![]() ![]() The two waves are at the specific point P at the given time. Then the displacement of the resultant wave is given as y = y 2 + y 1. Suppose two waves having a vertical displacement y 2 and y 1 superimpose at a particular point of p. Resultant intensity in interference of two waves The effect of disruption of the two waves will lead to the medium taking a new shape that will ultimately result in the combined effect of the two waves. In this context, the aspect of wave disturbance is important which is defined as a specific condition in which two specific waves hit or meet each other while moving in the same direction. The amplitude and intensity of these resultant waves can be the same, lesser, or greater than the original interfering waves. The interference of two waves is said to be the phenomenon in which two waves overlap to form a resultant wave. On overlapping of these two waves, the resultant displacement is obtained. ![]() Then the displacement of the elements within the two waves can be represented as y 2 (x, t) and y 1 (x, t). Let two waves be considered to be traveling simultaneously concerning the same string. The superposition principle of the waves states that the resulting displacement of several waves within a medium at a given point can be regarded as the vector sum of the displacement of each wave produced by each particular wave at that point. Mains Test Series and Printed Notes (Hindi).Mains Test Series and Digital Notes (English).Mains Test Series and Printed Notes (English).Prelims Test Series and Digital Notes (English).Prelims Test Series and Printed Notes (English).Political Science & International Relations.Previous Year paper analysis Analysis - Mains.
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