What is Snell\’s law of refraction? Snell\’s law of refraction is the relationship between the angles of incidence and refraction with respect to the refraction indices of two different media. What is an example of refraction? The formation of a rainbow and the splitting of light when it passes through a prism are examples of refraction. A pencil placed in a beaker of water looks. Can light bend? Yes, light can bend through diffraction and refraction. Diffraction is when light bends around a corner or a small opening and fills the larger space beyon. What is the index of refraction? The index of refraction of any material is the speed of light in a vacuum divided by the speed divided by the speed of light in the medium. It is denoted w.
Scientists at the University of California have created a material which could be used to make a perfect lens, because a key property of the material – its refractive index – is negative.
When light passes from one medium to another (for example, when a beam of light passes through air and into water, or vice versa), the change of speed causes it to change direction. This accounts for the well-known fact that a stick half under water looks bent: light from the submerged part of the stick changes direction as it reaches the surface, creating the illusion of the bent stick. This effect is known as refraction, controlled by a property of the materials known as their refractive index. According to Snell\’s Law, the degree of refraction depends on the ratio of the two materials\’ different refractive indices. Most materials have a refractive index greater than 1, which means that as light enters the material from air, the angle of the ray in the material will be more nearly \”normal\” (perpendicular) to the surface than it was before it entered.
But what would it mean to have a material of negative refractive index? This would be a very odd kind of material indeed, where the light was bent so much as it entered that it ended up on the same side of the normal as it started. Such a material would have very counterintuitive optical properties. However, it could also be very useful. For example, it could be used to make a perfect lens, which focused all the information about a source object at a point. In contrast, lenses made from conventional materials, such as glass, with positive refractive index, necessarily lose some information. The theoretical possibility of a material with negative refractive index was known about, but until recently it was assumed that no such material existed.
Now, however, scientists at the University of California have discovered a material with just this property. Their work built on the creation of materials with bizarre magnetic and electrical properties, by scientists at Imperial College London. The possibility of negative refractive index was first raised by the Russian physicist, Victor Veselago, in the 1960s. He realised that if two quantities, the electric permittivity and the magnetic permeability, of the material, were both negative, Maxwell\’s equations of electromagnetism would give a negative refractive index. The California team laid down copper resonators with negative permeability, and copper wire strips with negative permittivity, on opposite sides of the same piece of printed circuit board.
The result had negative refractive index. Refractive index is linked to the speed of light in the material, so it may seem that, for a material to have negative refractive index, light would have to travel backwards in the material – it doesn\’t, of course! The confusion is due to the subtle but important distinction between the \”phase velocity\” of light and its \”group velocity\”, explained in, a news item in issue 12 of Plus. The individual wavefronts that make up the light beam (the \”phase\”) travel backwards, but the beam itself (the \”group\”), which in this case carries the energy, travels forwards. The technique is not expected to work for light in the visible part of the spectrum, whose wavelength is too short. However, the team have ideas about how other materials might recreate the effect for visible light.