C (t)= C f (t) + C n (t)= are different types of response we can apply Steo response Iimpulse Linea simulation Bode Bode magnitude etc To check the step response we have to do as follows MATLAB CODE numg1=[10]; deng1=[1 10]; numg2=[5]; deng2=[1 5]; x2=tf(numg2,deng2); deng3=[1 1]; x3=tf(numg3,deng3); step(x1,x2,x3) >>impulse(x1,x2,x3) Control Systems (EE-303) 5th Semester (3rd Year) (LAB EXPERIMENT NO. 07) To Observe The Response Of Second Order System Regarding Damping PERFORMANCE OBJECTIVES:- Upon successful completion of this experiment student will be able to: the different type of responses Calculate the poles and zeros of Transfer function EQUIPMENT REQUIRED: A computer running Matlab 7.0 or higher version THEORETICAL BACKGROUND:- There is different type of response in 2nd order system General 2nd order system is as follows
C (t)= C f (t) + C n (t)= are different types of response we can apply Steo response Iimpulse Linea simulation Bode Bode magnitude etc To check the step response we have to do as follows MATLAB CODE numg1=[10]; deng1=[1 10]; numg2=[5]; deng2=[1 5]; x2=tf(numg2,deng2); deng3=[1 1]; x3=tf(numg3,deng3); step(x1,x2,x3) >>impulse(x1,x2,x3) Control Systems (EE-303) 5th Semester (3rd Year) (LAB EXPERIMENT NO. 07) To Observe The Response Of Second Order System Regarding Damping PERFORMANCE OBJECTIVES:- Upon successful completion of this experiment student will be able to: the different type of responses Calculate the poles and zeros of Transfer function EQUIPMENT REQUIRED: A computer running Matlab 7.0 or higher version THEORETICAL BACKGROUND:- There is different type of response in 2nd order system General 2nd order system is as follows
control_system__5th_electrical_manual.docx