This paper deals with suppression of two kinds of micro stick-slip vibrations occurring in a typical computer-controlled hydraulic servo-system. The relevant system consists of a single-rod hydraulic cylinder, an electrohydraulic servo-valve and a personal computer. The discontinuous control signal from a D/A converter causes a stick-slip vibration of micron order of magnitude over a wide range of the feedback gain. Increasing the feedback gain results in the other stick-slip vibration of nearly ten times larger amplitude due to the nonlinear pressure-flow characteristic of the servo-valve. The numerical simulation revealed the latter micro stick-slip vibration could be efficiently suppressed with the feedback linearization technique to compensate the nonlinearity of the servo-valve, while the former one reduced by improving the resolution of the D/A converter. Validities of both the methods were also confirmed with experiment. [S0022-0434(00)00102-7]

1.
Hayashi, S., and Iimura, I., 1988, “Effect of Coulomb Friction on Stability of Hydraulic Servomechanism,” Proceedings of 2nd International Symposium Fluid Control, Measurement and Flow Visualization, Sheffield, pp. 310–314.
2.
Iimura
,
I.
,
Hayashi
,
S.
, and
Aizawa
,
K.
,
1996
, “
Effect of Solid Friction on Global Stability on a Hydraulic Servo System
,”
Journal of the Japan Hydraulics and Pneumatics Society
,
27
, No.
2
, pp.
299
306
.
3.
Armstrong-Helouvry, B., 1991, Control of Machines with Friction, Kluwer Academic Publishers, p. 24.
4.
Hayase, T., Hayashi, S., and Kojima, K., 1996, “Micro Stick-Slip Vibration in Hydraulic Servo Systems,” Proceedings of 3rd JHPS International Symposium on Fluid Power, Araki, K., ed., pp. 555–560.
5.
Slotine, J. E., and Li, W., 1991, Applied Nonlinear Control, Prentice-Hall, p. 207.
6.
Hayase, T., Isozaki, N., and Hayashi, S., 1993, “Piecewise-Linear Modeling of Hydraulic System for State-Feedback Control Strategy,” Proceedings of 2nd JHPS International Symposium on Fluid Power, Maeda, T., ed., E & FN Spon, pp. 533–538.
7.
Meritt, H. E., 1967, Hydraulic Control Systems, Wiley, NY.
8.
Iimura, I., and Hayashi, S., 1994, “A Digital Simulation Algorithm for Hydraulic Systems Subjected to Solid Friction,” Proceedings of 4th Triennial International Symposium on Fluid Control, Measurement and Visualization, Toulouse, pp. 391–396.
9.
Boyd, S. P., and Barratt, C. H., 1991, Linear Controller Design, Prentice Hall, p. 238.
You do not currently have access to this content.