A feedback contro! syster X,(s) = R(s) + X,(s) X2(s) = X,(s)G,(s) – X,(s) X3(s) = X2(s)Gz(s) X4(s) = X3(s)G3(s) X3(s) = X3(s)H,(s) X6(s) = X5(s) + X,(s)H;(s) X-(s) = X6(s) + X;(s) C(s) = R(s)G,(s) + X4(s). %3D Draw a block diagram. Find C(s)/R(s). ance to a unit-step inpu
A feedback contro! syster X,(s) = R(s) + X,(s) X2(s) = X,(s)G,(s) – X,(s) X3(s) = X2(s)Gz(s) X4(s) = X3(s)G3(s) X3(s) = X3(s)H,(s) X6(s) = X5(s) + X,(s)H;(s) X-(s) = X6(s) + X;(s) C(s) = R(s)G,(s) + X4(s). %3D Draw a block diagram. Find C(s)/R(s). ance to a unit-step inpu
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