- To acquire knowledge on control aspects of an electrical system.
- To become familiar with the use of simulation tools for the purpose of modeling, analysis and design of systems
- Represent various discrete time systems
- Analyze the given system by Transfer function and state space approach using suitable software.
- Design various controllers and compensators to improve system performance and test them in the laboratory as well as using suitable software.
- Model the given system and its stability Analysis
- Illustrate the Effect Of Feedback On Disturbance & Control System design
- Obtain the realization of PID controller and verify the results through computer simulations.
- Obtain the realization of classical compensators and verify the results through computer simulations.
- Find a vector x that is a local minimum to a scalar function f(x) subject to constraints on the allowable x: min௫ ݂(ݔ(such that one or more of the following holds: c(x) ≤ 0, ceq(x) = 0, A·x ≤ b, Aeq·x = beq, l ≤ x ≤ u.
- Minimize the integral subject to the fixed endpoint conditions (the constraint on the problem)
- Find the minimal arc y(x) that optimizes the given performance index, using fixed end point and variable end point conditions.
- Obtain the optimal control for finite state and infinite state regulator problem.
- Implementation of Adaptive control based on MIT rule and Liapunov theory.
- Consider the processܩ)ݏ= ( ଵ ௦(௦ା) , where a is an unknown parameter. Assume that the desired closed-loop system is Construct continuous and discrete-time indirect self tuning algorithms for the system.
- Obtain the solution of finite time and infinite time state regulator problem.
- Program to interface keypad with 89C51. Whenever a key is pressed, it should be displayed on LCD.
- Program to interface seven segment display unit with 89C51.
- Program to interface Stepper Motor with 89C51 to rotate the motor in clockwise and anti clockwise directions.
- Generation of PWM Signal
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