Machine shaft torque is proportional to the shaft twist, which is caused by the angle difference between both ends. However, observing the angle difference in an actual generation system is difficult. Since measuring the rotational speed of the shaft ends is relatively easy, shaft torque is estimated effectively from the rotational speed for shaft torque reduction. This paper proposes a shaft torque observer for rotating machines, and discusses the relationship between the observation signals and the accuracy of estimation. A shaft torque reduction control system is developed by using an excitation control based on the estimate of the observer. An in-house 7-mass system comprised of joints, shear-pins and an exciter is used for the model and Park's equation for the synchronous machine is employed. An identity observer is used for the estimation, feeding back the error between the target output and the observer output. Linear quadratic regulator theory (LQR) is employed to design the observer gain, which provides acceptable estimation.
[1]
John S. Joyce,et al.
Torsional Fatigue of Turbine-Generator Shafts Caused by Different Electrical System Faults and Switching Operations
,
1978,
IEEE Transactions on Power Apparatus and Systems.
[2]
M. D. Brown,et al.
Torsional system parameter identification of turbine-generator sets
,
1997
.
[3]
Jovica V. Milanovic.
The influence of shaft spring constant uncertainty on torsional modes of turbogenerator
,
1998
.
[4]
B. L. Agrawal,et al.
Fourth supplement to a bibliography for the study of subsynchronous resonance between rotating machines and power systems
,
1997
.
[5]
D.A. Hodges,et al.
Results of subsynchronous resonance test at Mohave
,
1975,
IEEE Transactions on Power Apparatus and Systems.
[6]
A. A. Al-Ohaly,et al.
Countermeasures for self-excited torsional oscillations using reduced order robust control approach
,
2000
.