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Table of ContentsIntroduction
Edge-Triggered Flip-flops Pulse-Triggered (Master-Slave) Flip-flops Data Lock-Out Flip-flops Operating Characteristics Applications
Introduction
Flip-flops are synchronous bistable devices. Theterm synchronous means the output changes stateonly when the clock input is triggered. That is,changes in the output occur in synchronization withthe clock.Flip-flop is a kind of multivibrator. There are three
types ofmultivibrators:
1. Monostable multivibrator (also called one-shot) has
only one stable state. It produces a single pulse in response to
a triggering input.
2. Bistable multivibrator exhibits two stable states. It is
able to retain the two SET and RESET states indefinitely. It is
commonly used as a basic building block for counters, registers
and memories.
3. Astable multivibrator has no stable state at all. It is
used primarily as an oscillator to generate periodic pulse
waveforms for timing purposes.
In this tutorial, the three basic categories ofbistable elements are emphasized: edge-triggeredflip-flop, pulse-triggered (master-slave) flip-flop,and data lock-out flip-flop. Their operatingcharacteristics and basic applications will also bediscussed.
http://www.eelab.usyd.edu.au/digital_tutorial/part2/#Introductionhttp://www.eelab.usyd.edu.au/digital_tutorial/part2/flip-flop02.htmlhttp://www.eelab.usyd.edu.au/digital_tutorial/part2/flip-flop03.htmlhttp://www.eelab.usyd.edu.au/digital_tutorial/part2/flip-flop03.html#DLOhttp://www.eelab.usyd.edu.au/digital_tutorial/part2/flip-flop04.htmlhttp://www.eelab.usyd.edu.au/digital_tutorial/part2/flip-flop05.htmlhttp://www.eelab.usyd.edu.au/digital_tutorial/part2/#Introductionhttp://www.eelab.usyd.edu.au/digital_tutorial/part2/flip-flop02.htmlhttp://www.eelab.usyd.edu.au/digital_tutorial/part2/flip-flop03.htmlhttp://www.eelab.usyd.edu.au/digital_tutorial/part2/flip-flop03.html#DLOhttp://www.eelab.usyd.edu.au/digital_tutorial/part2/flip-flop04.htmlhttp://www.eelab.usyd.edu.au/digital_tutorial/part2/flip-flop05.html -
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Edge-Triggered Flip-flops
An edge-triggered flip-flop changes states either at the positive edge
(rising edge) or at the negative edge (falling edge) of the clock pulse on
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the control input. The three basic types are introduced here: S-R, J-K
and D.
Click on one the following types of flip-flop. Then
its logic symbol will be shown on the left. Notice the
small triangle, called the dynamic input indicator, isused to identify an edge-triggered flip-flop.
Positive edge-triggered (without bubble atClock input):S-R,J-K, and D.Negative edge-triggered (with bubble atClock input):S-R,J-K, and D.
The S-R, J-K and D inputs are called synchronous inputs becausedata on these inputs are transferred to the flip-flop's output only on
the triggering edge of the clock pulse.On the other hand, the direct set
(SET) and clear (CLR) inputs are called asynchronous inputs, as they
are inputs that affect the state of the flip-flop independent of the
clock. For the synchronous operations to work properly, these
asynchronous inputs must both be kept LOW.
Edge-triggered S-R flip-flop
The basic operation is illustrated below, along withthe truth table for this type of flip-flop. Theoperation and truth table for a negative edge-triggered flip-flop are the same as those for apositive except that the falling edge of the clockpulse is the triggering edge.
As S = 1, R = 0. Flip-flop SETS on the
rising clock edge.
Note that the S and R inputs can be changed at any time when the
clock input is LOW or HIGH (except for a very short interval around
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the triggering transition of the clock) without affecting the output.
This is illustrated in the timing diagram below:
Edge-triggered J-K flip-flop
The J-K flip-flop works very similar to S-R flip-flop. The only
difference is that this flip-flop has NO invalid state. The outputs
toggle (change to the opposite state) when both J and K inputs are
HIGH. The truth table is shown below.
Edge-triggered D flip-flop
The operations of a D flip-flop is much more simpler. It has only one
input addition to the clock. It is very useful when a single data bit (0
or 1) is to be stored. If there is a HIGH on the D input when a clock
pulse is applied, the flip-flop SETs and stores a 1. If there is a LOW
on the D input when a clock pulse is applied, the flip-flop RESETsand stores a 0. The truth table below summarize the operations of the
positive edge-triggered D flip-flop. As before, the negative edge-
triggered flip-flop works the same except that the falling edge of the
clock pulse is the triggering edge.
