Abstract
The bucket shape of a hydraulic excavator influences its excavating performance and is determined by its shape line. In this study, the inner surface line projected on the symmetrical plane of the bucket was adopted as the bucket shape line, and the value ranges of the main parameters for the shape line were investigated. By considering the centre of the arc at the bucket bottom as the origin, the Cartesian coordinate system was established, and the integrated equation of the bucket line was derived based on the geometric constraints related to the shape line. A general optimisation model of the bucket line was established using the integrated equation. The effects of four design variables on the optimisation goal were determined using the bucket of a 21 T excavator as an example, and the optimal shape line of the bucket was obtained using a genetic algorithm. The results indicated that the cutting angle decreased by 9.92 % in comparison with that before optimisation, which was beneficial in decreasing the digging resistance. Additionally, the aspect ratio decreased by 5.75 %, thereby reducing the bucket weight. Thus, the integrated expression and the optimisation of shape lines provide a general method and theoretical basis for optimising the bucket shape.
Similar content being viewed by others
References
Y. Tatsuya et al., Digging trajectory optimisation by soil models and dynamics models of excavator, SAE International Journal of Commercial Vehicles, 6 (2013) 429–440.
T. Koizumi et al., Evaluation process of digging performance for hydraulic excavator by bucket tip trace, Journal of System Design and Dynamics, 5 (2011) 1005–1016.
G. M. Hu et al., Trajectory planning for the moving boundary in three dimensional DEM simulations, Applied Mechanics and Materials (2013) 2418.
C. Meng, S. Fan and L. Han, The finite element analysis of the boom of 20-ton backhoe hydraulic excavator based on ANSYS, IOP Conference Series: Materials Science and Engineering, 538 (1) (2019).
C. H. Wang et al., Dynamic characteristics of the backhoe excavator bucket based on Pro/E and ANSYS, Advanced Materials Research (2013) 2140.
Z. H. Zou, J. Chen and X. P. Pang, Task space-based dynamic trajectory planning for digging process of a hydraulic excavator with the integration of soil-bucket interaction, Proc. IMechE, Part C: Proceedings of the Institution of Mechanical Engineers, 233 (2019) 598–616.
Y. J. Hou et al., Performance simulation and structural optimisation on bucket of WK-75 digging excavator, Digging and Processing Equipment, 42 (2014) 42–46.
Z. H. Shen and S. Q. Yang, The structural optimisation of excavator bucket based on monte-carlo simulation, Value Engineering, 33 (2014) 39–41.
L. J. Xu, S. Z. Yan and X. Q. Li, Modeling optimisation design of excavator bucket based on equal strength mechanics analysis, Journal of Machine Design, 33 (2016) 105–108.
S. F. Yin and K. Q. Yin, Analysis and optimum design of excavator bucket based on solidworks, Mechanical Research and Application, 29 (2016) 141–143+147.
A. Narayanan and S. Bhojne, Construction equipment’s bucket design based on soil-tool interaction-analytical and DEM approach, SAE Technical Paper (2017).
S. Zenkov, Strength analysis of EK-18 excavator bucket construction for mounting of anti-adhesive devices, IOP Conference Series: Materials Scienceand Engineering, 327 (2) (2018).
J. Maciejewski and A. Jarzebowski, Laboratory optimisation of the soil digging process, Journal of Terramechanics, 39 (2002) 161–179.
Y. G. Yin and Y. S. Cheng, Optimal geometrieal parameter of loader shovel, Journal of Jilin University (Engineering and Technology Edition), 3 (1989) 50–56.
J. Wang, L. Y. Tao and J. Q. Sun, Translational research on bucket of loader, Construction Machinery, 8 (2015) 99–101.
R. Li et al., Study on working resistance of loader bucket using discrete element method, Journal of Guangxi University of Science and Technology, 28(3) (2017) 77–82.
Acknowledgments
This work was funded by National Natural Science Foundation of China (No: 51605270), the Natural Science Research Project of Shaanxi Province (No: 2019JQ-884) and the Shaanxi Provincial Department of Education Scientific Research Project (No: 19JK0172).
Author information
Authors and Affiliations
Corresponding author
Additional information
Haoran Sun received B.E. degree from Yanshan University, China, in 2018. Now he is studying for a Master’s degree at Shaanxi University of Technology. His current research interest is optimization of bucket structure of excavator.
Zhigui Ren received Ph.D. degree from Chongqing University, China, in 2014. Now he is an Associate Professor in Shaanxi University of Technology. His current research interests are hydraulic excavator excavation resistance analysis, theoretical digging force research, hydraulic system energy saving and work device optimization design research work.
Junli Wang received Ph.D. degree from Northwestern Polytechnical University, China, in 2011. Now he works at Shaanxi University of Technology. His current research interests are aeroelastic, structural dynamics and fluid mechanics.
Weifeng Wei received Ph.D. degree from Xi’an University of Technology, China, in 2016. Now he works at Shaanxi University of Technology. His current research interests are cad/cam, optimization design theory and methods.
Yongyong Liang received Ph.D. degree from Lanzhou university, China, in 2014. Now he is a Lecturer in Shaanxi University of Technology. His current research interests are mechanical system simulation, mechanical performance analysis.
Minghao Feng received B.E. degree from Shaanxi University of Technology, China, in 2019. His current research interest is optimal design of backhoe hydraulic excavator working device based on synthesis digging.
Rights and permissions
About this article
Cite this article
Sun, H., Ren, Z., Wang, J. et al. Integrated expression and general optimisation method of bucket shape line of backhoe hydraulic excavator. J Mech Sci Technol 35, 2543–2550 (2021). https://doi.org/10.1007/s12206-021-0525-0
Received:
Revised:
Accepted:
Published:
Issue Date:
DOI: https://doi.org/10.1007/s12206-021-0525-0