Algorithmic Approach To The Assessment Automation of The Pipeline Shut-Off Valves Tightness

Algorithmic Approach To The Assessment Automation of The Pipeline ShutOff Valves Tightness

  IJETT-book-cover           
  
© 2021 by IJETT Journal
Volume-69 Issue-12
Year of Publication : 2021
Authors : Aslan A. Tatarkanov, Islam A. Alexandrov, Maxim S. Mikhailov, Alexander N. Muranov
DOI :  10.14445/22315381/IJETT-V69I12P218

How to Cite?

Aslan A. Tatarkanov, Islam A. Alexandrov, Maxim S. Mikhailov, Alexander N. Muranov, "Algorithmic Approach To The Assessment Automation of The Pipeline ShutOff Valves Tightness," International Journal of Engineering Trends and Technology, vol. 69, no. 12, pp. 147-162, 2021. Crossref, https://doi.org/10.14445/22315381/IJETT-V69I12P218

Abstract
The article analyses the prospects for applied mathematical and algorithmic support usage to study the sealing capability of contact shut-off valve sealing joints. For ensuring the equipment`s operability, it is necessary to determine the required level of sealing forces (contact pressures), on which, among other things, the product weight and size characteristics depend. The research relevance stems from reducing time and material costs at the design phase and the experimental development of pipeline valves. Accordingly, this research aims to develop a methodology for the automated assessment of quality parameters, firstly, the tightness of contact sealing joints to develop proposals for reducing the required level of contact pressures and weight-size characteristics of valves. The paper provides an overview and analytical study of methods for determining surface roughness parameters based on the theory of random functions, discrete, fractal, and discrete-fractal models. In addition, the analysis of the existing theoretical and empirical methods for determining the tightness of contact sealing joints, namely, the reduced (average) gap, porous body permeability, a set of capillaries, percolation, and finite element models, is presented. It is also made clear that the experimental methods. However, unambiguously confirming the operability of certain structures has a limited application in the early stages of the new sealing joint design process since the results depend on specific methods for monitoring tightness used in the products’ experimental development. A mathematical apparatus for modeling asperities and determining the sealing characteristics of sealing joints of shut-off valves is further introduced. The main scientific result of the study is the developed algorithm for evaluating these parameters, particular modules of which can be further implemented as software for automating the assessment of the tightness of contact sealing joints at various phases of valves design. In particular, it is planned to create software for the optimal design of the sealing joint of valves with homogeneous probing in the parameter space through LP?-sequences (Sobol sequence). The developed algorithm allows screening out irrelevant sets of design parameters at the early design phases without the need for their experimental verification, which will result in a decrease in the total time and material resources spent on the development of pipeline valves.

Keywords
sealing capability, contact sealing joint, shut-off valve, ball valves, pipe system, mathematical modeling, surface roughness models.

