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The amplitudes simply superimpose so it becomes A + B.
the maximum displacement of a wave particle is called the amplitude.also wave particles at maximum displacement form crests.therefore the amplitude of two crests should be the same.hence the amplitude of the wave when two crests meet is two times the amplitude of one the two crests.
When the crest of one wave overlaps the trough of another, this produces destructive interference. If both original waves are equal in amplitude, then nothing will remain. The waves completely cancel out. However, if one waver is larger in amplitude, then there will still be a wave left over after they meet, but it will be smaller. The amplitude of the new wave will be the larger wave amplitude minus the smaller wave amplitude one. The opposite can also occur. If the crests of two waves overlap, then it produces constructive interference (resulting in one larger wave).
As you know, sound travels in the form of waves with crests and troughs (high and low points). When two waves meet, constructive or deconstructive interference can occur. Loudness increases when waves interfere constructively, in other words when crests combine with crests or when trough combine with troughs to produce an even larger wave amplitude (the height of the resulting wave). Loudness decreases when waves interfere deconstructively, in other words when crests cancel out troughs to produce a smaller wave amplitude.
They could undergo constructive interference in which the amplitudes of the two waves combine. For example, a wave with an amplitude of 2 units overlaps with another wave with an amplitude of 2 units, the overlapping amplitude will be 4 units. They could also undergo destructive interference in which the amplitude of one wave is 2 units and the amplitude of the second wave is -2 units. At the point where they meet, the combined amplitude will be zero.
Interference. This can result in either constructive interference, resulting in increased amplitude, or destructive interference, whereby there would a reduced amplitude.
A + b
The amplitudes simply superimpose so it becomes A + B.
Interference. This can result in either constructive interference, resulting in increased amplitude, or destructive interference, whereby there would a reduced amplitude.
the maximum displacement of a wave particle is called the amplitude.also wave particles at maximum displacement form crests.therefore the amplitude of two crests should be the same.hence the amplitude of the wave when two crests meet is two times the amplitude of one the two crests.
When the crest of one wave overlaps the trough of another, this produces destructive interference. If both original waves are equal in amplitude, then nothing will remain. The waves completely cancel out. However, if one waver is larger in amplitude, then there will still be a wave left over after they meet, but it will be smaller. The amplitude of the new wave will be the larger wave amplitude minus the smaller wave amplitude one. The opposite can also occur. If the crests of two waves overlap, then it produces constructive interference (resulting in one larger wave).
When the crest of one wave overlaps the trough of another, this produces destructive interference. If both original waves are equal in amplitude, then nothing will remain. The waves completely cancel out. However, if one waver is larger in amplitude, then there will still be a wave left over after they meet, but it will be smaller. The amplitude of the new wave will be the larger wave amplitude minus the smaller wave amplitude one. The opposite can also occur. If the crests of two waves overlap, then it produces constructive interference (resulting in one larger wave).
As you know, sound travels in the form of waves with crests and troughs (high and low points). When two waves meet, constructive or deconstructive interference can occur. Loudness increases when waves interfere constructively, in other words when crests combine with crests or when trough combine with troughs to produce an even larger wave amplitude (the height of the resulting wave). Loudness decreases when waves interfere deconstructively, in other words when crests cancel out troughs to produce a smaller wave amplitude.
They could undergo constructive interference in which the amplitudes of the two waves combine. For example, a wave with an amplitude of 2 units overlaps with another wave with an amplitude of 2 units, the overlapping amplitude will be 4 units. They could also undergo destructive interference in which the amplitude of one wave is 2 units and the amplitude of the second wave is -2 units. At the point where they meet, the combined amplitude will be zero.
he meet abu talib
Depends where. If a peak meets a peak, then the amplitude of that peak will increase. Same with troughs. However if the waves have the same amplitude, and a peak meets a trough, they will cancel out, and you will be left with a dead spot, not affected by the wave.
it doesnt matter whether the waves meet at the surface or underwater but when this happens, the waves superpose each other that is cancel out their crests and troughs resulting in a destructive wave with an amplitude or wavelength of zero which is diagramly a straight line (no wave). so if this happens underwater, nothing shows at the surface. send more of your questions in physics to enekaith@yahoo.com