Consider the following block diagram 2 (cs) R(s). S+2 0.5 find the impulse, step, ramp and parabolic response of the system. Draw the output diagram

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Q: Determine the range of K for stability in Figure below. R(s) + E(s) K s(s+7)(s + 11) C(s)

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Q: s+1 The D.C. gain and steady state error for step input for G(s) = s²+8+1 are:

A: Given that, Transfer function, Gs=s+1s2+s+1

Q: 2. Two systems are interconnected in parallel as shown in Figure 1a. The impulse response for each…

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Q: 1. Convolution sum 2. Asterisk 3. Step response of discrete-time systems

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Q: Sketch the root-locus plot for the system shown in Figure below K (s+5) GCS) (S+1) ( S+2)

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Q: Consider the series RC circuit. The output y(t) is the current through the circuit. "S + R Find the…

A: The given circuit isR=1 Ω.C1=1 F.C2=2 F.Initial capacitor voltages are⇒VC1(0)=2 V.⇒VC2(0)=21 V.y(t)…

Q: Simplify the block diagram shown in the below figure and obtain the transfer function C(s)/R(s). G…

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Q: For the following transfer function: Y(s) R(s) s+8.5 s? +20.5 s +15 10 %3D Draw the state diagram…

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Q: THE STEP RESPONSE (TO A UNIT STEP FUNCTION) OF A GIVEN SYSTEM IS SHOWN BELOW. THE SYSTEM IS: The…

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Q: What is the impulse response of the following system ? 2 Edit & Create v D. D D D D. D. A B -10I 2…

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Q: y(t) 2x(t). dt t-4 Find and plot the impulse response if poss

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Q: 2) The forward path transfer function is given by G(s) = 9/s(s+8). Obtain an expression for unit…

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Q: 7(1) 0,(1) 0(0) 12 D1 K D2 D1=D2= 2 N-m-s/rad, J,=J2= 2 kg/m2, K=3 N/m. The transfer function of the…

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Q: Find the Taylor series generated by f at x= a for the following functions 1) f(x) = x-2x+4, a 2 Ans.…

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Q: a) Write all the rules to draw root-locus for a system then, locate poles and z on S-plane (draw to…

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Q: a) Find the steady-state response of the system below if the input is æ (t) = sin(27327t)u(t) +…

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Q: Matching. Match cach impulse response with its frequency response and zero diagram. You should do…

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Q: Draw direct form I and II for the discrete time function: y(n)+.05y(n-1)=0.5x(n)

A: direct form I and II for the given function is drawn below