Oscillatory motion is the repetitive back-and-forth movement of a body about an equilibrium position which has applications in everyday life. It is necessary for understanding concepts like sound waves, and electromagnetic oscillations. In this article, we will discuss the characteristics of oscillatory motion, examples of oscillatory motion, define oscillatory motion, types of oscillatory motion, what is periodic motion, and the difference between periodic motion and oscillatory motion.
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Oscillatory motion definition: The to and fro motion of an object from its mean location. Oscillatory Motion is a motion in which an object repeatedly moves over a spot. The optimum situation can be approached in a total vacuum since there will be no air to halt the item in oscillatory motion friction.
The vibration of strings and the movement of spring are oscillatory motions in the mechanical world and are the same as mechanical vibration.
$$f=\frac{1}{T}$$
Based on the nature of motion, oscillatory motion can be classified into two types:
The oscillatory motion occurs in a linear path ( straight line) around the equilibrium position. The displacement is measured in meters or any unit of length. The restoring force is proportional to the displacement.
$$
F=-k x
$$
The oscillatory motion is in back-and-forth rotation about a fixed axis. The displacement is measured as an angle. The restoring torque is proportional to the angular displacement.
$$
\tau=-k \theta
$$
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Simple harmonic motion is a type of oscillatory motion in which Hooke's law is obeyed. In this motion, the restoring force is directly proportional and opposite to the displacement from the equilibrium position of the motion.
$$
F=-k x
$$
where,
The oscillatory motion's equilibrium position is the place at which oscillations occur, and the oscillating object must pass through this point during each oscillation. The oscillating object comes to a stop at this point after some time when the oscillatory motion stops due to friction in the medium in which it is oscillating.
Vibration is a term used to describe objects that oscillate. There isn't much of a distinction between these two terms. However, in general, when an object moves at high frequencies, it is said to be vibrating, and when it moves at low frequencies, it is said to be oscillating.
The forward and backward movement of an object around an equilibrium point is referred to as to and fro. A pendulum, for example, travels from one side to the other before returning to its original position. To and fro motion is the term for this type of movement.
In physics, periodic motion is defined as motion that occurs at regular intervals. A rocking rocker, a bouncing ball, a vibrating tuning fork, a swing in motion, the Earth in its orbit around the Sun, and a water wave are all examples of periodic motion. Sine curves can be used to illustrate periodic waves.
Periodic motion should not be confused with oscillatory motion. Each oscillatory motion is invariably a periodic motion, while each periodic motion does not have to be oscillatory. A periodic motion might be oscillatory or non-oscillatory. The motion of a car wheel, for example, is periodic but not oscillatory, whereas the motion of a stringed object attached to a wall is both periodic and oscillatory.
The differences between oscillatory and periodic motions are given in the table below:
Periodic Motion | Oscillatory Motion |
Motion that repeats itself at regular intervals of time. | A type of periodic motion where an object moves back and forth about an equilibrium position. |
Can be linear, circular, or oscillatory. | Always involves back-and-forth motion. |
Not necessarily about an equilibrium position. | Always occurs around a fixed equilibrium position. |
Earth's revolution around the Sun, rotation of a wheel. | Motion of a pendulum, vibration of a spring. |
Periodic motion is not always oscillatory. | Oscillatory motion is always periodic. |
Also read:
An oscillatory motion is one in which an item moves in such a way that it periodically comes to and leaves a fixed point. The equilibrium point is this fixed position. The oscillatory motion's equilibrium position is the place at which oscillations occur, and the oscillating object must pass through this point during each oscillation. Electromagnetic waves, alternating current circuits, and molecular motion are all examples of this.
“The restoring force is directly proportional to the displacement from the equilibrium position,” according to Hooke's law. A spring is linked to a block and fixed to the wall on a horizontal plane, and the block is placed in such a way that it can move horizontally. When the block slides horizontally away from the wall, the spring strives to recover its position, resulting in oscillatory motion. The restoring force attempts to prevent distortion of the spring. This restorative force comes from
The negative sign in Fs=–kx indicates that the force is acting in the opposite direction of the displacement x. This is known as Hooke's law.
Many phenomena, including electromagnetic waves, alternating current circuits, and molecules, require this motion to be studied. Two conditions must be present for a vibration to occur: stiffness and inertia.
"Oscillatory motion" is motion that repeats over and again after a time T called the "period," and is also known as "periodic motion" with a time T termed the "repeat time."
The force in an oscillating system always works in the opposite direction as the particle's movement from the equilibrium point. A restorative force is a force that is either constant or varies with time or position. The ensuing motion is oscillatory as long as the force follows the aforementioned principle.
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