Wednesday, June 9, 2021

Latches, Flip-Flop and Pewaktu (Timer)

Definition Latches :

The output of a latch depends on its current inputs and on its previous output and its change of state can happen at any time when its inputs change.

  • S-R Latch
                Active - Hight Input S-R Latch


               Active Low Input/S-/R Latch

                     



Negative-OR Equivalent of the NAND gate /S-/R Latch


The Gated S-R Latch
A gated latch requires an Enable input, EN (G is also used to designated an enable input). The S and R inputs control the state to which the latch will go when a HIGH level is applied to the EN input. The latch will not change until EN is HIGH.

Truth Table for Gated S-R Latch


        The Gated D Latch
        Only has one input in addition to EN. This input is called the D (data) input. 
       -When the D input is HIGH and the EN input is HIGH, the latch will SET. 
       -When the D input is LOW and EN is HIGH,the latch will RESET. 
       -Another way, the output Q follows the input D when EN is HIGH.




Edge-Triggered Flip-Flops
  • The Edge-Triggered S-R Flip-Flop
The S and R inputs of the S-R flip-flop are called synchronous input because data on these inputs are transferred to the flip-flop’s output only on the triggering edge of the clock pulse.
Operation of a positive edge-triggered S-R flip-flop:
  • The Edge-Triggered D FlipFlop
The D flip-flop is useful when a single data bit (1 or 0) is to be stored.

  • The Edge-Triggered J-K Flip-Flop
The J-K flip-flop is versatile and is widely used type of flip-flop. The difference is that he J-K flip-flop has no invalid state as does the S-R flip-flop.

Asynchronous Preset and Clear Inputs
The state of the flip-flop independent of the clock. These preset and clear inputs must both be kept HIGH for synchronous operation.
  
Active-LOW preset and clear inputs

 

Flip-Flop Applications
  • Parallel Data Storage
A common requirement in digital systems is to store several bits of data from parallel lines simultaneously in a group of flipflops.
  • Frequency Division
2 n : n is number of flip-flops. Example: 2 flip-flop will divided frequency by 4 (2 2).

  • Counting

Nama : Amelia Ariska 
NIM : 2003015232



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