A Modelling Approach to Monitor Friction within Electromechanical Actuator Ballscrews using Motor Current

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Published Jul 14, 2017
Yameen M. Hussain Stephen Burrow Leigh Henson Patrick Keogh

Abstract

A modelling approach to monitor ballscrew friction within Electromechanical Actuators (EMA) using motor current is presented along with subsequent fault diagnostics using classification of simulated data for healthy, degrading and faulty states. An approach was used where a baseline linear EMA system was modelled to a high level of detail. The modelling involved emphasis on the Permanent Magnet Synchronous Motor (PMSM) where a greater understanding of the drivetrain could be achieved. The PMSM was modelled using ‘dq axis’ transformation theory. The mechanical elements of the EMA were also modelled to include non-linear characteristics. Interaction between the ball and nut, and ball and screw are considered the main source of friction within the ballscrew, hence sliding velocities in these contact areas were used to calculate velocity dependent friction using the Stribeck friction model. Contact angles between ball and nut, and ball and screw, and mechanical efficiencies were varied to analyse the effect on the torque producing current for healthy, degrading and faulty conditions. The simulated data was trained for each condition for classification using a k-Nearest Neighbour (k-NN) algorithm. The first part of the analysis revealed that ballscrew degradation should be detectable using motor current by monitoring changes to the torque producing q-axis current for each failure state in the ballscrew damage model. External load disturbances were also modelled since they could cause fluctuations to the q-axis currents thus making it
difficult to isolate deteriorations to the ballscrew. The simulated datasets were processed for classification as training data using the k-NN algorithm where a classification accuracy of ~74% was achieved. Overall, the in-depth
modelling of the EMA system presented a comprehensive approach to monitoring ballscrew friction through use of motor current analysis from different test cases. It is proposed that employing a hybrid approach (combination of model based and data driven techniques) to fault diagnostics can further improve the classification accuracy.

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Keywords

Prognostics, Health Monitoring, Aerospace, Electromechanical Actuators, Ballscrew, Fault Classification

References
Balaban, E., Saxena, A., Bansal, P., Goebel, K., Curran, S., & Stoelting, P. (2009). A Diagnostic Approach for Electromechanical Actuators in Aerospace Systems.
Balaban, E., Saxena, A., Goebel, K., Byington, C., Watson, M., Bharadwaj, S., and Smith, M. (2009). Experimental Data Collection and Modelling for Nominal and Fault Conditions on Electromechanical Actuators. PHM.
Balaban, E., Saxena, A., Narasimhan, S., Roychoudhury, I., and Goebel, K. (2011). Experimental Validation of a Prognostic Health Management System for Electro-Mechanical Actuators. American Institute of Aeronautics and Astronautics.
Bennett, J., Mecrow, B., Atkinson, D., and Atkinson, G. (2010). Safety-critical design of electromechanical actuation systems in commercial aircraft. IET Electric Power Applications, 37-47.
Bodden, D. S., Clements, S., Schley, B., and Jenney, G. (2007). Seeded Failure Testing and Analysis of an Electromechanical Actuator. Aerospace Conference IEEE, 1-8.
Boeing. (1994). 757 Operations Manual. Seattle: The Boeing Company.
Bowden, F., and Tabor, D. (1950). The Friction and Lubrication of Solids. Oxford: Oxford University Press.
Donald, S., Garg, S., Hunter, G., Guo, T.-H., and Semega, K. (2004). Sensor Needs for Control and Health Management of Intelligent Aicraft Engines. NASA Technical Paper.
Hoffman, A., Hansen, I., Beach, R., Plencner, R., Dengler, R., Jefferies, K., and Frye, R. (1985). Advanced Secondary Power System for Transport Aircraft. NASA Technical Paper.
Ismail, M., Balaban, E., and Spangenberg, H. (2016). Fault Detection and Classification for Flight Control Electromechanical Actuators. Aerospace Conference. IEEE.
Isturiz, A., Vinals, J., Manuel, A., and Aitzol, I. (2012). Health Monitoring Strategy for Electromechanical Actuator Systems and Components, Screw Backlash and Fatigue Estimation. Recent Advances in Aeropsace Actuation Systems and Components.
Jiang, H., Song, X., Xu, X., Tang, W., Zhang, C., and Han, Y. (2010). Multibody dynamics simulation of Balls impact-contact mechanics in Ball Screw Mechanism. 2010 International Conference on Electrical and Control Engineering (pp. 1320-1323). IEEE.
Lee, W., Lee, J., Hong, M., Nam, S., Jeon, Y., and Lee, M. (2015). Failure Diagnosis System for a Ball-Screw by Using Vibration Signals. Hindawi Shock and Vibration.
McNier, T. (2016). Specifying, Selecting and Applying Linear Ball Screw Drives. Thomson.
Murphy, K. (2012). Machine Learning, A Probabalistic Perspective. The MIT Press.
Ninomiya, M., and Miyaguchi, K. (1998). Recent Technical Trends in Ball Screws. NSK Technical Journal: Motion Control, 1-3.
Park, R. H. (1929). Two Reaction Theory of Synchronous Machines. AIEE Transactions 48, 716-730.
Song, X., Jian, L., Zhao-tan, W., Xian-yin, L., and Bao-min, L. (2005). Research and Development of Test System of Combination Property of High-Speed Ball Screw Unit. Tool Engineering, 34-36.
Vahid-Araghi, O., and Golnaraghi, F. (2011). Friction- Induced Vibration in Lead Screw Drives. Springer.
Vas, P. (1996). Electrical Machines and Drives: A Space- Vector Theory Approach. Oxford.
Wei , C., and Lin, J. (2004). Kinematic Analysis of the Ball Screw Mechanism Considering Variable Contact Angles and Elastic Deformations. ASME Journal of Mechanical Design, 717-733.
Xu, S., Yao, Z., Sun, Y., and Shen, H. (2014). Load Distribution of Ball Screw With Consideration of Contact Angle Variation and Geometry Errors. International Mechanical Engineering Congress and Exposition. ASME.
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Regular Session Papers