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Simulation and analysis lab theory
1. SIMULATION AND ANSYS
LABORATORY –ME6711
S.DHARANI KUMAR
ASSISTANT PROFESSOR
DEPARTMENT OF MECHANICAL
ENGINEERING
Sri Eshwar College of Engineering
INTRODUCTION TO
ANSYS SOFTWARE
2.
3.
4.
5.
6. Objective
The objective of this introductory course is to teach
ANSYS basics in the following areas:
• ANSYS capabilities,
• ANSYS Interactive (GUI)
• Basic steps of performing a complete ANSYS analysis
• How to build Simple geometric model and Finite Element
Models in ANSYS
• Linear Static Stress Analysis (1D, 2D and 3D)
• Vibration analysis
• Thermal analysis
12. Current settings
User Prompt info
MAIN MENU
Graphics area
Icon toolbar menu
Utility menu
Input line
Raise/hidden icon
Contact managerCommand window icon
Abbreviation toolbar menu Model control
toolbar
14. Steps to be followed
• Preprocessor
• Geometric modeling
• Material modeling
• Element selection
• Discretization
• Loading and boundary conditions
• Selection of solver
• solving
• Viewing the result
17. Real constants
The calculation of element matrices requires material properties, nodal coordinate and
geometrical parameters. Any data required for the calculation of element matrix that
cannot be determined from the nodal coordinates or material properties are called real
constants
20. Geometric modeling
1. Top down modeling
2. Bottom up modeling
Bottom –up modeling- Starts with key
points, from which lines, areas and
volumes are generated
Top- down modeling-Starts with a definition of volumes
or areas ( Primitives), which are then combined in some
fashion to create the final shape
37. Bar Beam Truss Frame
Single Member Single member Many members
connected by pin joint
Many members are
connected by welding or
bolting
Take Loads
along the axis
Take loads
perpendicular to axis
Loads are applied at the
joint, can take force
along the axis of the
individual member
Multi force member can
take both axial and
perpendicular loads
One DOF per
node
(Translation)
Two DOF per Node
(Translation,
rotation)
( for 2Dimensional
structure)
Two DOF Per node
(Translation)
( for 2Dimensional
structure)
Three DOF per node
(2 Translation and
one rotation)
( for 2Dimensional
structure)
Frame=Bar /Truss + beam
Finite element modeling-1D