Herr Marin, Borras F Xavier, Spaltmann Dirk, Kröll Mirco, Pirker Franz, Cihak-Bayr Ulrike
AC2T research GmbH, Viktor-Kaplan-Straße 2c, 2700 Wiener Neustadt, Austria.
Bundesanstalt für Materialforschung und-Prüfung (BAM), Unter den Eichen 44-46, 12203 Berlin, Germany.
Materials (Basel). 2022 Dec 23;16(1):131. doi: 10.3390/ma16010131.
Soft polymers such as the investigated polyurethane, characterized by low Young's moduli and prone to high shear deflection, are frequently applied in pneumatic cylinders. Their performance and lifetime without external lubrication are highly determined by the friction between seal and shaft and the wear rate. FEM simulation has established itself as a tool in seal design processes but requires input values for friction and wear depending on material, load, and velocity. This paper presents a tribological test configuration for long stroke, reciprocating movement, allowing the generation of data which meet the requirements of input parameters for FEM simulations without the geometrical influences of specific seal profiles. A numerical parameter study, performed with an FEM model, revealed the most eligible sample geometry as a flat, disc-shaped sample of the polymer glued on a stiff sample holder. At the same time, the study illustrates that the sensitivity of the contact pressure distribution to Poisson's ratio and CoF can be minimized by the developed and verified setup. It ensures robust, reliable, and repeatable experimental results with uniform contact pressures and constant contact areas to be used in databases and FEM simulations of seals, enabling upscaling from generically shaped samples to complex seal profiles.
诸如所研究的聚氨酯这类软质聚合物,其特点是杨氏模量低且易于产生高剪切变形,常用于气缸中。在无外部润滑的情况下,它们的性能和寿命很大程度上取决于密封件与轴之间的摩擦力以及磨损率。有限元模拟已成为密封设计过程中的一种工具,但需要根据材料、载荷和速度输入摩擦和磨损的数值。本文介绍了一种用于长行程往复运动 的摩擦学测试配置,该配置能够生成满足有限元模拟输入参数要求的数据,且不受特定密封轮廓几何形状的影响。使用有限元模型进行的数值参数研究表明,最合适的样品几何形状是将聚合物制成扁平的盘形样品并粘贴在刚性样品支架上。同时,该研究表明,通过所开发并经验证的装置,可以将接触压力分布对泊松比和摩擦系数的敏感度降至最低。它能确保获得稳健、可靠且可重复的实验结果,具有均匀的接触压力和恒定的接触面积,可用于密封件的数据库和有限元模拟,从而实现从一般形状的样品到复杂密封轮廓的放大。