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Pulse-Triggered (Master-Slave)Flip-flops
The term pulse-triggered means that data are entered into the flip-
flop on the rising edge of the clock pulse, but the output does not
reflect the input state until the falling edge of the clock pulse. As thiskind of flip-flops are sensitive to any change of the input levels during
the clock pulse is still HIGH, the inputs must be set up prior to the
clock pulse's rising edge and must not be changed before the falling
edge. Otherwise, ambiguous results will happen.
The three basic types of pulse-triggered flip-flops are S-R, J-K and D.
Their logic symbols are shown below. Notice that they do not have
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the dynamic input indicator at the clock input but have postponed
output symbols at the outputs.
The truth tables for the above pulse-triggered flip-flops are all the
same as that for the edge-triggered flip-flops, except for the way they
are clocked. These flip-flops are also called Master-Slave flip-flops
simply because their internal construction are divided into two
sections. The slave section is basically the same as the master section
except that it is clocked on the inverted clock pulse and is controlledby the outputs of the master section rather than by the external
inputs. The logic diagram for a basic master-slave S-R flip-flop is
shown below.
Data Lock-Out Flip-flops
The data lock-out flip-flop is similar to the pulse-triggered (master-
slave) flip-flop except it has a dynamic clock input. The dynamic
clock disables (locks out) the data inputs after the rising edge of the
clock pulse. Therefore, the inputs do not need to be held constantwhile the clock pulse is HIGH.
The master section of this flip-flop is like an edge-triggered device.
The slave section becomes a pulse-triggered device to produce a
postponed output on the falling edge of the clock pulse.
The logic symbols of S-R, J-K and D data lock-out flip-flops are
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shown below. Notice they all have the dynamic input indicator as well
as the postponed output symbol.
Again, the above data lock-out flip-flops have same the truth tables as
that for the edge-triggered flip-flops, except for the way they are
clocked.
Operating Characteristics
The operating characteristics mention here apply to all flip-flops
regardless of the particular form of the circuit. They are typically
found in data sheets for integrated circuits. They specify the
performance, operating requirements, and operating limitations of
the circuit.
Propagation Delay Time - is the interval of time requiredafter an input signal has been applied for the resulting output change
to occur.
Set-Up Time - is the minimum intervalrequired for the logic levels to be maintainedconstantly on the inputs (J and K, or S and R, or D)prior to the triggering edge of the clock pulse inorder for the levels to be reliably clocked into theflip-flop.
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Hold Time - is the minimum interval requiredfor the logic levels to remain on the inputs after thetriggering edge of the clock pulse in order for thelevels to be reliably clocked into the flip-flop.Maximum Clock Frequency - is thehighest rate that a flip-flop can be reliablytriggered.Power Dissipation - is the total powerconsumption of the device.Pulse Widths - are the minimum pulse widthsspecified by the manufacturer for the Clock, SET and
CLEAR inputs.
Applications
Frequency Division
When a pulse waveform is applied to the clock input of a J-K flip-flop
that is connected to toggle, the Q output is a square wave with half the
frequency of the clock input. If more flip-flops are connected together
as shown in the figure below, further division of the clock frequency
can be achieved.
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The Q output of the second flip-flop is one-fourth the frequency of the
original clock input. This is because the frequency of the clock isdivided by 2 by the first flip-flop, then divided by 2 again by the
second flip-flop. If more flip-flops are connected this way, the
frequency division would be 2 to the power n, where n is the number
of flip-flops.
Parallel Data Storage
In digital systems, data are normally stored in groups of bits that
represent numbers, codes, or other information. So, it is common to
take several bits of data on parallel lines and store them
simultaneously in a group of flip-flops. This operation is illustrated in
the figure below.
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Each of the three parallel data lines is connected to the
D input of a flip-flop. Since all the clock inputs areconnected to the same clock, the data on the D inputs
are stored simultaneously by the flip-flops on the
positive edge of the clock. Registers, a group of flip-
flops use for data storage, will be explained in more
detail in a later chapter.
Counting
Another very important application of
flip-flops is in digital counters, which
are covered in detail in the next chapter.
A counter that counts from 0to 3 is illustrated in the timingdiagram on the right. Thetwo-bit binary sequencerepeats every four clockpulses. When it counts to 3, itrecycles back to 0 to begin
the sequence again.
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