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Abstract Details

Title :
Design and Simulation of PID controller of nanopositioner for minimum integral of error
Author :
Sheilza Aggarwal, Maneesha Garg
Conference :
National Conference on Science in Media SIM 2012 (December 3-4, 2012) Organized by YMCA University, Faridabad (India)
Keywords :
Nanopositioning, Piezo-actuators, closed loop system, controller, Integral of errors.
Abstract :
“NANOTECHNOLOGY is the design, characterization, production and applications of structures, devices and systems by controlling shapes and size at nanometer scale.” One of the most important requirement of nanotechnology is precision control and manipulation of devices and materials at nanoscale i.e. nanopositioning. Nanopositioners are precision mechatronic system designed to move objects over a small range with a resolution down to a fraction of an atomic diameter. In particular, desired specifications of any nanopositioners are fast response with no or very little overshoot, large travel range with very high resolution, extremely high precision and high bandwidth. This paper presents design and identification of nanopositioning device consisting of flexure stage, piezoelectric actuator and displacement laser sensor. Open loop behavior of the nanopositioning device on the basis of time and frequency responses is studied. To improve the system characteristics feedback controllers are used. The key of the controller is to design a system with good dynamic characteristics as well as to maintain the desired stability margins. Despite continuous advancement in control theory, Proportional Integral Derivative (PID) controller is the most popular technique to control any process. To provide consistent, reliable and safe solution to the industrial control problems work, in this paper, Proportional (P), proportional- Integral (PI) and PID controllers are designed to minimize integral of errors. System performances for the desired parameters in closed loop are investigated. Comparative analysis of different controllers on the basis of time and frequency response is given. Simulation of results for the performance analysis is carried out in MATLAB.
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