. Basic terminologies-thermal analysis • Coeff of thermal expansion • Heat transfer coefficient • Thermal conductivity • Heat generation (Q) • Thermal flux
  • 73. Structure Idealization • Process of discritization of a structure into element and nodes • Infinite no of D.O.F to Finite D.O.F Types of discritization Natural Artificial
  • 74. FEM • Nodes • Elements Types of elements 1D-Line element(Min 2 nodes) 2D-Plane element (Area-Min 4 node) 3D-Solid element (Volume-min 8 nodes)
  • 75. EXAMPLES FOR FINITE ELEMENT ONE DIMENSIONAL ELEMENTS : TRUSS ELEMENTS BAR, BEAM ELEMENTS TWO DIMENSIONAL ELEMENTS : TRIANGULAR ELEMENTS RECTANGULAR ELEMENTS THREE DIMENSIONAL ELEMENTS TETRAHEDRAL ELEMENTS HEXAHEDRAL ELEMENTS
  • 77. Meshing-Importance & drawbacks • Why should we mesh • Element quality • Problems associated with meshing
  • 78. Basic terminologies meshing • Aspect ratio • Skewing • Warp age Types of refinement H refinement P refinement
  • 79. H and P versions H and P improve the accuracy of the fem In h versions the order of polynominal approximation for all elements kept constant and the no of elements increased. In P version the no of elements are maintained constant and the order of polynominal approximation of element is increased
  • 80. FEM/ANSYS Section1: Structural By completing this section you will learn basic structural analysis using ANSYS.
  • 81. Section 3: Fluid Mechanics By completing this section you will learn basic structural analysis using ANSYS.
  • 82. Section 4: Vibration By completing this section you will learn basic vibration analysis using ANSYS.
  • 83. List of other CAE softwares • Msc Nastran • Patran • Ls dyana • Addams • Comsol • Fluent • gambit • Star CD • Hyper form • Pam crash • Mat lab • ANSA