References
- 1. Xie, X. Vibration Reduction for Flexible Systems Using a Novel Command Smoothing Technique. Beijing Institute of Technology, 2014.
- 2. Jin, J., S. Wang, S. Huang. Research of Mechanic Resonance Suppression for Flexible System Based on Acceleration Feedback. – Motor and Control Applications, Vol. 42, 2015, No 11, pp. 4-9.
- 3. Li, B., L. Xie, Y. Wei. Vibration Reduction of Flexible System by Time-Optimal Multimode Input Shaper. – Journal of Northeastern University (Natural Science), Vol. 31, 2010, No 9, pp. 1338-1340.
- 4. Wu, P., S. Ma, Q. Chen, G. Yang, X. Li. Resonant Suppression of Flexible System by Feedback Compensation of Resonant Frequencies. – Transactions of China Electrotechnical Society, Vol. 32, 2017, No 2, pp. 189-192.
- 5. Gao, Q., F. Tian, J. Song. Design of Flexible System for Robotic Grinding and Polishing Based on Force Control. – Manufacturing Technology & Machine Tool, 2015, No 10, pp. 41-43.
- 6. Wang, S., T. Shi, L. Zhang, A. Jasra, M. Zeng. Extended Finite-Time H∞ Control for Uncertain Switched Linear Neutral Systems with Time-Varying Delays. – Neurocomputing, Vol. 152, 2015, No C, pp. 377-387.
- 7. Chen, G., Y. Shen. Robust H∞ Filter Design for Neutral Stochastic Uncertain Systems with Time-Varying Delay. – Journal of Mathematical Analysis and Applications, Vol. 353, 2009, No 1, pp. 196-204.
- 8. Liu, Y., Z. Wang, W. Wang. Reliable H∞ Filtering for Discrete Time-Delay Systems with Randomly Occurred Nonlinearities via Delay Partitioning Method. – Signal Processing, Vol. 91, 2011, No 4, pp. 713-727.
- 9. Zhang, D., L. Yu. H∞ Filtering for Linear Neutral Systems with Mixed Time-Varying Delays and Nonlinear Perturbations. – Journal of the Franklin Institute, Vol. 347, 2010, No 1, pp. 1374-1390.
- 10. Masubuchi, I., Y. Kamitane, A. Ohara, N. Suda. H∞ Control for Descriptor Systems: A Matrix Inequalities Approach. – Automatica, Vol. 33, 1997, No 4, pp. 669-673.
- 11. Manual for High-Order Flexible Linear Control System. American ECP Company, 2014.