The Italian physicist and astronomer Galileo Galilei discovered the principle of the oscillatory motion of the pendulum. He discovered the pendulum in 1581. In his experiments, Galilei established that the time it takes for the back-and-forth motion of a pendulum of a given length remains the same even if its arc, or amplitude, decreases. Through the pendulum, Galilei discovered isochronisms, the pendulum's most important characteristics, which make them useful in measuring time.
Pendulums act upon different forces.The pendulum's inertia -- the resistance of a physical object -- is what makes the pendulum swing straight out and up. The downward force of gravity, which is the force that causes two objects to pull toward each other, is what pulls the pendulum straight back. Another force, air resistance, which determines the pendulum's velocity, makes a pendulum swing in shorter arcs.
A so-called simple pendulum consists of a mass, or weight known as a bob, hanging from a string, or cable, of a certain length and fixed at a pivot point. When shifted from its starting position to an initial angle and released, the pendulum swings back and forth freely with periodic motion. All simple pendulums should have the same period, which is the time for one complete cycle of a left swing and a right swing, regardless of their initial angle.
Different kinds of pendulums include the bifilar pendulum, the Foucault pendulum and the torsion pendulum. A bifilar pendulum has been used to record the irregular rotation of the earth as well as to detect earthquakes. The Foucault pendulum, which French physicist Leon Foucault invented, is used to demonstrate the rotation of the earth. A torsion pendulum, although not strictly a pendulum because it doesn't oscillate because of the force of gravity, is often used for time-keeping purposes, such as regulating the movement of clocks.