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3.2.6  Ring counter

                       The logic diagram of 4-bit ring counter is shown in figure. We use D FF in the ring
               counter circuit. This counter is called ring counter because a „1‟ is passed to the next flip-flop
               is a circular ring format.






















                                                  Figure : Ring counter

                       The flip-flops are connected in synchronous mode. i.e. clock pulse is applied to all the
               flip-flops in parallel. The output of the first flip-flop A is connected as the input to the second
               flip-flop. The output of the second flip-flop B is connected as the input to the third flip-flop.
               The output of the third flip-flop C is connected as the input to the fourth flip-flop. The output
               of the fourth flip-flop D is connected as the input to the first flip-flop. The CLEAR (Cr) input
               of all the FFs are connected to ground through the Master Reset switch.

                       Initially, the master reset switch is pressed to clear all the FFs. When the start button
               (PRESET) is pressed a „1‟ will be stored in the first flip-flop A and the output ABCD is 1000.
               When the first clock pulse is applied, A is moved to B, B to C, C to D and D to A and the
               counter output is 0100. Similarly the circuit operation continues. The outputs of the counter
               during  the  application  of  each  clock  pulse  are  shown  in  the  truth  table  and  also  in  the
               waveforms.



                                            Input            Output
                                            Clock    A       B     C      D
                                            Reset     0      0      0     0
                                            Start     1      0      0     0
                                              1       0      1      0     0
                                              2       0      0      1     0
                                              3       0      0      0     1
                                              4       1      0      0     0
                                              5       0      1      0     0
                                              6       0      0      1     0
                                              7       0      0      0     1
                                              8       1      0      0     0







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