In 1873, seventy years after Thomas Young presented his experimental results on the nature of light (see Light I: Particle or Wave?), a Scottish physicist named James Clerk Maxwell published a theory that accounted for the physical origins of light. Throughout the nineteenth century, many of science’s greatest minds dedicated themselves to the study of two exciting new ideas: electricity and magnetism. Maxwell’s work synthesized these two ideas, which had previously been considered separate phenomena. His new theory was aptly named a theory of “electromagnetism.”
The earliest experimental connection between electricity and magnetism came in the 1820’s from the work of the Danish physicist Hans Christian Oersted. Oersted discovered that a wire carrying electric current could deflect the needle of a magnetic compass. This planted the seed for Andre-Marie Ampere, a French physicist, to demonstrate that two current-carrying wires would interact with each other due to the magnetic field that they generated. Ampere found that two long, straight wires carrying current in the same direction would attract each other, and two wires carrying current in opposite directions would repel each other. Ultimately, Ampere formulated a general expression – called Ampere’s Law – for determining the magnetic field created by any distribution of electric currents.
Demonstration of wires carrying current in the same direction.
Demonstration of wires carrying current in opposite directions.
Today, the principle behind Faraday’s Law is at work in electrical generators. Using some mechanical source of energy (such as a hand crank, a windmill, the force of falling water, or steam from boiling water) to spin a turbine, magnets inside the generator spin next to a large coil of wire. As the magnets spin, the magnetic field that passes through the wire loop changes. This changing “magnetic flux” establishes an “induced” current in the wire and mechanical energy becomes electrical energy.
A Simple Electric Current Generator
An example of a simple electrical generator in which a magnet spins within a coil of wire generating an electric current.
(Flash required)
Over 40 years after Faraday, James Clerk Maxwell, based on little more than an intuitive feeling for the symmetry of physical laws, speculated that the converse of Faraday’s Law must also be true: a changing electric field produces a magnetic field. When Maxwell took the work of Ampere and Faraday and incorporated his new idea, he was able to derive a set of equations (originally there were twenty equations, but now they have been simplified to just four) that completely unified the concepts of electric and magnetic fields into one mathematical model. To learn more about the math behind the equations, be sure to follow the links under “Further Exploration” below.
After developing his now-famous equations, Maxwell and other physicists began exploring their implications and testing their predictions. One prediction that came from Maxwell’s equations was that a charge moving back and forth in a periodic fashion would create an oscillating electric field. This electric field would then set up a periodically changing magnetic field, which in turn would cause the original electric field to continue its oscillation, and so on. This mutual vibration allowed the electric and magnetic fields to travel through space in the form of an “electromagnetic wave,” as shown below:
| |
An electromagnetic wave. |
Because this new mathematical model of electromagnetism described a wave, physicists were able to imagine that electromagnetic radiation could take on the properties of waves. Thus, just like all waves, Maxwell’s electromagnetic waves could have a range of wavelengths and corresponding frequencies (see the Wave Motion module for more information on waves). This range of wavelengths is now known as the “electromagnetic spectrum.” Maxwell's theory also predicted that all of the waves in the spectrum travel at a characteristic speed of approximately 300,000,000 meters per second. Maxwell was able to calculate this speed from his equations in the following way:
|
where
|
Maxwell’s calculation of the speed of an electromagnetic wave included two important constants: the permittivity and permeability of free space. The permittivity of free space is also known as the “electric constant” and describes the strength of the electrical force between two charged particles in a vacuum. The permeability of free space is the magnetic analogue of the electric constant. It describes the strength of the magnetic force on an object in a magnetic field. Thus, the speed of an electromagnetic wave comes directly from a fundamental consideration of electricity and magnetism.
When Maxwell calculated this speed, he realized that it was extremely close to the measured value for the speed of light, which had been known for centuries from detailed astronomical observations. After Maxwell’s equations became widely known, the Polish-American physicist Albert Michelson made a very precise measurement of the speed of light that was in extremely close agreement with Maxwell’s predicted value. This was too much for Maxwell to accept as coincidence, and led him to the realization that light was an electromagnetic wave and thus part of the electromagnetic spectrum.
The Electromagnetic Spectrum
As scientists and engineers began to explore the implications of Maxwell’s theory, they performed experiments that verified the existence of the different regions, or groups of wavelengths, of the electromagnetic spectrum. As practical uses for these regions of the spectrum developed, they acquired now-familiar names, like “radio waves,” and “X-rays.” The longest wavelength waves predicted by Maxwell’s theory are longer than 1 meter, and this band of the electromagnetic spectrum is known as radio waves. The shortest wavelength electromagnetic waves are called gamma rays, and have wavelengths shorter than 10 picometers (1 trillion times shorter than radio waves).
Between these two extremes lies a tiny band of wavelengths ranging from 400 to 700 nanometers. Electromagnetic radiation in this range is what we call “light,” but it is no different in form from radio waves, gamma rays, or any of the other electromagnetic waves we now know exist. The only thing unique about this portion of the electromagnetic spectrum is that the majority of the radiation produced by the Sun and hitting the surface of the planet Earth falls into this range. Because humans evolved on Earth in the presence of the Sun, it is no accident that our own biological instruments for receiving electromagnetic radiation – our eyes – evolved to detect this range of wavelengths. Other organisms have evolved sensory organs that are attuned to different parts of the spectrum. For example, the eyes of bees and other insects are sensitive to the ultraviolet portion of the spectrum (not coincidentally, many flowers reflect ultraviolet light), and these insects use UV radiation to see. However, since the sun emits primarily electromagnetic waves in the “visible” light region, most organisms have evolved to use this radiation instead of radio or gamma or other waves. For example, plants use this region of the electromagnetic spectrum in photosynthesis. For more information about the different regions of the electromagnetic spectrum, visit the interactive Electromagnetic Spectrum page linked below.
Interactive Electromagnetic Spectrum
(Flash required)
Maxwell’s elegant equations not only unified the concepts of electricity and magnetism, they also put the familiar and much-studied phenomenon of light into a context that allowed scientists to understand its origin and behaviors. Maxwell appeared to have established conclusively that light behaves like a wave, but interestingly enough he also planted the seed of an idea that would lead to an entirely different view of light. It would be another thirty years before a young Austrian physicist named Albert Einstein would cultivate that seed, and in doing so spark the growth of a revolution in our understanding of how the universe is put together.
No comments:
Post a Comment