 # Physics of Water Waves

Satisfactory Essays
All waves possess the properties of reflection, refraction,

diffraction and interference. These phenomena's were observed with the

use of a ripple tank.

A ripple tank consists of a large rectangular tray with a transparent

bottom. Water is placed in this tan to a depth of approximately one

centimeter. A light source is then placed above the tray of water.

When the water is disturbed it can be seen on a white surface

positioned under the tray.

The first phenomenon observed was reflection. It was found that water

waves also follow the law of reflection.

As straight waves strike a hard straight surface they are reflected at

an angle equal to the angle of incidence. After reflection the wave

has the same speed, frequency and wavelength as it did prior to the

collision. This is similar to the reflection of circular waves off a

straight barrier. The reflected waves are also circular, however they

have a centre point that is position behind the barrier. This point is

known as the "image" of the source.

Reflection of a parabolic or concave barrier can be closely compared

to that of light waves off a concave mirror. If the incident wave was

straight, the reflected waves are curved, and they converge at a fixed

focal point. After passing through the focus, the radius of the curves

increase. The opposite is so when circular waves strike a concave

barrier. The reflected waves are then straight.

The next phenomenon observed was the refraction of water waves. The

refraction was demonstrated in the ripple tank by dividing the tank

into a deep and shallow region. This was achieved by placing a

rectangular object into one end of the tank.

When straight waves travel from a deep region of water into a shallow

region, it is found that the speed of the waves is slower in the

shallower region. Since the frequency of the wave stages the same, it

is obvious that there must be a corresponding decrease in wavelength.

If the waves pass from deep to shallow water at an angle other than