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a training task performed in a computer simulation class using COMSOL multiphysics

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Measuring-the-load-on-a-metal-part-using-COMSOL

a training task performed in a computer simulation class using COMSOL multiphysics

Materials and methods

COMSOL multiphysics 6.2

Scheme and sizes

5426890405305249700

MAterial ASTM A289, parameters:

Screenshot_261

Load:

Screenshot_262

Create model

Model wizard/ 3d / SOlid mechanics / Stationary

Geometry/ mm

Geometry/ cylinder

in the values from the diagram, we take into account that the diameters are indicated there, and the program allows you to enter the radius, so divide by 2

Screenshot_263

Geometry/ booleans and partitions / difference

Screenshot_265

result

Screenshot_266

materials: ASTM A289 [forging, radial,tested at 20 °C (293 K), R = -1, axial, total strain amplitude]

here we record the properties of the material given to us in the task

Screenshot_267

Fixed constrait - lowe radial part

Screenshot_268

Boundary load - use from task (pay attention to the load vector - we indicate it with a minus sign on the X-axis so that it acts in the direction we need)

Screenshot_269

Do not forget to mesh a model

Screenshot_270

It's not necessary to use Extremely Fine quality, but I decided that my computer could handle it, even though it took longer than I had planned.

Study/ compute

Result

Screenshot_271

bandicam.2025-03-31.17-04-53-395.mp4

analysis of the results

the greatest stresses (red zone) are concentrated at the transition point from the cylindrical rod to the flange, on the inner surface of the flange, around the hole in the rod. There is also a small stress concentration at the junction of the rod with the flange. The screenshot shows the von Mises stress. This is an equivalent stress that is used to evaluate the flowability and strength of a material under a complex stress state (when several stresses are acting simultaneously). The maximum voltage is approximately 6 x 10^4 N/m2 = 60 MPa (megapascals).

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