Abstract
The standard hydraulic cylinder consists of two main parts, i.e., cylinder tube and piston rod. It operates by the reciprocation of either element and majorly used to transmit mechanical power using fluid linkage. The failure of such systems occurs usually because of piston rod failure. Being more specific, the buckling failure mode is more dominant over others. In this manuscript, the maximum allowable load is calculated for a standard hydraulic cylinder with pin-mounted at both ends analytically using analytically using ISO/TS 13725. Piston rod having less flexural rigidity (EI) is prone to buckling failure. The estimated load when applied on the piston rod end results into the stress condition of the cylinder tube. Von-Mises stress generated in the thick cylinder is discussed using Lame’s theorem while axial and flexural stress for piston rod is deliberated. The results show that for lower slenderness ratio hydraulic cylinder may fail due to yielding of cylinder tube failure. The results obtained for slenderness ratio 19 of piston rod are compared with simulated results implemented in ANSYS.
Access this chapter
Tax calculation will be finalised at checkout
Purchases are for personal use only
Abbreviations
- \( F_{s} \) :
-
Factor of safety
- P:
-
Axial force applied
- \( L_{c} \) :
-
Length of the cylinder tube
- \( L_{\text{p}} \) :
-
Exposed length of the piston rod
- \( L_{ph} \) :
-
Width of the piston head
- \( L_{\text{s}} \) :
-
Distance between piston head center to piston rod bearing
- \( e_{p} \) :
-
Eccentricity of force at the piston rod
- \( e_{c} \) :
-
Eccentricity at cylinder bottom
- \( R_{{c_{1} }} \) :
-
Reaction at the pin-end of the cylinder tube
- \( R_{j} \) :
-
Reaction at the junction of cylinder tube and piston rod
- \( R_{{p_{1} }} \) :
-
Reaction at the pin-end of the piston rod
- \( M_{j} \) :
-
Moment at the junction of cylinder tube and piston rod
- \( \beta \) :
-
Angle between deflection curves of cylinder tube and piston rod
- \( \psi_{{c_{1} }} \) :
-
Angle at the pin-end of the cylinder tube
- \( \psi_{{p_{1} }} \) :
-
Angle at the pin-end of the piston rod
- \( \varphi_{{c_{1} }} \) :
-
Angle of deflection curve at the pin-end of the cylinder tube
- \( \varphi_{{c_{2} }} \) :
-
Angle of the deflection curve at the end of cylinder tube
- \( \varphi_{{p_{1} }} \) :
-
Angle of deflection curve at the pin-end of the piston rod
- \( \varphi_{{p_{2} }} \) :
-
Angle of the deflection curve at the beginning of piston rod
- \( D_{{{\text{c}}_{i} }} \) :
-
Inside diameter of the cylinder tube
- \( D_{{c_{e} }} \) :
-
Outside diameter of the cylinder tube
- \( d_{\text{p}} \) :
-
Outside diameter of the piston rod
References
Gamez-Montero PJ, Salazar E, Castilla R, Freire J, Khamashta M, Codina E (2009) Misalignment effects on the load capacity of a hydraulic cylinder. Int J Mech Sci 51(2):105–113
Gamez-Montero PJ, Salazar E, Castilla R, Freire J, Khamashta M, Codina E (2009) Friction effects on the load capacity of a column and a hydraulic cylinder. Int J Mech Sci 51(2):145–151
Hoblit F (1950) Critical buckling for hydraulic actuating cylinders. Stress Engineer, Lockheed Aircraft Corporation. Product Engineering, 108–112
Flugge W (2013) Stresses in shells. Springer Science & Business Media
Seshasai KL, Dawkins WP, Iyengar S (1975) Stress analysis of hydraulic cylinders. In: Oklahoma State University, National Conference of fluid power
Baragetti S, Terranova A (1999) Limit load evaluation of hydraulic actuators. Int J Mater Product Technol 14(1):50–73
Hydraulic fluid power-cylinders: A method for determining the buckling load, Tech. Rep. ISO/TS 13725, ISO Standard (2001)
Timoshenko S (1970) Theory of elastic stability 2e. Tata McGraw-Hill Education
Timoshenko S (1953) History of strength of materials: with a brief account of the history of theory of elasticity and theory of structures. Courier Corporation
Acknowledgements
This research was supported/partially supported by Research and Development (Engrs.), Defence Research and Development Organization, Pune, India under the project cobtract No. “RDE/FPG/CARS2016-17/10 (N 21676)”. We thank our counterpart team from DRDO, Pune who provided insight and expertise that greatly assisted the research.
Author information
Authors and Affiliations
Corresponding author
Editor information
Editors and Affiliations
Rights and permissions
Copyright information
© 2019 Springer Nature Singapore Pte Ltd.
About this paper
Cite this paper
Jatin, P. et al. (2019). Estimation of Load Carrying Capacity for Pin-Mounted Hydraulic Cylinders. In: Prasad, A., Gupta, S., Tyagi, R. (eds) Advances in Engineering Design . Lecture Notes in Mechanical Engineering. Springer, Singapore. https://doi.org/10.1007/978-981-13-6469-3_16
Download citation
DOI: https://doi.org/10.1007/978-981-13-6469-3_16
Published:
Publisher Name: Springer, Singapore
Print ISBN: 978-981-13-6468-6
Online ISBN: 978-981-13-6469-3
eBook Packages: EngineeringEngineering (R0)