Applications of R-H Criteria (Part 1)

Control Systems: Applications of R-H Criteria (Part 1)
Topics discussed:
1) Applications of R-H Criteria:
i) The use of R-H Criteria in determining the range of values of K for Stability.
ii) Determining the Marginal Value of K & Frequency of Sustained Oscillations.
iii) Determining the Relative Stability.
2) Example based on the use of R-H Criteria in determining the range of values of K for the system to be stable.

Music:
Axol x Alex Skrindo - You [NCS Release]

#ControlSystemByNeso #ControlSystems #RouthHurwitzCriteria #ApplicationOfRHCriteria

[Kapoompahpeempahpoompah]

My day gets better every time a control system lecture is posted!

[livesports]

Love from Bangladesh. You made my BUET life easier. Hats of you!!!!

[amnaiqbal]

Excellent sir. Your videos really helped me in my finals

[prasanth]

It was very Clear And Useful for all, and mostly those who doing self study . I have a doubt. When will u complete whole syllabus ?

[sameermeshram]

Time Response analysis chapter is skip so please complete this chapter also after the completion of the Stability analysis chapter sir... because it's also important chapter for the gate exam point of view...
Thanks sir for providing best learning platform to us...

[dylanchewe]

Sir, you make control systems easy😁, thank you so much.

[pavani]

please complete Aptitude for GATE that you already have started in the past 🙏🏼 🙄.

[roshanipal]

i m waiting everyday now for next lecture...^_^

[SMV]

Вы очень хорошо объясняете! Спасибо огромное!

[Rakshitha_KS]

Sir please solve and upload model paper problems

[luisdimensity]

Im a bit confused with your characteristics equation. Shouldn't it have been "1 - K*G(s)H(s)" considering that tge feedback is subtracting H(s)? On that note, what happens when K is considered negative?

[Top]

what happens to the system when K = 1.55 and when K= 2 ?

[mr.knight]

// please sir explain this program
//
#include <iostream>
using namespace std;
int add(int a, int b)
{
return a+b;
}

int sub(int a, int b)
{
return a-b;
}

int operation (int a, int b, int(*fun)(int x, int y))
{
int g;
g=(*fun)(a, b);
return g;
}
int main()
{
int m, n;
m=operation (10, 5, add);
cout<<m<<endl;
n=operation (10, 5, sub);
cout<<n<<endl;

}