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"Simulation Techniques for
FEM/FVM Cases "
7 DAYS FDP PROGRAMME (ONLINE MODE)
BY
MR SUJIT MISHRA
ASSISTANT PROFESSOR, DEPARTMENT OF MECHANICAL ENGINEERING
SCHOOL OF ENGINEERING AND TECHNOLOGY.
Design of Experiments for a Loaded Cantilever Beam
You will learn how to:
• Create the geometry of a part and define parameters that control the dimensions of the part
• Create a structural physics simulation that loads the part, and define parameters that extract the mass
and the maximum displacement and stress from the results
• Create a Design of Experiments simulation that explores changes in the geometry of the part and the
resulting change in behaviour.
• Review the results of the design exploration.
• Define objectives and search for the best design.
Problem
Description
You will create a model of a simple
cantilever beam. The initial
dimensions of the beam are a
height of 20 mm (h), a width of 30
mm (b), and a length of 200 mm
(L), as shown.
Conditions:
 The beam is fixed at one end, and you will apply a vertical load of 10,000 N to the free end (P).
 The beam is made of steel, which is assumed to be an isotropic and linear elastic material with a
Young's modulus of 200 GPa, a Poisson's ratio of 0.3, and a density of 7800 kg/m3.
Objective
• You create a physics simulation
that calculates the response of
the beam to the fixed load.
• You then include the physics
simulation in a Process
Composer workflow and drive
the simulation from a DOE that
varies the dimensions of the
beam (height, width, and length)
between specified limits.
• The DOE studies the effect of
varying the dimensions on the
mass of the loaded beam, the
peak von Mises stress, and the
maximum displacement.
WorkFlow:
Create the Parameters
Associate the Sketch Dimensions with
Parameters
Apply a Material
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Simulation Techniques for FEM.pptx

  • 1. "Simulation Techniques for FEM/FVM Cases " 7 DAYS FDP PROGRAMME (ONLINE MODE) BY MR SUJIT MISHRA ASSISTANT PROFESSOR, DEPARTMENT OF MECHANICAL ENGINEERING SCHOOL OF ENGINEERING AND TECHNOLOGY.
  • 2. Design of Experiments for a Loaded Cantilever Beam You will learn how to: • Create the geometry of a part and define parameters that control the dimensions of the part • Create a structural physics simulation that loads the part, and define parameters that extract the mass and the maximum displacement and stress from the results • Create a Design of Experiments simulation that explores changes in the geometry of the part and the resulting change in behaviour. • Review the results of the design exploration. • Define objectives and search for the best design.
  • 3. Problem Description You will create a model of a simple cantilever beam. The initial dimensions of the beam are a height of 20 mm (h), a width of 30 mm (b), and a length of 200 mm (L), as shown.
  • 4. Conditions:  The beam is fixed at one end, and you will apply a vertical load of 10,000 N to the free end (P).  The beam is made of steel, which is assumed to be an isotropic and linear elastic material with a Young's modulus of 200 GPa, a Poisson's ratio of 0.3, and a density of 7800 kg/m3.
  • 5. Objective • You create a physics simulation that calculates the response of the beam to the fixed load. • You then include the physics simulation in a Process Composer workflow and drive the simulation from a DOE that varies the dimensions of the beam (height, width, and length) between specified limits. • The DOE studies the effect of varying the dimensions on the mass of the loaded beam, the peak von Mises stress, and the maximum displacement.
  • 8. Associate the Sketch Dimensions with Parameters
  • 9.
  • 11.
  • 12.
  • 13.
  • 14.
  • 15.
  • 16.
  • 17.
  • 18. Related Guides and Resourses