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Experimental investigation of second-order transfer function parameters |
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PP: 1-14 |
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Author(s) |
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Monzer M Krishan,
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Abstract |
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| This study investigates the fundamental characteristics of the quadratic transfer function, widely acknowledged as the most basic function exhibiting complex poles in control system theory. The transfer function assumption becomes very significant, mainly when designing the control systems in analog devices. For this specific topic, the research is planned to systematically collect and analyze critical data regarding the RTU and its importance in the overall design of the power plant. Moreover, the study undertakes the quadratic transfer function as the appropriate initial filter design followed by other filter types, namely ones of second-order divisions. This study proposes integrating the Proportional-Integral-Derivative (PID) controller to improve the dynamic aspects of reducing a second-order transfer function. The endpoint is to find one particular parameter configuration of the PID controller appropriate for system stability during the transition, which is a significant task in control system design. The investigation considers a change of transfer function parameter to find out the implications on transfer function unit step response parameters. The analysis contributes to the acquired knowledge of the systems behavior and competes with the theoretical concepts of control system dynamics. |
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