International Journal of Advanced Technology and Engineering Exploration (IJATEE) ISSN (P): 2394-5443 ISSN (O): 2394-7454 Vol - 6, Issue - 51, February 2019
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Experimental and numerical analysis of a load distribution along the length of contact in involute spline shaft

Swapnil B. Patil and S. R. Patil

Abstract

In mechanical drive system for transmitting power the spline hub connections are widely used. Finite element method is used to find the load distribution along the length of spline, for analysis a frictional contact with 0.15 coefficient of friction and pure penalty method is used. For finding the load distribution three location is defined as entry, mid and exit. It is observed for partial spline contact over a length, two zones are created as contact and free zone. The analysis is performed for five partial contact length and torque respectively and it is observed that there is average 10.82% stress reduction at the entry point of spline and 64.60% stress reduction at the middle point of spline. There is no change is in the stress at the exit of a spline. The nature of the stresses in contact zone is uniformly decreasing toward the free zone and the stresses in free zone are also uniformly decreasing toward an exit of spline. The highly localized stress is identified in free zone probably at the end of percentage length of contact and this stresses uniformly decreasing toward the shoulder of spline shaft in the free zone. At the end of spline contact the stresses are high and this causes the failure of spline at this location.

Keyword

Involute spline shaft, Load distribution, Contact length, En19 alloy steel, Finite element analysis, Experimental stress analysis.

Cite this article

Patil SB, Patil SR

Refference

[1][1]Hong J, Talbot D, Kahraman A. Load distribution analysis of clearance-fit spline joints using finite elements. Mechanism and Machine Theory. 2014; 74:42-57.

[2][2]Hong J, Talbot D, Kahraman A. A semi-analytical load distribution model for side-fit involute splines. Mechanism and Machine Theory. 2014; 76:39-55.

[3][3]Adey RA, Baynham J, Taylor JW. Development of analysis tools for spline couplings. Proceedings of the Institution of Mechanical Engineers, Part G: Journal of Aerospace Engineering. 2000; 214(6):347-57.

[4][4]Khalik ZA, Faidh-Allah MH. Experimental and numerical stress analysis of involute splined shaft. Journal of Engineering. 2012; 18(4):415-22.

[5][5]Tjernberg A. Load distribution in the axial direction in a spline coupling. Engineering Failure Analysis. 2001; 8(6):557-70.

[6][6]Barrot A, Paredes M, Sartor M. Determining both radial pressure distribution and torsional stiffness of involute spline couplings. Proceedings of the Institution of Mechanical Engineers, Part C: Journal of Mechanical Engineering Science. 2006; 220(12):1727-38.

[7][7]Barrot A, Paredes M, Sartor M. Extended equations of load distribution in the axial direction in a spline coupling. Engineering Failure Analysis. 2009; 16(1):200-11.

[8][8]AL-Shammaa FA, Kadhim HF. An analysis of stress distribution in a spline shaft subjected to cycilc impulsive load. Journal of Engineering. 2014; 20(7):146-57.

[9][9]Ding J, Leen SB, Williams EJ, Shipway PH. Finite element simulation of fretting wear-fatigue interaction in spline couplings. Tribology-Materials, Surfaces & Interfaces. 2008; 2(1):10-24.

[10][10]Shen LJ, Lohrengel A, Schäfer G. Plain–fretting fatigue competition and prediction in spline shaft-hub connection. International Journal of Fatigue. 2013; 52:68-81.

[11][11]Barsoum I, Khan F, Barsoum Z. Analysis of the torsional strength of hardened splined shafts. Materials & Design (1980-2015). 2014; 54:130-6.

[12][12]Margineanu D, Margineanu E, Zabava ES, Farta AM. Analytic and experimental study of the load distribution on spline joints length considering the contact rigidity of the bearing surfaces. In Applied Mechanics and Materials 2012 (pp. 74-83). Trans Tech Publications.

[13][13]Cuffaro V, Cura F, Mura A. Damage identification on spline coupling teeth by means of roughness parameters. Theoretical and Applied Fracture Mechanics. 2016; 82:9-16.

[14][14]Cura F, Mura A. Experimental procedure for the evaluation of tooth stiffness in spline coupling including angular misalignment. Mechanical Systems and Signal Processing. 2013; 40(2):545-55.

[15][15]Xue X, Wang S, Li B. Modification methodology of fretting wear in involute spline. Wear. 2016; 368:435-44.

[16][16]Qureshi W, Cura F, Mura A. Principal component analysis for characterization of fretting wear experiments on spline couplings. Procedia Engineering. 2015; 109:73-9.

[17][17]Guo Y, Lambert S, Wallen R, Errichello R, Keller J. Theoretical and experimental study on gear-coupling contact and loads considering misalignment, torque, and friction influences. Mechanism and Machine Theory. 2016; 98:242-62.

[18][18]Pardhi DG, Khamankar SD. Stress analysis of spline shaft using finite element method and its experimental verification by photo elasticity. International Journal of Mechanical Engineering and Robotics Research. 2014; 3(4):451-8.