The problem of obtaining the optimal size and location of piezoelectric actuator/sensors is addressed. An optimization problem is formulated for a general beam that has arbitrary boundary conditions and may have as many piezoelectric actuators as desired. The proposed optimization criterion is based on a beam modal cost and controllability index. If the size of the actuator is unbounded, it frequently is optimal if it covers most, if not all, of the length of the beam. This is not realistic because there are cost, weight, and space factors to be considered. By adding a penalty term to the criterion, the size of the actuator/sensor can be reduced to a practical and reasonable size. Thus, thereis no need to preselect thesize of the actuator/sensor. Theoptimal sizeand location forbeams with various boundary conditionsare determined fora singlepair and fortwo pairs ofactuators. Theresultsare in very good agreement with those reported by other investigators. A comparison is also made between the performance of two pairs of actuators and the performance of a single pair for control of the same number of modes. The improvement in performance with two pairs is quantie ed.
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Aldraihem et al. (2000) studied this question.
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