Novel material design for undistorted light waves

Novel material design for undistorted light waves
A wave penetrates a material: usually this leads to wave interference, to darker and brighter areas.

Materials that locally amplify or absorb light allow surprising new kinds of light waves – this has now been shown by calculations at TU Wien (Vienna).

When a light wave penetrates a material, it is usually changed drastically. Scattering and diffraction leads to a superposition of waves, resulting in a complicated pattern of darker and brighter light spots inside the material. In specially tailored high-tech materials, which can locally amplify or absorb light, such effects can be completely suppressed. Calculations at TU Wien (Vienna University of Technology) have now shown that these materials allow new kinds of , which have the same intensity everywhere inside the material, as if there was no wave interference at all. Due to their unusual properties, these new solutions of the wave equation could be useful for technological applications.

Obstacles Change the Wave

When a light wave travels through free space, its intensity can be the same everywhere. But as soon as it hits an obstacle, the wave is diffracted. At some points in space, the wave becomes brighter, in other places it becomes darker than it would have been without hitting the object. This is the reason we can see objects that do not emit light by themselves.

In recent years, however, experiments have been carried out with new materials which have the ability to modify light in a special way: they can locally amplify light, similar to a laser, or absorb light, like sunglasses do. "When such processes are possible, we have to employ a mathematical description of the light wave which is quite different from the one we use for normal, transparent materials," says Professor Stefan Rotter (TU Wien). "In this case we speak of non-hermitian media."

Novel material design for undistorted light waves
Specially designed non-hermitian materials remain completely unperturbed.

New Solutions for the Wave Equation

Konstantinos Makris and Stefan Rotter from TU Wien, together with Ziad Musslimani and Demetrios Christodoulides from Florida (USA), discovered that this alternative description allows new kinds of solutions for the wave equation. "The result is a light wave with the same brightness at each point in space, just like a wave in , even though it travels through a complex, highly structured material", says Konstantinos Makris. "In some sense, the material is completely invisible to the wave, even though the light passes through the material and interacts with it."

The new concept is reminiscent of so-called "meta-materials", which have been created in recent years. These materials have a special structure, which allows them to diffract light in unusual ways. In certain cases the structure can bend the light around the object, so that the object becomes invisible, much like Harry Potter's invisibility cloak. "The principle of our non-hermitian materials, however, is quite different", says Stefan Rotter. "The light wave is not bent around the object, but fully penetrates it. The way the material influences the wave is, however, fully cancelled by a carefully tuned interplay of amplification and absorption." In the end, the light wave is exactly as bright as it would have been without the object – at each and every point in space.

Several technical problems still have to be solved until such materials can be routinely fabricated, but scientists are already working on that. The theoretical work now published, however, shows that besides meta- there is another, extremely promising way to manipulate waves in unconventional ways. "With our work we have opened a door, behind which we expect to find a multitude of exciting new insights", says Konstantinos Makris.

More information: "Constant-intensity waves and their modulation instability in non-Hermitian potentials." Nature Communications:

Journal information: Nature Communications

Citation: Novel material design for undistorted light waves (2015, August 10) retrieved 18 April 2024 from
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