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03 · Structural Analysis

Cantilever FEA Validation

Independent Engineering Study · July 2026

Validated a 6061-T6 aluminum cantilever in ANSYS Mechanical against Fusion 360 and Euler-Bernoulli beam theory under a 444.82 N end load, matching hand calculations within 3.8% for stress and 4.4% for deflection.

85.9 MPa
max von Mises
0.822 mm
max displacement
3.8%
stress difference
ANSYS Mechanical equivalent stress contour: 85.94 MPa peak von Mises stress at the fixed end.
ANSYS Mechanical equivalent stress contour: 85.94 MPa peak von Mises stress at the fixed end.
ANSYS Mechanical total deformation contour: 0.822 mm maximum displacement at the loaded free end.
ANSYS Mechanical total deformation contour: 0.822 mm maximum displacement at the loaded free end.

What

  • Validated the expected stress and deflection response of a rectangular 6061-T6 aluminum cantilever benchmark.
  • Defined a fixed mount and 444.82 N downward free-end load, then checked ANSYS results against Fusion 360 and Euler-Bernoulli beam theory.

How

  • Built a 170.053 mm by 29.388 mm by 6.35 mm benchmark in ANSYS Mechanical and Fusion 360 using 6061-T6 properties, a 186.61 mm squared fixed end face, and a distributed edge load.
  • Solved static structural studies and compared solver contours with hand calculations for area moment of inertia, maximum bending stress, and tip deflection.
  • Documented mesh, boundary conditions, load direction, and contour results so the validation can be repeated and reviewed.

Results

  • ANSYS predicted 85.94 MPa peak von Mises stress versus 82.76 MPa analytically, a 3.8% difference.
  • ANSYS predicted 0.822 mm maximum displacement versus 0.788 mm analytically, a 4.4% difference.
  • The 276 MPa yield-strength reference gives a 3.21 safety factor, with peak stress at the fixed end and maximum displacement at the free end as expected.

Tools & methods

  • ANSYS Mechanical
  • Fusion 360 Static Stress
  • FEA
  • Euler-Bernoulli beam theory
  • Stress analysis
  • Design validation

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