Theoretical and Experimental Analysis of a Non Contacting Elastohydrodynamic Sealing

Authors

  • Matthias Scherrer Institute of Machine Design and Hydraulic Drives, Johannes Kepler University, Linz, Austria
  • Rudolf Scheidl Institute of Machine Design and Hydraulic Drives, Johannes Kepler University, Linz, Austria

DOI:

https://doi.org/10.13052/ijfp1439-9776.2421

Keywords:

elasto-hydrodynamics, non-touching seal, spool valve

Abstract

This paper presents a novel elastohydrodynamic sealing concept for the contactless sealing of spool valves. The basic goal is that the spool and the sleeve can be manufactured with standard mechanical engineering precision. High initial gaps are compensated for the elastic deformation of an elastomer seal driven by a self-regulating hydrodynamic effect. The final gap reveals a small leakage within the range normal for precisely manufactured spool valves and also features a low friction since a direct, solid contact between the seal and the sleeve is prevented. This sought-after behavior in ideal conditions is compared with imperfect situations by means of a simulation study and experiments. The simulation uses a Finite Element model which takes the seal‘s elastic deformation, the mechanical contact, the sealing gap pressure and the surface roughness into account. A simple prototype of the sealing system was produced to test its functionality in real conditions. Leakages of QLeak <= 18 ml/min @180 bar were recorded. However, an unexpectedly high friction occurred indicating an actual contact between the seal and the sleeve. The component roughness was identified as the cause of this behavior.

Downloads

Download data is not yet available.

Author Biographies

Matthias Scherrer, Institute of Machine Design and Hydraulic Drives, Johannes Kepler University, Linz, Austria

Matthias Scherrer was awarded his master’s degree in mechatronics from the Johannes Kepler University (JKU) Linz, Austria, in 2018. He is currently studying for his PhD at the Institute of Machine Design and Hydraulic Drives at the JKU and his research centres on simulations and the experimental study of hydraulic components and systems, especially exoskeleton actuations. He also has experience of working in industry in the field of hydraulics for Hainzl Industriesysteme.

Rudolf Scheidl, Institute of Machine Design and Hydraulic Drives, Johannes Kepler University, Linz, Austria

Rudolf Scheidl completed both his M.Sc. in mechanical engineering and PhD in engineering sciences at the Vienna University of Technology. He has experience in the research and development of agricultural machinery (Epple Buxbaum Werke), continuous casting technology (Voest-Alpine Industrieanlagenbau) and paper mills (Voith). Since 1990, he has been a full Professor of mechanical engineering at the Johannes Kepler University, Austria. His research focuses on hydraulic drive technology and mechatronic design.

References

X. Li, S. Suo, F. Guo, C. Wu, and X. Jia, (2018). A study of reciprocating seals with a new mixed-lubrication model based on inverse lubrication theory. Lubrication Science, 30(3), 126–136.

A. Plummer Electrohydraulic servovalves – past, present, and future. Proc. 10th International Fluid Power Conference (10. IFK) March 8–10, 2016, Vol. 2, pp.

Q. P. Chen, H. Ji, H. H. Xing, and H. K. Zhao, (2021). Experimental study on thermal deformation and clamping force characteristics of hydraulic spool valve. Engineering Failure Analysis, 129, 105698.

M. Scherrer, R. Scheidl, S. Mittlböck (2019) Embodymentdesign of a hydraulic binary counter for exoskeleton use- problems and new solutions. In Proceedings of the 10th Workshop on Digital Fluid Power, February 28–March 1, 2019, Linz, Austria.

R. Mitter: Rechnerische Untersuchung eines Verschleißproblems im Injektor eines Common Rail Dieseleinspritzsystems auf Basis eines elasto-hydrodynamischen Modells – Ventilkolbenführung und Dichtfunktion gegen Hochdruck. Diploma thesis, Johannes Kepler University Linz, Asutria, 2000.

B. Winkler, G. Mikota, R. Scheidl, B. Manhartsgruber: Modelling and Simulation of the Elastohydrodynamic Behavior of Sealing Gaps, in Australian Journal of Mechanical Engineering (formerly Transaction of Mechanical Engineering), vol. 2, no. 1, 2005.

C. Gradl and R. Scheidl. A Combined Hydrostatic Hydrodynamic Bearing Based on Elastic Deformation. Proceedings of the Proceedings of the 9th FPNI Ph. D. Symposium on Fluid Power : October 26–28, 2016, Florianoìpolis, SC, Brazil. 2016.

