Application Catalog


128 - Structural Analysis of a Cantilever <DS>


Overview
Structural Analysis of a Cantilever :Overview
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The importance of strength design for devices is growing with the miniaturization and flattening of electrical equipment and measures to reduce vibrations are in even greater demand.
To understand the characteristics of electrical equipment, the vibration characteristics and strength of each part that make up the device need to be accurately evaluated. Therefore, the phenomenon of each individual part needs to be correctly analyzed first.
This example presents the use of a structural analysis to obtain eigenmodes and displacement that has a concentrated load for 3 types of mesh models of a simple cantilever. These results are then compared to the theoretical values.

Eigenmode
The first eigenmode for model A with a course mesh using the primary element, model B with a fine mesh using the primary element, and model C with a course mesh using the secondary element are indicated in Fig. 1. The first through third eigenfrequenies are indicated in Table 1.
The direction of deformation can be evaluated for the first eigenmode even with a course mesh, but a finer mesh needs to be generated, or the secondary element needs to be used to bring the results to approximately 5% when compared with the theoretical values of the eigenfrequencies including bend.
Structural Analysis of a Cantilever:Eigenmode
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Structural Analysis of a Cantilever:Eigenmode
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Displacement
The displacement in the Z-direction of models A, B, and C are indicated in Fig. 2, and the maximum displacement is indicated in Table 2.
Just as the eigenmode, the deformation can be estimated even with a course mesh, but a finer mesh needs to be generated, or the secondary element needs to be used to bring the error of the results to approximately 5% when compared with the theoretical maximum values including bend.
Structural Analysis of a Cantilever:Displacement
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Structural Analysis of a Cantilever:Displacement
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Updated: 2011-01-17



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