吉林大学学报(工学版) ›› 2016, Vol. 46 ›› Issue (4): 1163-1174.doi: 10.13229/j.cnki.jdxbgxb201604023
夏德茂1, 奚鹰1, 华滨滨1, 周亚红1, 左建勇2
XIA De-mao1, XI Ying1, HUA Bin-bin1, ZHOU Ya-hong1, ZUO Jian-yong2
摘要: 建立了滑动摩擦系统热弹性失稳的数学模型,并推导了不同热点模式对应的临界速度表达式。分析了摩擦副的厚度和滑动层材料的热物理特性参数对摩擦系统热弹性失稳的影响。结果表明:滑动摩擦系统更易出现反对称分布的热点模式;增加摩擦层厚度,减小滑动层厚度、热传导系数、弹性模量以及热膨胀系数均可以提高标志滑动摩擦系统进入热弹性失稳状态所需的最低临界速度,而滑动层比热容对系统的稳定性几乎没有影响。
中图分类号:
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