W. Skolaut. Maschinenbau. Springer Vieweg. Springer-Verlag Berlin Heidelberg 2014.

M. Schulz, M. Baumann, F. Bauer and W. Haas. Influence of different shaft surface finishes on the tribological and functional behaviour of radial shaft seals. Proceedings: 19th – 21th March 2018: 11th International Fluid Power Conference.

M. Adjemout, N. Brunetiere and J. Bouyer. Numerical analysis of the texture effect on the hydrodynamic performance of a mechanical seal. 2016 IOP Publishing LtdSurface Topography: Metrology and Properties, Volume 4, Number 1.

Y. Wang, J. Wang, H. Yang, N. Jiang, and X. Sun, (2004). Theoretical analyses and design guidelines of oil-film-lubricated mechanical face seals with spiral grooves. Tribology Transactions, 47(4), 537–542.

E. Pedraza-Valle, G. Papageorgiou, A. Bowsher, P. F. Crudgington, C. M. Sangan, P. S. Keogh, and J. A. Scobie, (2019, June). On the Development of a Pressure Actuated Leaf Seal for Turbomachinery Applications. In Turbo Expo: Power for Land, Sea, and Air (Vol. 58653, p. V05BT15A009). American Society of Mechanical Engineers.

C. Gradl. Hydraulic stepper drive : conceptual study, design and experiments. PhD thesis, Johannes Kepler University Linz, 2017.

https://www.directplastics.co.uk/pdf/datasheets/PEEK%20Data%20Sheet.pdf, [Accessed: 09-March-2022].

https://plasticranger.com/top-5-high-tensile-strength-plastics/, [Accessed: 09-March-2022].

I. Krupka, P. Sperka, and M. Hartl, (2016). Effect of surface roughness on lubricant film breakdown and transition from EHL to mixed lubrication. Tribology International, 100, 116–125.

D. Shen, and R. F. Salant, (2007). An unsteady mixed soft EHL model, with application to a rotary lip seal. Tribology International, 40(4), 646–651.

M. Scaraggi, G. Carbone, and D. Dini, (2011). Experimental evidence of micro-EHL lubrication in rough soft contacts. Tribology Letters, 43(2), 169–174.

M. Scaraggi, J. Angerhausen, L. Dorogin, H. Murrenhoff and B. N. J. Persson (2018). Influence of anisotropic surface roughness on lubricated rubber friction: Extended theory and an application to hydraulic seals. Wear, 410, 43–62.

M. M. Reddi, “Finite-element solution of the incompressible lubrication problem.” (1969): 524–533.

M. Scherrer, R. Scheidl, E. Luckachev. A new elastic non contacting sealing concept for valves. 2020 IEEE Global Fluid Power Society PhD Symposium, October 19–21, 2020, online.

D. Bartel, ‘Verallgemeinerte Reynolds’sche Differenzialgleichung’, in Simulation von Tribosystemen: Grundlagen und Anwendungen, D. Bartel, Ed. Wiesbaden: Vieweg+

Teubner, 2010, pp. 21–37. doi: 10.1007/978-3-8348-9656-8_2.

G. Tatsumi, M. Ratoi, Y. Shitara, S. Hasegawa, K. Sakamoto, B. G. Mellor, Mechanism of oil-lubrication of PEEK and its composites with steel counterparts, Wear, Volumes 486–487, 2021, 204085.

W. Wieleba, T. Lesniewski, D. Elemes, A. Elemes, Friction Process of selected Polymers sliding on steel and duralumin in a lubricant envirnoment, Tribologia 4-2016.

N. Patir, H. S. Cheng, An average flow model for determining effects of threedimensional roughness on partial hydrodynamic lubrication, Journal of Lubrication Technology, Vol. 100, 1978.

R. Rituraj, R. Scheidl, Stability Analysis of Spools with Imperfect Sealing Gap Geometries, International Journal of Fluid Power, Vol. 21 3, 383–404.

Downloads

Published

2023-05-03

How to Cite

Scherrer, M. ., & Scheidl, R. . (2023). Theoretical and Experimental Analysis of a Non Contacting Elastohydrodynamic Sealing. International Journal of Fluid Power, 24(02), 141–170. https://doi.org/10.13052/ijfp1439-9776.2421

Issue

Section

Original Article

Most read articles by the same author(s)

1 2 > >>