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Fundamentals of Electric Circuits
- Determine whether the system defined by the following transfer functions are stable or not. Use routh stability criterion. s2 + 5s + 9 H(s) = s5 + 5s4 + 9s3 +7s² + 6s + 2arrow_forwardFind L-1 35³ + s² + 12s + 2 (s − 3)(s + 1)³arrow_forwardFor each of the following 2nd order systems, find S, wn, Ts: Tp, Tr and %OS 81 T(s) T(s) = = 16 s² + 3s +16 0.04 s² +0.02s +0.04arrow_forward
- ii. F(s) 5s? + 14s + 2 (s-2)(s+4)? %3Darrow_forwardReduce the right block diagram to canonical form and find C (s). K is constant. ww R 1 K s+1 0.1arrow_forwardConsider the blog diagram in the figure below and find the range of K to keep the system stable. 1 (S+5) R Y (S+1)K -S+6 (S+2)(S-3)arrow_forward
- The number of roots of s³ + 5s² + 7s + 3 = 0 in the left half of the s-plane is zero one two threearrow_forwardDetermine whether the system defined by the following transfer functions are stable or not. Use continued method. s3 + 4s2 + 8s + 2 s5 + 4s4 + 6s³ +7s2 +5s +1 G(s) = %3Darrow_forwardQ6. Check whether the given polynomial P(S)-S+S³+5S²+35+4 is Hurwitz or not.arrow_forward
- His) = 2 (S+ 3) (5+8) 5(s+4).(5+6) 5(S+4)arrow_forwardProblem 3: (0 Write a MATLAB program to compute the poles of the system with transfer function s3+3 s²+5 s+7 G (s) = %3D 55+4s4+5s3+6 s²+7 s+8arrow_forwardI need the answer quickly. Find the Direct Form-I realization of the given difference equation. y(n)-2/5* y(n-1)+ 4/3*y(n-2) = x(n) + 6x(n-1)arrow_forward
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