Abstract

Distribution of the maximum undeformed chip thickness can be approximated as the reproduction of grooves and protrusions of the grinding surface. It plays a very important role in grinding process as it has a close influence on the prediction and modeling of grinding forces, tool life, and surface quality, as well as process stability. In this study, it is investigated from the perspective of the real interference depth of the active abrasive grain to cater to the performance evaluation of the grinding surface. Firstly, image processing techniques combined with three dimensional topography tests are utilized to extract grains' essential characteristics such as the protrusion height, shape, distribution and density. Then, grains' wear is quantified by the probability assignment function and Dempster-Shafer evidence theory. Based on this, the actual interference depth of a single grain is determined. Through grain's kinematics analysis and considering the effect of contact deformation on the actual contact arc length and affective cutting edge density, the distribution of chip thickness in the current grinding area is defined and its distribution model is established. Model's correctness and rationality are verified by grinding experiments of the slider raceway. Results demonstrate the grain's interference depth highly depends on its protrusion height, wear amount and grinding depth which is a primary contributor to the size of undeformed chip thickness, and grains' density, contact deformations mainly affect its distribution. The quantified distribution model of the maximum undeformed chip thickness lays a foundation for the topography modeling and integrity research of grinding surfaces.

Highlights

  • Grinding is the material removal process on which abrasives are fixed to a grinding tool or a grinding wheel [1]

  • The real contact arc length and the number of active cutting edges are influenced by the contact deformation in the grinding zone which inevitably brings in a change in the maximum undeformed chip thickness (MUCT) distribution

  • From a scanning electron microscope (SEM) of the abrasive grain morphology obtained in our previous work, the AAG shape after dressing is simplified into an arbitrary pyramid which is expressed in [27]

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Summary

INTRODUCTION

Grinding is the material removal process on which abrasives are fixed to a grinding tool or a grinding wheel [1]. Where r is the chip width-to-thickness ratio Another method to calculate the MUCT is based upon a material balance between the volume of chips produced at the cutting points and the overall removal rate. The real contact arc length and the number of active cutting edges are influenced by the contact deformation in the grinding zone which inevitably brings in a change in the MUCT distribution. Numerous researches have investigated the grit wear behavior based on a single grain [17]–[20] It is mainly carried out from process parameters, bond volume, grain size, grain embedding depth, grinding load and other aspects [5], [21]–[23]. The third type is the contact deformations in wheel-workpiece and grain-workpiece zones

THE ESSENTIAL CHARACTERISTICS OF THE ACTIVE ABRASIVE GRAIN
THE SHAPE AND SIZE OF THE AAG
DISTRIBUTION OF CHIPS
MODEL SIMULATIONS
CONCLUSIONS
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