Reference
[1] K. Sotoodeh, A Practical Guide to Piping and Valves for the Oil and Gas Industry. Amsterdam: Elsevier Science & Technology, (2021).
[2] D. Mills, Pneumatic Conveying Design Guide, 3rd Edition. Oxford: Butterworth-Heinemann, (2015).
[3] B. K. Lyu, D. Xu, A. Nishimura, P. Jia, R. J. Huang, C. J. Huang, F. Z. Shen, X. Li, Y. G. Wang, W. T. Sun, and L. F. Li, A Leak Detection System for Valves Cooled to 20 K while Cooled with a GM Cryocooler, IOP Conference Series: Materials Science and Engineering, 755 (2020) 012149.
[4] F. Yun, G. Wang, Z. Yan, P. Jia, X. Xu, L. Wang, H. Sun, and W. Liu, Analysis of sealing and leakage performance of the subsea collet connector with lens-type sealing structure, Journal of Marine Science and Engineering, 8(6) (2020) 444.
[5] I. A. Alexandrov, A. A. Tatarkanov, and A. S. Sannikov, Development of Algorithms of Automated Products Quality Control System in Technological Processes of Machining, In 2020 International Conference Quality Management, Transport and Information Security, Information Technologies, (2020) 176-179.
[6] E. A. Ivakhnenko, L. M. Chervyakov, and O. Y. Erenkov, Formation of Quality Indicators System at Design of Mechanical Engineering Products, In International Conference on Industrial Engineering, (2019) 213-222.
[7] M. Y. Kulikov, M. A. Larionov, S. A. Sheptunov, and D. V. Gusev, The influence of pre-settings of the automated system rapid prototyping on the qualitative characteristics of formation, In 2016 IEEE Conference on Quality Management, Transport and Information Security, Information Technologies, (2016) 108-111.
[8] D. Nurhadiyanto, S. Haruyama, Mujiyono, and Sutopo, An analysis of changes in flange surface roughness after being used to tighten a corrugated metal gasket, IOP Conference Series: Materials Science and Engineering, 535(1) (2020) 012015.
[9] A. A. Tatarkanov, I. A. Alexandrov, and A. V. Olejnik, Evaluation of the contact surface parameters at knurling finned heat-exchanging surface by knurls at ring blanks, Periódico Tchê Química, 17(36) (2020) 372–389.
[10] I. A. Khalilov, E. A. Aliyev, and E. M. Huseynzade, The effect of surface roughness of a printing plate on the mechanics of a friction printing pair, SYLWAN, 164(7) (2020) 13-32.
[11] X. Feng, B. Gu, and P. Zhang, Prediction of Leakage Rates Through Sealing Connections with Metallic Gaskets, IOP Conference Series: Earth and Environmental Science, 199(3) (2018) 032090.
[12] Q. Zheng, J. Xu, B. Yang, and B. Yu, A fractal model for gaseous leak rates through contact surfaces under non-isothermal condition, Applied thermal engineering, 52(1) (2013) 54-61.
[13] Y. Xu, and R. L. Jackson, Statistical models of nearly complete elastic rough surface contact-comparison with numerical solutions, Tribology International, 105 (2017) 274-291.
[14] P. Jaszak The elastic serrated gasket of the flange bolted joints, International Journal of Pressure Vessels and Piping, 176 (2019) 103954.
[15] C. Liao, H. Chen, H. Lu, R. Dong, H. Sun, and X. Chang, A leakage model for a seal-on-seal structure based on porous media method, International Journal of Pressure Vessels and Piping, 188 (2020) 104227.
[16] P. Jolly, and L. Marchand, Leakage predictions for static gasket based on the porous media theory, Journal of Pressure Vessel Technology, 131(2) (2009) 021203.
[17] V. P. Tikhomirov, and ?. ?. Gorlenko, Criterion of tightness of flat mates, Friction and wear, 10 (2) (1989) 214-218,.
[18] S. Jianjun, M. Chenbo, L. Jianhua, and Y. Qiuping, A leakage channel model for sealing interface of mechanical face seals based on percolation theory, Tribology International, 118 (2018) 108-119 .
[19] P. I. Kiselev, Basics of Sealing in High Pressure Valves. ?oscow: Gosenergoizdat, (1950).
[20] L. ?. Kondakov, Hydraulic seals. ?oscow: Machine building, (1972).
[21] ?. I. Moldavanov, Quantitative assessment of the quality of pipe fittings seals. ?oscow: All Russian Scientific Research Institute of Energetic Industry, (1973).
[22] L. ?. Tunik, On the issue of calculating flat metal seals of hermetic action (valve construction). Leningrad: Central Design Bureau for Automatics, 1 (1972) 47-53.
[23] G. Boqin, C. Ye, and Z. Dasheng, Prediction of leakage rates through sealing connections with nonmetallic gaskets, Chinese Journal of Chemical Engineering, 15(6) (2007) 837-841.
[24] J. Jiang, H. Zhang, B. Ji, F. Yi, F. Yan, and X. Liu, Numerical investigation on sealing performance of drainage pipeline inspection gauge crossing pipeline elbows, Energy Science & Engineering, 9(10) (2021) 1858-1871.
[25] M. M. Krishna, M. S. Shunmugam, and N. S. Prasad, A study on the sealing performance of bolted flange joints with gaskets using finite element analysis, International Journal of Pressure Vessels and Piping, 84(6) (2007) 349-357.
[26] ?. I. Gurevich, Ideal fluid jets theory. ?oscow: Physmathgiz, (1961).
[27] N. B. Aspel, and G. G. Demkina, Hydrotreating of motor fuels. Leningrad: Chemistry, (1977).
[28] V. D. Rathod, G. A. Kadam, and V. G. Patil. Design and Analysis of Pressure Safety Release Valve by using Finite Element Analysis, IJETT International Journal of Engineering Trends and Technology, 13(1) (2014) 50-54.
[29] N. B. Thakare, and A. B. Dhumne, A Review on Design and Analysis of Adhesive Bonded Joint by Finite Element Analysis, IJETT International Journal of Mechanical Engineering, 2(4) (2015) 17-20.
[30] R. Patel, A. Kumar, J. K. Verma, Analysis and Optimization of Surface Roughness in Turning Operation of Mild Steel using Taguchi Method, IJETT International Journal of Engineering Trends and Technology, 34(7) (2016) 337-341.