Abstract
Performance behaviours of a sector-shaped hydrodynamic thrust bearing have been presented herein, incorporating the combined geometry of a pocket and a fish (Rohita Labeo) scale texture on the pad surface. The governing Reynolds equation incorporating the mass conservation algorithm is discretized employing FEM and then the solution of the sets of the equations by applying FBNS method. Based on the numerical investigation, it is found that the textured pad enhances the film load capacity and reduces the friction coefficient than the conventional pad case.
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Abbreviations
- a :
-
Fish texture width (m)
- b :
-
Spacing of fish textures (m)
- h :
-
Film thickness (m)
- \(\overline{h}\) :
-
\(= h/h_{2}\)
- h 1 :
-
Inlet film thickness (m)
- h 2 :
-
Minimum (exit) film thickness (m)
- h d :
-
Pocket/Texture depth (m)
- \(\overline{h}_{T}\) :
-
\(= (h + h_{d} )/h_{2}\)
- M r :
-
\(= (2r_{z} + b)/(a + b)\)
- n :
-
Unit normal vector
- N :
-
Shape function
- N f :
-
\(= \theta_{f} /\theta_{c}\)
- N fp :
-
\(= (\theta_{f} - \theta_{p} )/\theta_{c}\)
- N r :
-
Total elements in radial direction
- N θ :
-
Total elements in sliding direction
- p :
-
Gauge pressure (N/m2)
- \(\overline{p}\) :
-
\(= ph_{2}^{2} /(\mu_{0}\Omega R_{1}^{2} )\)
- r :
-
Radial coordinate (m)
- \(\overline{r}\) :
-
\(= r/R_{1}\)
- r initial :
-
= (0.5 × ΔR − rz)
- r z :
-
Width of pocket in r direction (m)
- R 1 :
-
Inner radius of bearing (m)
- R 2 :
-
Bearing outer radius (m)
- ΔR (or B):
-
Bearing width (m)
- \(\theta_{f}\) :
-
Circumferential extents of pocket/texture
- \(\theta_{0}\) :
-
Pad angle (degree)
- \(\theta_{p}\) :
-
Circumferential extents of pocket in case of pocketed-fish textured pad
- \(\mu_{0}\) :
-
Viscosity 40 °C temperature (N-s/m2)
- Ω:
-
Speed (s−1)
- \(\phi\) :
-
Cavity or void fraction \((1 - \rho /\rho_{0} )\)
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Acknowledgements and Declaration of Conflict of Interests
The authors would like to acknowledge the usage of IIT Delhi’s Baadal and HPC facilities. Moreover, the authors declare that there are no conflicts of interest in publishing this paper.
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Atwal, J.C., Pandey, R.K. (2022). Synergistic Effect of Pocket and Bionic Texture on the Performance Behaviours of Thrust Pad Bearing. In: Kumar, R., Chauhan, V.S., Talha, M., Pathak, H. (eds) Machines, Mechanism and Robotics. Lecture Notes in Mechanical Engineering. Springer, Singapore. https://doi.org/10.1007/978-981-16-0550-5_109
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DOI: https://doi.org/10.1007/978-981-16-0550-5_109
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