Akademik Dersler - İçerik

Makes the definition of process control.
Knows the concept-related process, steady-state, unsteady state, feedback control.
Defines the error of a system controlled and applies it in a proper control system.
Draws a block diagram of a control system.
Use the Laplace method and its other properties.
Takes Laplace and inverse Laplace transform of functions.
Solves differential equation by using the Laplace method.
Obtains transfer functions related to the first order system.
Derives the transfer function first-order systems like mercury thermometer, liquid level, and mixing systems.
Finds the response of the first-order systems affected by different inputs and discusses them.
Linearises the nonlinear systems.
Analyses the system connected in series.
Analyses second order systems.
Finds the transfer functions of second-order systems.
Applys different input function to this transfer functions.
Derives unknowns related to the second-order systems by analyzing findings obtained.
Calculates transporting lag of the system.
Does definition of the linear closed-loop, control system, controllers, final control elements and use them in the problem-solving.
Knows open-loop and closed-loop concepts and uses in solving process control problems.
Finds the transfer functions of controller, final control, and measuring elements having a place on the system controlled.
Analyses the responses of the controller that gives for different inputs.
Analyses a chemical reactor system controlled.
Obtains steady and unsteady models of the systems.
Takes Laplace transform of it and simplify.
Shows block diagram of the system.
Obtains the transfer functions of the close loops.
Simplifys the transfer functions of the closed loop.
Applys different inputs to this transfer functions.
Finds dynamic responses of a simple control system.
Analyses the stability of systems.
Knows the stability concept.
Knows methods to analyze the stability of a system.
Knows the Routh theorem and applys it for stability.