International Scientific Journal

Thermal Science - Online First

Authors of this Paper

External Links

online first only

Mechanical grinding method of multi-axis linkage for elliptic contour based on algebraic geometry

Aiming at the shortcomings of traditional elliptic contour grinding methods, such as large grinding roughness and poor contour accuracy, a multi-axis mechanical grinding method based on algebraic geometry is proposed. This method studies the first attempt of elliptic contour. The process includes selecting suitable multi-axis grinding tools and selecting appropriate grinding methods according to grinding process. Using specific workpieces, grinding path planning, motion attitude determination and error compensation based on algebraic geometry for multi-axis mechanical grinding are carried out. The results show that compared with the traditional grinding method, the device has the smallest surface roughness, the contour radian is closer to the expected results, and has higher performance, which solves the grinding defects.
PAPER REVISED: 2019-08-30
PAPER ACCEPTED: 2019-09-05
  1. He B. W., Yin S. H., 2018. Gong S. Precision Model and Simulation for NC Machine Tool Aspheric Grinding. Computer Simulation 35(06): 225-229.
  2. Huang Y. C., 2016. Trajectory Planning Simulation of Six Freedom Degrees Polishing Robots Tensor Product Surface. Computer Simulation 32(07): 348-351.
  3. Li P. Y., Li X. L., 2017. Study on Rounte Optimization of Multi-axis Writing Robot. Computer Simulation 34(06): 335-339.
  4. Shang G., Han H., Zhu X., et al., 2017. Surface Integrity and Removal Mechanism of Silicon Wafers in Chemo-mechanical Grinding Using a Newly Developed Soft Abrasive Grinding Wheel. Materials Science in Semiconductor Processing 63: 97-106.
  5. Pandey PK. 2018. A New Computational Algorithm for the Solution of Second Order Initial Value Problems in Ordinary Differential Equations. Applied Mathematics & Nonlinear Sciences, 3(1): 167-174.
  6. Chen W., Liang Y., Hou X., et al., 2018. Mechanical Grinding Preparation and Characterization of TiO₂-Coated Wollastonite Composite Pigments. Materials 11(4): 593.
  7. Jia L., Du D., Peng Q., et al, 2018. Activation of Silicon in the Electrolytic Manganese Residue by Mechanical Grinding-roasting. Journal of Cleaner Production 192: 347-353.
  8. Liu X., Jiang Y., Qin C., et al., 2018. Enzyme-assisted Mechanical Grinding for Cellulose Nanofibers from Bagasse: Energy Consumption and Nanofiber Characteristics. Cellulose 25(12): 7065-7078.
  9. Zhang Z., Du Y., Bo W., et al., 2017. Nanoscale Wear Layers on Silicon Wafers Induced by Mechanical Chemical Grinding. Tribology Letters 65(4): 132.
  10. Ke W., Zhou L., Onuki T., et al., 2018. Study on the Finishing Capability and Abrasives-sapphire Interaction in Dry Chemo-mechanical-grinding (CMG) Process. Precision Engineering, S0141635918300746.
  11. Kumar S., Mukhopadhyay P., 2018. Ambient Stable Naphthalenediimide Radical Ions: Synthesis by Solvent-free, Sonication, Mechanical Grinding or Milling Protocols. Green Chemistry 10.1039.C8GC01614C-.
  12. Gan L., Chen J., Yue P., et al., 2017. NOx Removal over V2O5/WO3-TiO2 Prepared by a Grinding Method: Influence of the Precursor on Vanadium Dispersion. Industrial & Engineering Chemistry Research.
  13. Yang A, Yang X, Liu W, et al. 2019. Research on 3D Positioning of Handheld Terminal Based on Particle Swarm Optimization. Journal of Internet Technology, 20(2): 563-572.
  14. Kim K. J., Lee J. M., Ahn E. B., et al., 2017. Effect of Enzyme Beating on Grinding Method for Microfibrillated Cellulose Preparation as a Paper Strength Enhancer. Cellulose 24(8): 3503-3511.
  15. Lin B., Zhou K., Guo J., et al., 2018. Influence of Grinding Parameters on Surface Temperature and Burn Behaviors of Grinding Rail. Tribology International S0301679X18300987.
  16. González-Santander J. L., 2018. Surface Derivative Method for Inverse Thermal Analysis in Dry Grinding. Journal of Engineering Mathematics 112(1): 137-155.
  17. Othman M. F., Anuar N., Rahman S. A., et al., 2018. Cocrystal Screening of Ibuprofen with Oxalic Acid and Citric Acid via Grinding Method. IOP Conference Series: Materials Science and Engineering 358: 012065-.
  18. Pandey PK, Jaboob SSA. 2018. A Finite Difference Method for A Numerical Solution of Elliptic Boundary Value Problems. Applied Mathematics & Nonlinear Sciences, 3(1): 311-320.