smaller in amplitude: sin(x), -3/2 sin(x) cancel out to become -sin(x)/2, which has a smaller amplitude
smaller wavelength: sin(x), sin(x), "combine" them by multiplying together. The wavelength is reduced by 2
If you are looking for an addition of waves that gets the smaller wavelength of a sine wave, here is the simplest one I can find. It is an infinite addition, and the result is sin(2x), a wave that has a smaller wavelength than the individual waves:
sum from k=0 to infinity of sin(k*pi/2+z0)(2x-z0)k / k!
I'd call that 'constructive interference'.
inference
The combination of a transverse waves and a longitudinal waves produce surface waves. The waves found in water are a good example. When a wave moves through the waver, particles travel in clockwise circles, and the radius of the circles decreases as the depth into the water increases.
Sound waves aren't an electromagnetic wave. So aren't seismic waves. So aren't waves in the ocean, in your hair, or waves bye-bye.
P-waves have the highest velocity so arrive first. Please see the related question for further information on the factors affecting seismic wave velocity.
Larger waves will pack more of a mechanical 'punch' than smaller waves, carrying and delivering more erosive energy.
A tsunami wave is a wave of energy that travels through water, while a seismic wave is a wave of energy that travels through earth.
constructive wave :)
inference
Constructive inference.. :)
Neither. P and S waves are body waves. Tsunamis are a different matter entirely.
The combination of a transverse waves and a longitudinal waves produce surface waves. The waves found in water are a good example. When a wave moves through the waver, particles travel in clockwise circles, and the radius of the circles decreases as the depth into the water increases.
Light wave is an electromagnetic wave, so light waves are a kind of wave. I don't understand what you mean by what waves have the most light waves. It's not possible to emit a combination of different kinds of waves (such mechanical, EM wave, sound wave) from a single source.
syncronized
Reinforcement.
It results in a wave with an amplitude which is equal to the sum of the amplitudes of the waves passing at that point.
Regardless of the frequency of the wave, all sound:
Destructive interference.
destructive interference.