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指数型粘度修正模型及应用 被引量:3

Correcting Model of Viscosity with Exponential Function Derived and Its Application
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摘要 根据吸附理论和分子间能量的变化规律来确定表面相互作用程度 ,以此可定义吸附层 ,得出吸附层厚度的分析计算式。吸附层厚度对研究薄膜润滑是最关键的因素 ,是薄膜与厚膜不同分析的关键点。根据分子相互作用的基本理论及流体力学的基本定义得出指数型粘度修正的表达式 ,用于确定微小间隙内流体粘度的变化规律 ,从而建立薄膜润滑理论模型 ,计算薄膜润滑轴承的特性。 Based on adsorbent theory and the law of energy change, the degree of interaction on the surface is determined. The adsorbent layer is defined. Analysis calculation formula on the thickness of adsorbent layer is obtained. The thickness of adsorbent layer is the most critical factor for thin film lubrication research, and is a critical point to the difference between thin film and thick film analyzed. According to the theory of interaction of molecules and basic definition of hydromechanics, correcting model of viscosity with exponential function is derived. It can be used to determine the law of change of fluid viscosity in micro\|clearance, and thus the rationale is provided for theoretic model of thin film lubrication established. [
出处 《中国工程科学》 2001年第10期53-58,共6页 Strategic Study of CAE
基金 国家"九五"攀登计划资助项目 (PD95 2 190 0 ) 自然科学基金资助项目 ( 19990 5 10 ) 山东自然科学基金资助项目(Y98F0 10 82 )
关键词 吸附层 粘度 薄膜润滑 轴承 分子相互作用 润滑剂 厚度 指数型粘度修正模型 adsorbent layer viscosity thin film lubrication bearing
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  • 1曲庆文,机械科学与技术,1996年,15卷,6期,883页

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  • 1曲庆文,朱均.薄膜润滑的等效粘度模拟计算[J].机械科学与技术,1996,15(6):883-886. 被引量:21
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