Problem.01.
Examine the stability of the characteristics equation :
s5 + 2 s4 +4 s3 +8 s2 +3 s + 1 = 0
using routh's criteria.
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Problem.02.
For the system given Below write down the characterictics equation with the help of the routh test, comment on the stability for kc = 4 . Also find the value of kc for which the system is unstable
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Problem.03.
The open loop transfer function of the control system is given as ::
G(s) = Kc(s + 1)
Examine the stability of the characteristics equation :
s5 + 2 s4 +4 s3 +8 s2 +3 s + 1 = 0
using routh's criteria.
View Solution::
Problem.02.
For the system given Below write down the characterictics equation with the help of the routh test, comment on the stability for kc = 4 . Also find the value of kc for which the system is unstable
View Solution::
Problem.03.
The open loop transfer function of the control system is given as ::
G(s) = Kc(s + 1)
S (s + 2) (s
+ 3)
Problem.04.
By the means of Routh test determine the stability of the system when kc = 2.0
Problem.05.
For the control system in Fig, determine the value of K above which the system is unstable.
Determine the value of K for which two of the roots are on the imaginery axis and determine the values of these imaginery roots and the remaining roots.
Problem.06.
A control system is represented by the means of a block diagram as shown in the fig.
Comment on the stability of the system.
Problem.07.
Consider the following feedback control system and make stability analysis with routh criterion, Find the critical stability conditions when Ţi = 0.1
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