A Numerical Assessment of the Belleville Spring Strength Behaviour

Noor Alhuda Hayder Ali, Mohammed Ali Nasser, K. J. Jadee
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Abstract

This research presented a numerical assessment for a a selected theoretical design of single and stacked Belleville spring taken into consideration the strength behaviour. Theoretical and numerical analysis focused on two main factors which are the spring force and the variation of the stress at a specific locations across the spring section related to the deflection. This research chose the spring design dimensions according to the Belleville spring standard. The numerical simulation are done by employing ANSYS APDL 2018 software based on the same design and selected material properties. The comparison between the finding shows a good match with deviation less about, where the variation for a single spring being less than 10.9%, and the deviations being about 11.8% and 12.8% for two and three parallelly stacked discs. On the other hand, the divergence was approximately 12.4% and 12.2% for two and three discs stacked in series. The stress distribution results across the spring section shows at the final deflection of (1.15 mm), the maximum von Mises stress is concentrated at the upper surface of the inner hole of the spring, this stress is reduced in value when goes deeply through the thickness of the disc, till reach the minimum value at the middle section of the thickness.
贝勒维尔弹簧强度行为的数值评估
本研究对单层和叠层贝勒维尔弹簧的选定理论设计进行了数值评估,并考虑了强度行为。理论和数值分析侧重于两个主要因素,即弹簧力和与变形相关的弹簧截面特定位置的应力变化。本研究根据贝勒维尔弹簧标准选择弹簧设计尺寸。在相同设计和所选材料属性的基础上,使用 ANSYS APDL 2018 软件进行了数值模拟。比较结果表明,单个弹簧的偏差小于 10.9%,而两个和三个平行堆叠圆盘的偏差分别约为 11.8% 和 12.8%。另一方面,串联堆叠的两个和三个圆盘的偏差分别约为 12.4% 和 12.2%。整个弹簧截面的应力分布结果显示,在最终变形(1.15 毫米)时,最大 von Mises 应力集中在弹簧内孔的上表面,当深入圆盘厚度时,应力值逐渐减小,直到厚度中间部分达到最小值。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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