Abstract

All propeller-driven ships employ a drive shaft supported by journal bearings. To avoid water pollution, these bearings are generally lubricated by the surrounding water, removing the need for a rear seal. Such bearings, commonly referred to as Cutlass bearings, usually have an inner grooved nitrile rubber lining. The grooves (called flutes) allow debris to be flushed out and the bearing surface to be cooled. The remaining area is divided into a number of load-carrying areas called staves. At present, no rigorous design guide exists for these bearings. This paper presents a methodology to predict the minimum film thickness between the journal and the most heavily-loaded stave, an approach not hitherto reported in the literature. The method includes a new, 3D, finite element (FE) approach for soft elasto-hydrodynamic (EHL) predictive modelling of generated pressures in cutlass bearings. Model predictions compare favourably with experimental data. It is shown that the modulus of elasticity of the rubber has no influence on the minimum film thickness. An equation relating dimensionless film thickness to dimensionless load, clearance ratio and numbers of staves is presented. For a nominally circular bearing, increasing the clearance ratio or increasing the numbers of staves reduces load-carrying capacity. It is shown that distortion due to loading can increase load-carrying capacity.

Highlights

  • Rubber-lined journal bearings are widely used to support the propeller shafts of boats and ships, and the shafts of pumps

  • It has been shown in Equation (8) that the dimensionless film thickness is proportional to the clearance ratio according to: H ∝ C−1.25 when the dimensionless load parameter is constant

  • It is demonstrated that the modulus of elasticity has no influence on dimensionless load and clearance ratio is proposed

Read more

Summary

Introduction

Rubber-lined journal bearings are widely used to support the propeller shafts of boats and ships, and the shafts of pumps. Lubricants 2020, 8, 75 undertook pioneering research to investigate the pressures generated in a cutlass bearing, and performed some soft elasto-hydrodynamic (EHL) analysis aimed at trying to compare experiment with theory Their eight-flute bearing was 50 mm diameter with a length of 100 mm and a clearance of. In order to improve the design of rubber cutlass bearings, it is clearly necessary to develop a theoretical model of their performance that is supported by experimental data This paper presents such a model and compares it with the measurements presented by Cabrera et al [1] and examines the theoretical influence of the number of staves, the clearance ratio and the non-circularity of the bearing.

Materials
Validation
Dimensional
Distortion
Number of Staves
Clearance Ratio
Stave and
Conclusions

Talk to us

Join us for a 30 min session where you can share your feedback and ask us any queries you have

Schedule a call

Disclaimer: All third-party content on this website/platform is and will remain the property of their respective owners and is provided on "as is" basis without any warranties, express or implied. Use of third-party content does not indicate any affiliation, sponsorship with or endorsement by them. Any references to third-party content is to identify the corresponding services and shall be considered fair use under The CopyrightLaw.