Analysis of Synchronous Circuit The given circuit in above figure is Mealy Network and the output is function of input variable and PS of FF. The analysis of above circuit is as follows. The Excitation and Output Function Z xy2 y1 y2 xy1 BJy2 ,puKts1 in equation, the next state of FF is yin2 yc2haracteristic obtained in terms of PS of FF and external input. The characteristic equation of JK FF is KQ QJQ J1 Q1 1 K1Q1 Q2  J K2Q2 x Q2 Q2 2 The Excitation Table , y2 Q2 y2 Q2 J1 K1 J x, 2 x, xy2 y2 xy1 K2 Z y1 x When y2 y1 and When x y1 0, z z 1,
Analysis of Synchronous Circuit The given circuit in above figure is Mealy Network and the output is function of input variable and PS of FF. The analysis of above circuit is as follows. The Excitation and Output Function Z xy2 y1 y2 xy1 BJy2 yin2 ,puKts1 in yc2haracteristic equation, the next state of FF is obtained in terms of PS of FF and external input. The characteristic equation of JK FF is QJQ KQ 1 J1 Q1 K1Q1  Q2 Q2 J 2 Q2 K2Q2 x The Excitation Table J1 y2 Q2 , K1 y2 Q2 J 2 x, K2 x, Z xy2 y2 y1 xy1 When x 0, z y2 y1 and When x 1, z y1