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FACULTY OF ENGINEERING
(INDUSTRIAL ELECTRONIC AND CONTROL)
MEMS TECHNOLOGY
(KXGK6108)
Simulate the Eigen frequency of 3D cantilever beam
By comsol 4.3
KHAIRI AHMED ELRMALI
KGK1500011
SUBMITTED TO: DR. NORHAYATI BINTI SOIN
Semester I
Academic Session 2016
Comsol Simulation
 Selecting Physics
 Defining Geometry
 Defining Materials
 Setting up Physics
 Meshing
 Simulation
 Analysis of Results
Exrcise1 : simulate the Eigen frequency of 3D cantilever beam
Structure description :
Model : Cantilever beam
Geometry parameter :
Length L = 300 micrometer
Width W = 20 micrometer
Thickness t = 2 micrometer
Kind of material Cu
Solid Mechanics graph for this model shown below in Fig (1)
Figure 1 : 3D plot solid mechanics Cantilever beam
Results:
We fixed one side and the the opposite one which expanded and result in the
oscillation Define study six step Eigen frequency at relative tolerance 1 e-6
Figure 2 : Eigenvalue Solver
After compute 3D plot set different values of Eigen frequency to get different 3D bending
shapes can be show below in Fig(2,a):
Figure (2,a): Bending shape with Eigen frequency
Figure (2,b): Bending shape with Eigen frequency
Simulation Result for a 3-D Cantilever Beam with Static Load
figure 6: Parameter Sweep
Figure 7 : The static displacement field in the prestressed beam.
Figure 8: Graph result displacement field
Figure9: Graph result of total displacement

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Cantilever1

  • 1. FACULTY OF ENGINEERING (INDUSTRIAL ELECTRONIC AND CONTROL) MEMS TECHNOLOGY (KXGK6108) Simulate the Eigen frequency of 3D cantilever beam By comsol 4.3 KHAIRI AHMED ELRMALI KGK1500011 SUBMITTED TO: DR. NORHAYATI BINTI SOIN Semester I Academic Session 2016
  • 2. Comsol Simulation  Selecting Physics  Defining Geometry  Defining Materials  Setting up Physics  Meshing  Simulation  Analysis of Results Exrcise1 : simulate the Eigen frequency of 3D cantilever beam Structure description : Model : Cantilever beam Geometry parameter : Length L = 300 micrometer Width W = 20 micrometer Thickness t = 2 micrometer Kind of material Cu Solid Mechanics graph for this model shown below in Fig (1) Figure 1 : 3D plot solid mechanics Cantilever beam
  • 3. Results: We fixed one side and the the opposite one which expanded and result in the oscillation Define study six step Eigen frequency at relative tolerance 1 e-6 Figure 2 : Eigenvalue Solver After compute 3D plot set different values of Eigen frequency to get different 3D bending shapes can be show below in Fig(2,a): Figure (2,a): Bending shape with Eigen frequency
  • 4. Figure (2,b): Bending shape with Eigen frequency
  • 5. Simulation Result for a 3-D Cantilever Beam with Static Load figure 6: Parameter Sweep Figure 7 : The static displacement field in the prestressed beam.
  • 6. Figure 8: Graph result displacement field Figure9: Graph result of total displacement