He was also involved in the development of the first high-speed flip-flop circuit at Harvard.

This flip-flop circuit became perhaps the most important circuits in computer technology, allowing memory to be stored.

Like a flip-flop circuit, an arbiter has two stable states corresponding to the two choices.

Octave-down effects are typically produced by converting the signal to a square wave, and then using flip-flop circuits to divide the frequency by two.

A shift register is another multi-stage D-type flip-flop circuit with each Q output connected to the following D input.

In 1918 he worked in collaboration with F. W. Jordan to patent the flip-flop circuit, which became the basis of electronic memory in computers.

It is sometimes called the flip-flop monoid, referring to flip-flop circuits used in electronics: the three elements can be described as "set", "reset", and "do nothing".

In most modern computing devices, a bit is usually represented by an electrical voltage or current pulse, or by the electrical state of a flip-flop circuit.

The key development that led to the eventual construction of the computer was Moody's invention of a new type of flip-flop circuit, a key component of all computer systems.

A simple clocked flip-flop circuit (Maginot and Oliver, 1974) blocks the next two clock pulses, so the next change in excitation is caused by the fourth clock pulse.