Second Semester_Digital Logic_Sequential Circuit Design

 

5.1 Flip-Flops: RS, JK, D, and T, Latches

  • Flip-Flops: Bistable devices that store 1 bit of data. They have two stable states.

    • RS (Set-Reset) Flip-Flop:

      • Inputs: R (Reset), S (Set)

      • Output Q = 1 when S=1, Q=0 when R=1

    • JK Flip-Flop:

      • Inputs: J, K

      • Toggle behavior: If J=K=1, output toggles

      • Solves invalid state problem of RS flip-flop

    • D Flip-Flop (Data/Delay):

      • Input: D

      • Output follows D at clock edge (avoids race conditions)

    • T Flip-Flop (Toggle):

      • Input: T

      • Toggles output when T=1 at clock edge

      • Used in counters

  • Latches: Level-triggered storage devices (respond to input levels, not clock edges).

    • Types: SR latch, D latch


5.2 Triggering of Flip-Flops

  • Level Triggered: Flip-flop changes state as long as clock is active. (Risk of multiple transitions)

  • Edge Triggered: Flip-flop changes state only at the rising or falling edge of the clock.

    • More reliable for synchronous designs.


5.3 Master-Slave Flip-Flop

  • Combines two flip-flops in series: Master and Slave

  • Master responds to clock pulse, slave responds to inverted clock

  • Ensures edge-triggered behavior and prevents race conditions.


5.4 Flip-Flop Excitation Table and Design Procedure

  • Excitation Table: Tells what input values are needed to make a flip-flop go from current state to next state.

    • Example: JK flip-flop excitation table:

Current QNext QJK
000X
011X
10X1
11X0
  • Design Procedure:

    1. Define states and inputs.

    2. Draw state table or state diagram.

    3. Select flip-flop type.

    4. Use excitation table to determine flip-flop inputs.

    5. Derive logic equations and implement circuit.


5.5 State Diagram and Simple Sequential Circuits

  • State Diagram: Graphical representation of states (circles) and transitions (arrows) based on inputs.

  • Simple Sequential Circuit: Implement a design where outputs depend on current input + previous state.

    • Example: Traffic light controller, sequence detector.

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