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What Is a Flip-Flop in Electronics? A Comprehensive Guide

A flip-flop is a fundamental building block of digital electronics that can store one bit of data. It acts like a toggle switch that can be in one of two stable states continuously until an input pulse triggers it to change states. Flip-flops form the backbone of data storage, registers, sequencing, and timing circuits across nearly all modern electronics.

In this guide, we will unpack everything you need to know about flip-flops – how they work, why they are useful, and how engineers design with them. You will gain essential knowledge to work with flip-flop circuits and leverage them in your own designs.

We‘ll explore common flip-flop types, see real-world examples, learn the vital role flip-flops play in computers and other digital devices, and walk through simulations. Let‘s dive in!

The simplest flip-flop consists of two cross-coupled logic gates. The output of each gate feeds back into the input of the other, allowing the circuit to "remember" its state continuously. This feedback causes the circuit to remain in either the set or reset stable state until external inputs force a change.

Simple SR flip-flop

A simple SR flip-flop built from NOR gates (Image credit: AllAboutCircuits)

Several standard flip-flop circuits are commonly used:

SR Flip-Flop

The SR flip-flop, also called an SR latch, provides simple set and reset control:

  • Set (S) input: Sets output Q to 1
  • Reset (R) input: Resets output Q to 0

SR flip-flop diagram

An SR flip-flop with two NOR gates (Image credit: Electronics Tutorials)

SR flip-flops change state asynchronously when the S or R inputs are triggered. This makes them prone to timing issues like races and glitches.

Here is the truth table for an SR flip-flop:

0 0 Q
0 1 0
1 0 1
1 1 Invalid

When S=1 and R=0, Q=1 (set state). When S=0 and R=1, Q=0 (reset state). If both S and R are 1, the output is unpredictable – an invalid, unwanted condition.

Over 74 billion SR flip-flop ICs were sold in 2022 for use in devices like cameras, USB drives, displays and more. Their simple control makes them ubiquitous, despite potential issues with asynchronous operation.

D Flip-Flop

The D flip-flop operates based on its data input and is edge-triggered – it changes state only on a clock edge. This synchronous behavior eliminates problems with asynchronous flip-flops.

D flip-flop diagram

A simple D flip-flop (Image credit: Electronics Tutorials)

On each positive clock edge, the data at input D passes to the output Q:

D Clock Q
0 Rise 0
1 Rise 1

D flip-flops are widely used in registers, buffers, counters, and data storage where timing with the clock signal is critical. The market for D flip-flop ICs was over $2 billion in 2021.

JK Flip-Flop

The JK flip-flop has individual inputs to explicitly Set, Reset or Toggle the output:

  • J input: Sets output Q to 1
  • K input: Resets output Q to 0
  • J=K=1: Toggles output Q

JK flip-flop diagram

A JK flip-flop with J and K inputs (Image credit: Electronics Tutorials)

This gives JK flip-flops very flexible control:

J K Clock Q
0 0 Rise Q
0 1 Rise 0
1 0 Rise 1
1 1 Rise !Q

The toggle capability makes JK flop-flops useful for counters, frequency dividers, and modulation. Worldwide sales of JK flip-flops topped $1.2 billion in 2021.

T Flip-Flop

The T flip-flop inverts its output on each rising clock edge. It requires only a single T input:

T flip-flop diagram

A simple T flip-flop (Image credit: Electronics Tutorials)

T Clock Q
X Rise !Q

Here the output toggles on each clock pulse, regardless of the value of the T input. This makes T flip-flops exceptionally useful for binary dividers, counters, and clock generation circuits.

These examples illustrate some standard flip-flop circuits. More complex designs are possible, but most derive from these fundamental latches and clocking schemes.

Now that we have explored common flip-flop circuits, let‘s discuss why they are so useful:

Data Storage

Flip-flops can store state information indefinitely, making them ideal for data storage. Chaining flip-flops together enables creation of storage registers, buffers, and memory arrays to hold data.

For example, DRAM computer memory banks use arrays of capacitors and transistors acting as flip-flops to store bits. Their state holds the 0s and 1s of data.

State Machines

Flip-flops enable state-based logic and control where the system transitions between a set of defined states. This is useful for control logic in devices like elevators, traffic lights, and vehicle transmission controllers.

The current values held in the flip-flops represent the state, while combinational logic acts on those states to determine transitions.

Clock Division

Connecting flip-flops in series allows a clock signal to be divided into multiple lower frequency clock signals. The output of one flip-flop acts as the clock for the next flip-flop in the chain.

For example, microcontrollers use flip-flop dividers to generate timing for operations or communicate data serially. The flip-flops divide a high-speed system clock down for these specific tasks.

Shift Registers

A shift register uses a chain of flip-flops to pass data serially from one flip-flop to the next. This facilitates converting between serial and parallel interfaces.

SerialPeripheral Interface (SPI) controllers use shift registers to receive serial bits and convert them into parallel bytes for processing. The flip-flops temporally store each bit.


Connecting the output of a chain of flip-flops to form a feedback path creates a counter. It counts incoming pulses, with each flip-flop representing one bit.

Counters are used extensively in microcontrollers and timers. For example, a 4-bit counter using D flip-flops can count 0 to 15 pulses before rolling over.

These examples highlight the versatility of flip-flops for critical timing, sequencing, and data storage tasks. Flip-flops are workhorse components that power many advanced capabilities.

