PISTON RING CAVITATION AND STARVATION DURING ENTRAINMENT MOTION

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PISTON RING CAVITATION AND STARVATION DURING ENTRAINMENT MOTION IJTC2010-41099 PISTON RING CAVITATION AND STARVATION DURING ENTRAINMENT MOTION REVERSAL By William Chong Dr Mircea Teodorescu Prof Nick Vaughan

motivation 48% of the total energy consumption of an Internal Combustion Engine (ICE) is used to overcome FRICTION [1] 19 % of the total FRICTION loss of an ICE is caused by the friction between the piston ring and liner [1] [1] S. C. Tung and M. L. McMillan. Automotive tribology overview of current advances and challenges for the future. Tribology International, 37(7):517{536, 2004.

Load for Top Ring

along the ring-liner conjunction To reduce friction by piston ring assembly Transient nature of tribology Effect of Cavitation Surface interactions along the ring-liner conjunction [2] Rahnejat, H., Balakrishnan, S., King, P. D., and Howell-Smith, S. In-cylinder friction reduction using a surface finish optimization technique. Proc. IMechE, Part D: J.Automobile Engineering, 2006, 220(D9), 1309–1318. [3] I, Etsion, Improving tribological performance of mechanical components by laser surface texturing, Tribology Letters,17(4)733-737,2004 Texturing on the ring[3] Texturing on the cylinder liner[2]

TRIBOLOGY Important Issues of Understanding Cavitation When and Where lubricating film rupture or separation occurs Measures to avoid component damage due to high friction Improves the lubricating process By Prof Dowson[4] [4] D. Dowson. Laboratory experiments and demonstration in tribology. the principles of hydrodynamic lubrication and cavitation in lubricating lms. 1968.

Reynold’s equation Shortcomings of Reynold’s Equation [5] & Reynolds Boundary Condition Analysis of lubricating film characteristics without taking into consideration: i. Cavitation Effect ii. Starvation Effect ONLY works under Full Film conditions where flow is laminar [5] O. Reynolds. On the theory of lubrication and its application to mr. beauchamp tower's experiments, in- cluding an experimental determination of the viscosity of olive oil. Royal Society of London Philosophical Transactions Series I, 177:157-234, 1886.

considers mass-conservation principle at the cavitation region Elrod [6,7] proposed a cavitation model based on Jacobsson-Floberg-Olsson’s (JFO) [8,9] theory which considers mass-conservation principle at the cavitation region considers the non-laminar flow at the interface between lubricant and cavities at the cavitation region [6] H. G. Elrod and M. L. Adams. Computer program for cavitation and starvation problems. In Proceedings of 1st Leeds-Lyon Symposium on Tribology: Cavitation and Related Phenomena in Lubrication, pages 37-41, New York, 1974 1976. Mechanical Engineering Publications. [7] H. G. Elrod. A cavitation algorithm. American Society of Mechanical Engineers, New York, 1981. H. G. Elrod.; In: Transactions of ASME. Journal of lubrication technology, Vol. 103, No. 3, (July 1981). [8] B. Jakobsson and L. Floberg. Journal bearing considering vaporization. Transactions of Chalmers University of Technology, 1957. [9] K. O. Olsson. Cavitation in dynamically loaded bearings. 1965.

Elrod’s cavitation algorithm Reynold’s equation Elrod’s cavitation algorithm

Piston ring geometry Piston kinematics Piston ring load Lubricant viscosity Lubricant density

[10] Y. R. Jeng. Theoretical analysis of piston-ring lubrication part ifully flooded lubrication. Tribology Transactions, 35(4):696-706, 1992.

High Entrainment Velocity

Firing TDC (Pressure)

(Fractional Film Content) Firing TDC (Fractional Film Content)

Suction BDC (Pressure)

(Fractional Film Content) Suction BDC (Fractional Film Content)

Piston Motion Start of Cavitation Reformation point pout Cavitation

Piston Motion Pre-reversal Cavitation

Friction/shear stress prediction Boundary Friction Asperity contact Viscous Friction

Greenwood and Tripp Friction Model

Single Asperity contact – Solvation (IJTC2010 – 41128) Molecule-Layering

conclusion The tribological characteristics of the piston ring lubrication can be predicted using Elrod's cavitation algorithm. The cavitation region formed at the trailing edge before inlet reversal briefly survives after the reversal leading to lubricant starvation and reduced film thickness.

Thank you