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Do Flop

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Sugoi Dekai. Lindley explains that he heard the story of the JK flip-flop from Eldred Nelson, who is responsible for coining the term while working at Hughes Aircraft.

Flip-flops in use at Hughes at the time were all of the type that came to be known as J-K. Nelson used the notations " j -input" and " k -input" in a patent application filed in Flip-flops can be either simple transparent or asynchronous or clocked synchronous.

In the context of hardware description languages, the simple ones are commonly described as latches , [1] while the clocked ones are described as flip-flops.

Simple flip-flops can be built around a single pair of cross-coupled inverting elements: vacuum tubes , bipolar transistors , field effect transistors , inverters , and inverting logic gates have all been used in practical circuits.

Clocked devices are specially designed for synchronous systems; such devices ignore their inputs except at the transition of a dedicated clock signal known as clocking, pulsing, or strobing.

Clocking causes the flip-flop either to change or to retain its output signal based upon the values of the input signals at the transition.

Some flip-flops change output on the rising edge of the clock, others on the falling edge. Since the elementary amplifying stages are inverting, two stages can be connected in succession as a cascade to form the needed non-inverting amplifier.

In this configuration, each amplifier may be considered as an active inverting feedback network for the other inverting amplifier.

Thus the two stages are connected in a non-inverting loop although the circuit diagram is usually drawn as a symmetric cross-coupled pair both the drawings are initially introduced in the Eccles—Jordan patent.

The behavior of a particular type can be described by what is termed the characteristic equation, which derives the "next" i.

When using static gates as building blocks, the most fundamental latch is the simple SR latch , where S and R stand for set and reset. The stored bit is present on the output marked Q.

While the R and S inputs are both low, feedback maintains the Q and Q outputs in a constant state, with Q the complement of Q.

If S Set is pulsed high while R Reset is held low, then the Q output is forced high, and stays high when S returns to low; similarly, if R is pulsed high while S is held low, then the Q output is forced low, and stays low when R returns to low.

The combination is also inappropriate in circuits where both inputs may go low simultaneously i. The output would lock at either 1 or 0 depending on the propagation time relations between the gates a race condition.

That can be:. This is done in nearly every programmable logic controller. Alternatively, the restricted combination can be made to toggle the output.

The result is the JK latch. The circuit shown below is a basic NAND latch. The inputs are generally designated S and R for Set and Reset respectively.

Because the NAND inputs must normally be logic 1 to avoid affecting the latching action, the inputs are considered to be inverted in this circuit or active low.

The circuit uses feedback to "remember" and retain its logical state even after the controlling input signals have changed. When the S and R inputs are both high, feedback maintains the Q outputs to the previous state.

From a teaching point of view, SR latches drawn as a pair of cross-coupled components transistors, gates, tubes, etc.

A didactically easier to understand way is to draw the latch as a single feedback loop instead of the cross-coupling. Note that the inverter is not needed for the latch functionality, but rather to make both inputs High-active.

Latches drawn as cross-coupled gates may look less intuitive, as the behaviour of one gate appears to be intertwined with the other gate.

The JK latch is much less frequently used than the JK flip-flop. The JK latch follows the following state table:.

Hence, the JK latch is an SR latch that is made to toggle its output oscillate between 0 and 1 when passed the input combination of Latches are designed to be transparent.

That is, input signal changes cause immediate changes in output. Additional logic can be added to a simple transparent latch to make it non-transparent or opaque when another input an "enable" input is not asserted.

When several transparent latches follow each other, using the same enable signal, signals can propagate through all of them at once. However, by following a transparent-high latch with a transparent-low or opaque-high latch, a master—slave flip-flop is implemented.

With E low enable false the latch is closed opaque and remains in the state it was left the last time E was high. The enable input is sometimes a clock signal , but more often a read or write strobe.

When the enable input is a clock signal, the latch is said to be level-sensitive to the level of the clock signal , as opposed to edge-sensitive like flip-flops below.

This latch exploits the fact that, in the two active input combinations 01 and 10 of a gated SR latch, R is the complement of S.

The input NAND stage converts the two D input states 0 and 1 to these two input combinations for the next SR latch by inverting the data input signal.

The low state of the enable signal produces the inactive "11" combination. Thus a gated D-latch may be considered as a one-input synchronous SR latch.

This configuration prevents application of the restricted input combination. It is also known as transparent latch , data latch , or simply gated latch.

It has a data input and an enable signal sometimes named clock , or control. The word transparent comes from the fact that, when the enable input is on, the signal propagates directly through the circuit, from the input D to the output Q.

Gated D-latches are also level-sensitive with respect to the level of the clock or enable signal. Latches are available as integrated circuits , usually with multiple latches per chip.

For example, 74HC75 is a quadruple transparent latch in the series. The classic gated latch designs have some undesirable characteristics.

The input-to-output propagation may take up to three gate delays. The input-to-output propagation is not constant — some outputs take two gate delays while others take three.

Designers looked for alternatives. It requires only a single data input, and its output takes a constant two gate delays. In addition, the two gate levels of the Earle latch can, in some cases, be merged with the last two gate levels of the circuits driving the latch because many common computational circuits have an OR layer followed by an AND layer as their last two levels.

Merging the latch function can implement the latch with no additional gate delays. The Earle latch is hazard free.

Intentionally skewing the clock signal can avoid the hazard. The D flip-flop captures the value of the D-input at a definite portion of the clock cycle such as the rising edge of the clock.

That captured value becomes the Q output. At other times, the output Q does not change. X denotes a don't care condition, meaning the signal is irrelevant.

Most D-type flip-flops in ICs have the capability to be forced to the set or reset state which ignores the D and clock inputs , much like an SR flip-flop.

Here is the truth table for the other possible S and R configurations:. These flip-flops are very useful, as they form the basis for shift registers , which are an essential part of many electronic devices.

The advantage of the D flip-flop over the D-type "transparent latch" is that the signal on the D input pin is captured the moment the flip-flop is clocked, and subsequent changes on the D input will be ignored until the next clock event.

An exception is that some flip-flops have a "reset" signal input, which will reset Q to zero , and may be either asynchronous or synchronous with the clock.

The above circuit shifts the contents of the register to the right, one bit position on each active transition of the clock. The input X is shifted into the leftmost bit position.

The input stage the two latches on the left processes the clock and data signals to ensure correct input signals for the output stage the single latch on the right.

If the clock is low, both the output signals of the input stage are high regardless of the data input; the output latch is unaffected and it stores the previous state.

If the clock signal continues staying high, the outputs keep their states regardless of the data input and force the output latch to stay in the corresponding state as the input logical zero of the output stage remains active while the clock is high.

Hence the role of the output latch is to store the data only while the clock is low. One of the simplest methods is to feed the clock input into a NAND gate, passing one of the legs through an inverter.

This works because in all logic gates, there is a very small delay between the time a signal arrives at the input and the correct signal arrives at the output.

Initially, the clock input is LOW. When the clock input goes high, the second input to the NAND gate goes high immediately. However, it takes a few milliseconds for the inverter to respond, so for those few milliseconds, the output from the inverter is still HIGH.

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