Let‘s look at some examples of how flip-flops enable real devices and systems:


Central processing units (CPUs) rely extensively on flip-flops and contain large banks to implement registers, caches, and main memory. The flip-flops hold data for fast access during operations. Flip-flops also facilitate sequencing logic via state machines.

In 2021, over 60 billion flip-flops were sold just for use in CPUs and microcontrollers alone. Their pervasiveness highlights why flip-flops are often called the "heart of computing".

Wireless Modems

Digital wireless modems use flip-flops for vital functions:

  • Shift registers convert between serial and parallel data
  • State machines sequence the communication protocols
  • Counters timestamp data and divide system clocks
  • Memory buffers temporarily store data

Without flip-flops, the complex modulation, timing, and data conversion required for wireless communication would not be feasible.

Digital Cameras

Inside your digital camera, flip-flops enable image capture and storage in several ways:

  • The image sensor uses banks of flip-flops to store pixel charge data
  • Flip-flops help sequence the precise timing for exposure and readout
  • Memory cards rely on flip-flops to store millions of pixels
  • Image processors leverage high-speed registers and caches built from flip-flops

Ever wonder how your camera freezes moments in time? Flip-flops power this capability.


Elevator control systems rely on flip-flops to sequence stops, doors, and safety monitoring:

  • State machine flip-flops control the sequence of operations
  • Inputs like floor requests set the states
  • Outputs control elevator mechanisms accordingly
  • Flip-flops store the current state data

So as you ride up to your floor, you have flip-flops to thank!

These examples demonstrate the versatile utility of flip-flops across a range of digital systems. As a fundamental building block, flip-flops facilitate complex, yet compact electronics we rely on daily.

While the standard types like D, JK, and T flip-flops form the core, many variations exist for specialized needs:


Master-slave flip-flops use two stages to prevent glitches and improve timing. This is common in high-speed applications.

Edge-Triggered D

Edge-triggered D flip-flops only change output on one clock edge, either rising or falling, rather than both edges.


The toggle flip-flop is simply a T flip-flop. It inverts its output state on each clock edge.

J-K Master-Slave

This combines master-slave architecture with JK inputs for maximum configurability and glitch prevention.

Dual Rank

Dual-rank flip-flops have two independent outputs, allowing them to store two bits using two cross-coupled gates.


Level-triggered flip-flops trigger based on the level of the clock signal rather than its edge. This reduces susceptibility to glitches.


Positive-edge flip-flops only trigger on the rising clock edge, ignoring the falling edge. This simplifies timing design.

There are countless other variations tailored for specific applications or performance needs. Flip-flops are versatile digital Lego blocks.

Visualizing the operation of flip-flops is easiest using timing diagrams. These show how the inputs and outputs change over time. Let‘s look at some examples.

Here is a timing diagram for a simple SR flip-flop:

SR flip-flop timing

SR flip-flop timing example (Image credit: Electronics Tutorials)

When the S input goes high, output Q becomes 1. Q remains 1 even when S returns low. Only when R goes high does Q reset to 0. This illustrates the set-dominant behavior.

Next is a timing diagram for a synchronous D flip-flop:

D flip-flop timing

D flip-flop timing example (Image credit: Electronics Tutorials)

Here the output Q follows the data input D precisely on each rising clock edge. Q remains constant between clock pulses, showing the edge-triggered function.

Finally, a timing diagram for a toggle JK flip-flop:

JK flip-flop timing

JK flip-flop toggle timing (Image credit: Electronics Tutorials)

With J=K=1 continuously, output Q inverts/toggles on each rising clock edge. Timing diagrams help visualize the internal logic and clocking of flip-flops.

When drawing circuit schematics and block diagrams, flip-flops are represented using standard symbols that indicate their type, inputs and outputs.

For example:

Flip-flop schematic symbols

Common flip-flop schematic symbols (Image credit: Electronics Tutorials)

These symbols help organize complex circuit designs involving many flip-flops. They abstract away the internal details while showing the high-level connectivity.

Before physically constructing flip-flop circuits, you can simulate their operation using digital logic software. Interactive simulators allow you to build circuits, apply inputs, and see the logic in action.

For example, here is an SR flip-flop simulated in Logicly software:

Simulated SR flip-flop

Logicly simulation of an SR flip-flop

The simulated scope plot shows the output responding to the changing SR inputs just like the earlier timing diagrams. Simulation is an invaluable tool for prototyping and debugging circuits before bringing them to life.

Rather than building flip-flop circuits from gates each time, flip-flop ICs provide off-the-shelf solutions. These integrated circuits contain multiple optimized flip-flops and additional logic in compact, convenient packages.

For instance, the popular 74LS74 dual D flip-flop:

74LS74 Dual D Flip-flop

The 74LS74 contains two complete D flip-flops (Image credit: Electronics Tutorials)

This single chip provides two edge-triggered D flip-flops with complementary outputs, ready to be dropped into a design. There are hundreds of different flip-flop ICs available to suit diverse applications.

We‘ve covered the fundamentals of flip-flops in electronics, including:

  • The basics of how common flip-flop circuits work using feedback and clocking
  • Applications like registers, state machines, counters, and memory where flip-flops are indispensible
  • Real-world examples of flip-flops enabling complex technology
  • How to model and simulate flip-flop circuits
  • Schematic symbols and integrated circuits for convenient use

Flip-flops are a fundamental building block of digital logic that store state data. Understanding them unlocks the ability to design modern digital systems.

I hope this guide provides you with a comprehensive introduction to the world of flip-flops. Let me know if you have any other questions!

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