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Evaluation of the strength of elastomeric membranes of pressure control devices

https://doi.org/10.17586/0021-3454-2023-66-11-982-988

Abstract

Deformation of a 3 mm thick rubber membrane under pressure created by working fluid is considered. The membrane is installed inside a cylinder and supported by a piston. When the piston is lowered, the membrane moves with it and the pressure of the working fluid deforms the membrane, stretching the rubber along the edges of the piston. A solution to the problem of determining the breaking stresses is presented, with special attention being paid to the area close to the membrane fastening, where the main deflection of the rubber and its inversion to the other side occur. Calculation and analysis of the results obtained of the area in the corners of the membrane along the edges of the piston, where the rubber is stretched under pressure, are performed. The problem is solved as a static one in an axisymmetric formulation without taking into account friction using the ABAQUS program. The most dangerous option is considered with zero friction between rubber and metal, and rubber is considered as a nonlinearly elastic, weakly compressible material. The results of numerical calculations on the strength criterion based on standard rubber indicators: tensile strength and elongation at break are analyzed. A conclusion is presented about the performance of the membrane according to the strength criterion.

About the Authors

V. L. Polonsky
Peter the Great St. Petersburg Polytechnic University
Russian Federation

Vladimir L. Polonsky, PhD; Peter the Great St. Petersburg Polytechnic University, Institute of Mechanical Engineering, Materials and Transport; Higher School of Mechanical Engineering; Associate Professor

St. Petersburg



E. A. Tarasenko
Peter the Great St. Petersburg Polytechnic University
Russian Federation

Elena A. Tarasenko, PhD, Associate Professor; Peter the Great St. Petersburg Polytechnic University, Institute of Mechanical Engineering, Materials and Transport; Higher School of Mechanical Engineering; Associate Professor

St. Petersburg



G. V. Ivanova
Peter the Great St. Petersburg Polytechnic University
Russian Federation

Galina V. Ivanova, Peter the Great St. Petersburg Polytechnic University, Institute of Mechanical Engineering, Materials and Transport; Higher School of Mechanical Engineering; Senior Lecturer

St. Petersburg



References

1. Kolpak E.P. Molodoy uchenyy, 2014, no. 16(75), pp. 78–84, URL: https://moluch.ru/archive/75/12757/. (in Russ.)

2. Asheychik A.A., Polonsky V.L. Reshetnevskiye chteniya, 2016, no. 20(1), pp. 540–542. (in Russ.)

3. Asheychik A.A., Polonsky V.L. Aktual'nyye problemy aviatsii i kosmonavtiki, 2016, no. 12(1), pp. 241–243. (in Russ.)

4. Polonsky V.L., Tyurin A.P. Khimicheskoye i neftegazovoye mashinostroyeniye, 2017, no. 4, pp. 44–47. (in Russ.)

5. Polonskii V.L., Tyurin A.P. Chemical and Petroleum Engineering, 2017, рр. 273–278. (in Russ.)

6. Polonskii V.L., Tyurin A.P. Scientific works of the Higher School of Mechanical Engineering, St. Petersburg, 2022, рр. 14–22. (in Russ.)

7. Polonsky V.L., Tarasenko E.A., Tsvetkova G.V. Journal of Instrument Engineering, 2020, no. 4(63), pp. 378–381. (in Russ.)

8. Lepetov V.A. Raschety i konstruirovaniye rezinovykh konstruktsionnykh izdeliy i form (Calculations and Design of Rubber Structural Products and Molds), Leningrad, 1972, 312 р. (in Russ.)

9. Asheychik A.A., Polonsky V.L. Raschet detaley mashin metodom konechnykh elementov (Calculation of Machine Parts by the Finite Element Method), St. Petersburg, 2016, 243 р. (in Russ.)

10. Malkov V.M., Kabrits S.A., Mansurova S.E. Vestnik of Saint Petersburg University. Applied Mathematics. Computer Science. Control Processes, 2011, no. 3, pp. 56–63. (in Russ.)

11. Kabrits S.A., Malkov V.M., Mansurova S.E. Mechanics of Solids, 2001, no. 1, pp. 38. (in Russ.)

12. Kabrits S.A., Chernykh K.F. Mechanics of Solids, 1996, no. 1, pp. 124. (in Russ.)

13. Kolpak E.P. Ustoychivost' i zakriticheskiye sostoyaniya bezmomentnykh obolochek pri bol'shikh deformatsiyakh (Stability and Supercritical States of Moment-Free Shells under Large Deformations), Doctor’s thesis St. Petersburg, 2000. (in Russ.)

14. Kolpak E.P. Mathlab: metody vychisleniy (Mathlab: Calculation Methods), St. Petersburg, 2007. (in Russ.)

15. Kolpak E.P. Vvedeniye v mekhaniku sploshnykh sred (Introduction to Continuum Mechanics), St. Petersburg, 2004. (in Russ.)


Review

For citations:


Polonsky V.L., Tarasenko E.A., Ivanova G.V. Evaluation of the strength of elastomeric membranes of pressure control devices. Journal of Instrument Engineering. 2023;66(11):982-988. (In Russ.) https://doi.org/10.17586/0021-3454-2023-66-11-982-988

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ISSN 0021-3454 (Print)
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