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The performance of the cutting head of the longitudinal shaft anchor excavation machine based on the fuzzy number and entropy evaluation method
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S Qiao 2
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1
College of Mechanical &Electrical Engineering, Changsha University, Changsha, Hunan 410022,China
 
2
College of Mechanical & Electrical Engineering, Changsha University, Changsha, Hunan 410022, China
 
 
Corresponding author
Zongming Zhu   

College of Mechanical & Electrical Engineering, Changsha University, Changsha, Hunan 410022, China
 
 
Mining Science 2022;29:53-70
 
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ABSTRACT
This paper focuses on the performance parameters of the cutting head. Two variables of the cutting head are selected to study, that is, the included the alloy head clip angle and the alloy head diameter. The installation angle of the pick is 55° and the section spacing is 60mm. Three groups of data were selected for each variable, and the ANSYS finite element analysis software was used to simulate the rock cutting of the pick, and the load characteristics of the pick were obtained. The fuzzy number principle and entropy evaluation method are used to evaluate the load fluctuation, specific energy consumption, and pick load of three groups of data in each variable, and then the optimal performance parameters of the pick are obtained. The specific work is as follows: 1. Two parameter variables of the pick are selected and analyzed by LS-DYNA simulation software to obtain the cutting load of the pick at work. 2. Determine the index set and evaluation set of the cutting head, use the fuzzy number principle and entropy evaluation method to calculate the weight of each parameter variable, create the fuzzy number relation evaluation matrix of performance parameters, and then use the fuzzy number comprehensive evaluation model to calculate the fuzzy number comprehensive evaluation result vector, finally get a set of optimal performance parameters of the pick. The final results show that the cutting head has the best performance when the alloy head clip angle is 100° and the alloy head diameter is 11mm.
 
REFERENCES (20)
1.
SU O., AKKAŞ M., 2020, Assessment of pick wear based on the field performance of two transverse type roadheaders: a case study from Amasra coalfield, Bulletin of Engineering Geology and the Environment, 79(5), 2499–2512.
 
2.
ESHAGHIAN O., HOSEINIE S.H., MALEKI A., 2021, Multi-attribute failure analysis of coal cutting picks on longwall shearer machine, Engineering Failure Analysis, 120, 105069.
 
3.
QIAO S., ZHANG Z.Q., ZHU Z.M. et al., 2021, Influence of cutting angle on mechanical properties of rock cutting by conical pick based on finite element analysis, Mining Science, 28.
 
4.
YIXUE L., 2019, Mechanical Analysis of Cutting Head Based on ANSYS Tunneling Machine on ANSYS Tunneling Machine, Taiyuan University of Science and Technology, DOI: 10.27721/.d.cnki.gyzjc.2019.000315.
 
5.
QIAN W., 2020, Study on the Mapping Relationship Between Vibration of Cutting Head of Rock Roadheader and Rock Hardness, Taiyuan University of Technology, DOI:10.27352/d.cnki.gylgu.2020.000483.
 
6.
HEKIMOGLU O.Z., 2018, Investigations into tilt angles and order of cutting sequences for cutting head design of roadheaders, Tunnelling and Underground Space Technology Incorporating Trenchless Technology Research, 76, 160–171.
 
7.
HOLMQUIST T.J., JOHNSON G.R., COOK W.H., 1993, A computational constitutive for concrete subjected to large strains, high strain rates and high pressure, Proceeding of the Fourteeth Inter-national Symposium on Interactics, 2, 591–600.
 
8.
XVTAO WU, YAO LI, HEPING LI, 2010. Research on the material constants of the H-J-C dynamic constitutive model for concrete, Chinese Journal of Applied Mechanics, 27(02), 340–344, 443.
 
9.
WEILING SU, XINGGAO LI, YU XU, DALONG JING, 2020, Numerical simulation of shield tool cutting concrete based on H-J-C model, Journal of Zhejiang University (Engineering Science), 54(06), 1106–1114.
 
10.
YAO LI, 2009, Research on H-J-C dynastic constitutive model for concrete, Hefei University of Technology.
 
11.
SHUO QIAO et al., 2022, Modelling and experimental investigation of cobalt-Rich crust cutting in ocean environment, Ocean Engineering, 245 (2022), 110511.
 
12.
SHUO QIAO et al., 2021, Numerical Investigation of Rock Cutting Modes with Conical Picks under Different Confining Pressures and Cutting Spaces, Arabian Journal for Science and Engineering, (2021), 1–11.
 
13.
SHUO QIAO et al., 2021, Research on cobalt-rich crust cutting modes by deep-sea mining vehicle and cutting performance evaluation, Marine Georesources and Geotechnology, (2021), 1–8.
 
14.
LIYING ZHANG, MENGQI ZHANG, 2020, Simulation on load of cutting head whose picks in cross-type arrangement with various spiral lines, Mining and Processing Equipment, 48, 10 (2020), 1–8. DOI: 10.16816/j.cnki.ksjx.2020.10.001.
 
15.
STOLARSKI T., NAKASONE Y., YOSHIMOTO S., 2018, Engineering analysis with ANSYS soft-ware, Butterworth-Heinemann.
 
16.
LIJUAN ZHAO et al., 2014, Influence of pick arrangement mode on shearer’s working performance, Mechanical Science and Technology for Aerospace Engineering, 33(12), 1838–1844.
 
17.
GOGOI MRIDUL KRISHNA, CHUTIA RITUPARNA, 2022, Fuzzy risk analysis based on a similari-ty measure of fuzzy numbers and its application in crop selection, Engineering Applications of Ar-tificial Intelligence, 107(2022), DOI: 10.1016/J.ENGAPPAI.2021.104517.
 
18.
KUMAR SANDEEP, KUMAR MOHIT, 2021, A New Approach to Solve Group Decision Making Problems with Attribute Values and Attribute Weights Represented by Interval-Valued Intuition-istic Fuzzy Numbers, International Journal of Applied and Computational Mathematics 7.4(2021), DOI: 10.1007/.S40819-021-01101-7.
 
19.
APPADOO S., Kumar A., GAJPAL Y., 2021, Generalized exponential trapezoidal fuzzy numbers based on variance, Journal of Information and Optimization Sciences 42.7(2021). DOI: 10.1080/.2021.1877403.
 
20.
KANÉ LADJI et al., 2021, A Mathematical Model for Solving the Linear Programming Problems Involving Trapezoidal Fuzzy Numbers via Interval Linear Programming Problems, Journal of Mathematics, (2021), DOI: 10.1155/2021/5564598.
 
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