Paper
30 March 2009 Interrogation of structures using system augmentation and nonlinear feedback auxiliary signals
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Abstract
Recently, system augmentation has been combined with nonlinear feedback auxiliary signals to provide sensitivity enhancement in both linear and nonlinear systems. Augmented systems are higher dimensional linear systems that follow trajectories of a nonlinear system one at a time. These augmented systems are subject to a specialized augmented forcing which enforces the augmented system will exactly reproduce the trajectory of the nonlinear system when projected onto the lower dimensional (physical) system. Augmented systems have additional benefits outside of handling nonlinear systems, which makes them more desirable than regular linear systems for sensitivity enhancing control. One of the key advantages of augmented systems is the complete control over the augmented degrees of freedom, and the additional sensor knowledge from the augmented variables. These sensing and actuation features are very useful when only few physical actuators and sensors can be placed. Such restrictions severely limit the usefulness of traditional linear sensitivity enhancing feedback approaches. Another benefit of the augmentation is that the control exerted on the augmented degrees of freedom does not require any physical energy, rather it is just signal processing. In this work, the benefits of system augmentation are explored by using few actuators and sensors. In addition to increased sensitivity for both global and local parameter changes, a study of increasing the sensitivity of local changes, while decreasing the sensitivity of global changes is conducted. Numerical simulations for a linear cantilevered beam with a single piezo-actuator and two sensors are used to validate the approach and discuss the effects of noise.
© (2009) COPYRIGHT Society of Photo-Optical Instrumentation Engineers (SPIE). Downloading of the abstract is permitted for personal use only.
Kiran D'Souza and Bogdan I. Epureanu "Interrogation of structures using system augmentation and nonlinear feedback auxiliary signals", Proc. SPIE 7292, Sensors and Smart Structures Technologies for Civil, Mechanical, and Aerospace Systems 2009, 72920H (30 March 2009); https://doi.org/10.1117/12.815541
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KEYWORDS
Feedback signals

Complex systems

Nonlinear optics

Sensors

Control systems

Actuators

Optimization (mathematics)

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