How much is a Lightyear? - One lightyear is about 5.87 trillion miles or 9.46 trillion kilometers.
A lightyear means the distance light travels through space in one year. The speed of Light is Light travels at a constant, finite speed of 186,000 mi/sec. (about 300 thousand kms a second) A traveler, moving at the speed of light, would circum-navigate the equator approximately 7.5 times in one second. By comparison, a traveler in a jet aircraft, moving at a ground speed of 500 mph, would cross the continental U.S. once in 4 hours
The term speed of light generally refers to a fundamental physical constant of spacetime that limits the rate of transfer of matter or information. The speed of light is the speed of not just visible light, but of all electromagnetic radiation in vacuum (also called free space), and usually is denoted by the symbol c. Speeds faster than that of light are encountered in physics but, in all such cases, no matter or information is transmitted faster than c. The speed of light also plays a role in general relativity, and is believed to be the speed of gravitational waves.
In SI units, the magnitude of the speed of light in vacuum is exactly 299,792,458 metres per second (m/s) because of the way the metre is defined. Said in different words, the exact value, c = 299 792 458 m/s, is an international convention concerning the metre, not a property of light.
For many practical purposes, the speed of light is so great that it can be regarded to travel instantaneously. An exception is where long distances or precise time measurements are involved. For example, in the Global Positioning System (GPS), a GPS receiver measures its distance to satellites based on how long it takes for a radio signal to arrive from the satellite. In astronomy, distances are often measured in light-years, the distance light travels in a year.
The speed of light when it passes through a transparent or translucent material medium, like glass or air, is less than its speed in vacuum. The speed is inversely proportional to the refractive index of the medium. In specially-prepared media, the speed can be tiny, or even zero.
For many years the speed of light was the subject of speculation, some believing it to be infinite. The first effective measurements of the speed of light were made in the seventeenth century, and these were progressively refined until, in 1983, the speed of light in vacuum was fixed by definition.
Demonstration of Lightspeed
Speed of Light Demonstration by the Foucault Method - Kevin McFarland
University of Rochester PARTICLE Summer Workshop
In the mid-19th century, French physicist Leon Foucault made the most accurate measurement to-date of the speed of light using a laboratory-sized apparatus consisting of rotating and fixed mirrors.
This method was subsequently improved upon in technique and scale by Albert Michelson in the 1920s, resulting in the most precise “mechanical” measurement of the speed of light, with an error of only ±4km/sec! An apparatus inspired by Foucault’s original technique is accessible as a classroom demonstration or laboratory, and makes an excellent way to illustrate the finite (but large) speed of light.
If the rotational frequency (revolutions per unit time) of the mirror is given by υ, then the deflection angle is given by where the second factor angular frequency of rotation and the last is the time to travel back and forth between the mirrors.
For our demonstration, we used a He-Ne laser as the source (a much better source than Foucault had!). At these distances, the laser acts essentially as a point source of light, so it is necessary to focus the beam so that the points of focus are the fixed mirror (M) and source and observation point (S). Let D’ be the distance between the rotating mirror and the source/observation point, G be the distance between the lens (L) and fixed mirror (M) and G’ be the distance the light travels from the lens to the source point (LR+RS). Then the lens makers’ equation tells us that the focal length, f, of the lens must be:
For our setup, we used a lens with a focal length of 5m, and set G and G’ to be 10m. We set the distance D to be approximately 13m and D’ to be 7m. In order to observe the deflection of the beam, we inserted a thin (to minimize internal reflections) microscope slide beam splitter just before the source. Our rotating mirror is based on a Bosch router motor, with a peak speed of 27000rpm at 120V AC.
Alignment is slightly tricky. I suggest establishing the beam to the rotating mirror first, and then moving the rotating mirror to point approximately at the desired location of the fixed mirror. The beam should go to the center of the lens and the fixed mirror, and then (harder) the spot returning from the fixed mirror must be aligned on the rotating mirror. At this point, the returned beam should be visible after the beam splitter! Chalk dust and water mist make great diagnostics for finding the beam and small variations in the lens position sometimes can compensate for small mirror misalignments. This takes some patience and good clamps for the lens and fixed mirrors!
One you have established a view of the beam after the beam splitter, I suggest measuring the beam spot position at high and low frequency. The deviation of the beam spot, δx, will be
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