Effect of axial piston pin motion on tribo-dynamics of piston skirt-cylinder liner system

Author:

Meng Fanming,Du Minggang,Wang Xianfu,Chen Yuanpei,Zhang Qing

Abstract

Purpose The purpose of this study is to investigate the effects of the axial piston pin motion on the tribological performances of the piston skirt and cylinder liner vibration for an internal combustion engine (ICE) under different operation conditions. Design/methodology/approach The dynamic equation for the piston incorporating into axial piston pin motion is derived first. Then, the proposed equation and associated lubrication equations are solved using the Broyden algorithm and difference method, respectively. Moreover, the axial motion of the piston pin and its slap on the cylinder liner are studied under different operation conditions. Findings The axial piston pin motion leads to an overall increase in the friction power consumption. Increments in the ICE speed and lubricant viscosity can augment the axial pin motion and cylinder liner vibration, especially in the power stroke. The said increments cause the instability of the piston motion in the cylinder. The axial motion of piston pin can be restrained through the eccentricity of the piston pin close to the thrust side of the cylinder liner. Originality/value This study conducts detailed discussions of the effect of axial piston pin motion on tribological and dynamic performances for piston skirt-cylinder liner system of an internal combustion engine and gives a helpful reference to analyses and designs of internal combustion engines.

Publisher

Emerald

Subject

Surfaces, Coatings and Films,General Energy,Mechanical Engineering

Reference27 articles.

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2. Isothermal transient analysis of piston skirt-to-cylinder wall contacts under combined axial, lateral and tilting motion;Journal of Physics D: Applied Physics,2005

3. Investigation of reciprocating conformal contact of piston skirt-to-surface modified cylinder liner in high performance engines,2005

4. A class of methods for solving nonlinear simultaneous equations;Mathematics of Computation,1965

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