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This is a simple axisymmetric model with an o-ring modeled in a gland with a simulated shaft. The material model is a two coefficient Mooney-Rivlin model. The initial load - case is to insert the shaft into the o-ring. Next pressure was introduced to seat the o-ring into the corners of the gland. Next torsion was applied to the shaft to study the interaction between the shaft and o-ring with friction specified.

The analysis model is shown below.

The gland and the shaft were modeled as rigid contact bodies. Friction was specified between the o-ring and the shaft. A node in contact with the shaft was selected and a time-displacement (in the torsional direction) history plot was obtained. The initial portion of the curve is the insertion and the application of pressure. It is the later portion of the curve that is interesting. As the torsion was applied, the node rotated with the shaft. When the static friction was overcome, the seal started to slip back to its original position. The static friction would overcome the sliding friction and node would again start to move torsionally until it slipped again. The animation file will show the slippage by a fluxuation of the von Mises contours. A study such as this can help to understand the wear patterns and life of seals.

The following video shows results from the analysis.

Video of O Ring Analysis.

Note: the ZIP files download faster than the AVI file. After downloading, you must unzip the file with a program, such as WinZip or PKzip. Then choose "File | Open" from your web browser's menu. Find the unzipped file and open it with the web browser. Click on the image to see the video.

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