In this paper, the dynamic responses of a recurrent-fuzzy-neural-network (R
FNN) sliding-mode-controlled permanent-magnet (PM) synchronous servo motor
are described. First, a newly designed total sliding-mode control system, w
hich is insensitive to uncertainties, including parameter variations and ex
ternal disturbance in the whole control process, is introduced. The total s
liding-mode control comprises the baseline model design and the curbing con
troller design. In the baseline model design, a computed torque controller
is designed to cancel the nonlinearity of the nominal plant. In the curbing
controller design, an additional controller is designed using a new slidin
g surface to ensure the sliding motion through the entire state trajectory.
Therefore, in the total sliding-mode control system, the controlled system
has a total sliding motion without a reaching phase. Then, to overcome the
two main problems with sliding-mode control, i.e., the assumption of known
uncertainty bounds and the chattering phenomena in the control effort, an
RFNN sliding-mode control system is investigated to control the PM synchron
ous servo motor. In the RFNN sliding-mode control system, an RFNN bound obs
erver is utilized to adjust the uncertainty bounds in real time. To guarant
ee the convergence of tracking error, analytical methods based on a discret
e-type Lyapunov function are proposed to determine the varied learning rate
s of the RFNN. Simulated and experimental results due to periodic step and
sinusoidal commands show that the dynamic behaviors of the proposed control
systems are robust with regard to uncertainties.