No, that would be destructive interference.
One crest + one trough = nothing, a flat line.
Destructive Interference
constructive interference
destructive interference
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Constructive interference.
I'm guessing you're talking about Transverse waves? eg. ~ Waves consist of two parts - a crest and a trough. The crest are the high points, and a trough is the low points. When a crest meets another crest, the wave is amplified, causing constructive interference (the crests add to each other). The same thing occurs when a trough meets a trough. However, when a crest meets a trough, the wave is diminished, causing destructive interference (the crest and trough cancel each other out).
Constructive interferences occur when two waves combine (add up) by the superpostition principle. Destructive interferences occur when the crest of one wave interferes with the trough of another. Amplitudes are subtracted.
A trough meeting a crest causes the wave to cancel each other out, thus being at rest. Answer2: Destructive interference.
The result is destructive interference. The resultant displacement of the waves would be zero, but only for the moment of interference. Once the interference is past, the waves continue normally.
This is called "destructive interference" and the waves cancel each other out into what is called a "node" or "nodal point".
This process is called destructive interference. This occurs when two waves collide, where one is in a trough and one is in a crest. If the waves are both a max amplitude, max crest and max trough, there will be complete destructive interference.
I'm guessing you're talking about Transverse waves? eg. ~ Waves consist of two parts - a crest and a trough. The crest are the high points, and a trough is the low points. When a crest meets another crest, the wave is amplified, causing constructive interference (the crests add to each other). The same thing occurs when a trough meets a trough. However, when a crest meets a trough, the wave is diminished, causing destructive interference (the crest and trough cancel each other out).
Constructive interferences occur when two waves combine (add up) by the superpostition principle. Destructive interferences occur when the crest of one wave interferes with the trough of another. Amplitudes are subtracted.
Destructive interference occurs when the amplitudes of two waves combine to produce a wave with a smaller amplitude.
If a pulse "interferes" with another pulse, they build each other up to form supercrests or supertroughs. This process is known as constructive interference.
it has to do with waves. trough- is the bottom of the wave crest- is the top of the wave
A trough meeting a crest causes the wave to cancel each other out, thus being at rest. Answer2: Destructive interference.
The result is destructive interference. The resultant displacement of the waves would be zero, but only for the moment of interference. Once the interference is past, the waves continue normally.
wavelength - distance between waves (eg crest to crest or trough to trough)
This is called "destructive interference" and the waves cancel each other out into what is called a "node" or "nodal point".
The maximum height of crest and trough determines the wavelength of waves
The vertical distance between trough and crest is called the height of the wave. While the crest is the highest point of a wave, the trough is the lowest point.Are you talking about waves? That simply depends on the frequency of the wave; crest and trough are just terms given to sections of waves. The crest is the top of the wave, and the trough is the bottom.It's the amplitude. Like on the drawn parts of a transverse wave. You can look it up on Google images.wave hight