
| Contents for this page | Related topics | ![]() |
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| Introduction |
Doppler effect with light Light and colour 2-D and 3-D wavefronts Wave nature of matter |
Data Glossary |
| Learning Outcomes | ||
| After studying this section, you will be understand Huygens' Principle. | ||
The Dutch physicist, astronomer and mathematician Christiaan Huygens was a leading proponent of the wave theory of light. He developed a principle, actually a geometrical construction (
), that became very useful in calculating the propagation of a wavefront. In this way, reflection, refraction, interference and diffraction could be treated geometrically.
While Huygens' Principle is applicable to all wave motion, it is of special importance in geometrical optics.
| Huygens' Principle |
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| "Any point on a wave front of light may be regarded as the source of secondary waves and that the surface that is tangent to the secondary waves can be used to determine the future position of the wave front." |

Imagine a wave spreading out in a circle, proceeding from a primary point source. (A small stone dropped into a pond is a good example), depicted in the above diagram on the left. A circle drawn around the source can be drawn, and any point on the circumference of that circle can then be considered as a new, secondary source, now shown above, middle (only some circles are shown). The envelope of all these circles, or wavelets, constitute a new, secondary wavefront. Again, new circles may be drawn, and a new wavefront constructed as before (above, right).
Point sources will produce circular wavefronts. As new wavefronts are generated, segments will approximate to straight lines, all the more if the circular wavefront has a large diameter. Straight wavefronts may be produced by straight vibrations, as one might find in a ripple tank. The following should be noted:
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