Light
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Three questions about light: 1. What is light? 2. How do you describe it? 3. Where does it come from? Try to jot down some answers to these questions before reading on. Galileo tried without success to measure the speed of light; The first value measured that was near the presently accepted value (3x108 meters/second, or 186,000 miles/second) was that obtained by the Danish astronomer Ole Roemer, who timed the eclipses of Jupiter's moons for various relative positions of Jupiter and Earth, and attributed their differences to the speed of light. (By the way, the speed of light is now defined as being 2.99792458 x 108 m/s exactly).

Several things about light seem immediately obvious:

 You can easily add more to the list.

It was the last item on the list that caused Newton to ascribe a particle nature to light:

    "But light is never known to follow crooked passages, nor to bend into the shadow. For the fixed stars by the interposition of any planet cease to be seen."

Newton said that if light were wavelike, as others had argued, it should bend around obstacles just as sound waves do and so not display the sharp shadows characteristic of light. It was left to Thomas Young to prove Newton wrong. In 1803 Young, in his double slit experiment, provided conclusive proof that the bending that Newton did not see could be demonstrated through the phenomenon of interference: If light is allowed to fall on two closely aligned slits, the emerging beams show a definite interference pattern that can only be explained if light has the character of a wave. The arrangement of this famous experiment is shown below. Light, in fact, is a wave. We can describe it much the same way we describe water waves. Thus the second question is answered.

In the drawing, light comes in from the left and passes through the two slits in a mask. The slits are separated by a distance d. The light emerges on the other side of the slits and spreads out as from two separate sources. As the sources come from the same light they are coherent, i.e. in phase with each other. The light travels across the space to the right of the mask and strikes a screen a distance D from the slits. On the screen a pattern of alternate bright and dark lines appear. (This pattern is shown as a wavy line - the height of the line is an indication of its brightness.) This pattern can easily be explained if light has a wavelike nature - it cannot be explained using Newton's corpuscular (particle) view. To see this, note that the light from the lower slit must travel further than that from the top slit to reach a corresponding spot on the wall. The enlarged view shows the region of the slit in detail. To reach the spot shown the light from the lower slit must travel a distance d sin 2 further than that from the top slit. If d sin 2 is equal to 1 or 2 or any integral multiple wavelengths of the light, constructive interference will cause a bright spot to appear (the case for 2 wavelengths is shown). On the other hand, if d sin 2 is a half multiple of a wavelength, dark spots should appear, and this is exactly what does happen. Thus the wavelike character of light was conclusively proven (at least for a while).

As an interesting historical note, Young's experiment was not accepted until it was redone years later by Augustin Fresnel. Fresnel presented his work to a panel of judges during a competition at the French Academy of Science in 1818. The panel consisted of, among other great scientific names of the time, the famous mathematician and physicist Simeon-Denis Poisson. Poisson was very skeptical of Young's work. He quickly noted that if Young were correct a circular object placed in front of a beam of light would produce a bright spot (never before observed) at a specific distance in the shadow behind the disk. Fresnel was challenged to demonstrate its existence - which he later did. The spot is now called "Poisson's spot".

So, we now know that light has a wave-like character. This explains the interference patterns of Thomas Young and Fresnel, and supports the position presented long before by Huygens. But how does the wave of light propagate? Waves, as we know them (and as was known long ago) propagate through a medium. For sound waves the medium is the air. For water waves the water itself. For waves running down a string, as for all waves, the characteristics of the medium govern the propagation of the wave. Sound, for example, travels three times faster in water than in air, and fifteen times faster in steel - the denser the medium the faster the velocity of the wave. Huygens thought it necessary to provide a medium in which light could travel - he called it the ether (or, the "luminiferous ether"), a term resurrected from ancient times. The ether was a puzzling concept that finally was put to rest by the theories of Einstein, but in the interim it served as the necessary carrier of light waves.

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