In certain materials, light waves can change their direction of polarization. Credit: TU Wien
The ‘quantized magneto-electric effect’ has been demonstrated for the first time in topological insulators at TU Wien, which is set to open up new and highly accurate methods of measurement. A light wave sent through empty space always oscillates in the same direction. However, certain materials can be used to rotate the direction in which the light is oscillating in a magnetic field, ie ‘magneto-optical’ effect. Rather than switching the direction of the light wave continually,’topological insulators’ do so in quantum steps in clearly defined portions. The extent of these quantum steps depends solely on fundamental physical parameters, such as the fine-structure constant. It may soon be possible to measure this constant even more accurately using optical techniques than is currently possible via other methods.
“We have been working on materials that can change the direction of oscillation of light for some time now,” explains Prof. Andrei Pimenov, Institute of Solid State Physics at TU Wien. As a general rule, the effect depends on how thick the material is: the larger the distance to be travelled by the light in the material, the larger the angle of rotation. However, this is not the case for the materials that Pimenov’s team has now investigated more closely with the assistance of a research group from Würzburg. Their focus has been on ‘topological insulators’, for which the crucial parameter is the surface, not thickness.
Insulators on the inside, electricity can usually be conducted very effectively along the surface of a topological insulator. “Even when sending radiation through a topological insulator, the surface is what makes all the difference,” says Pimenov. When light propagates in this material, the oscillation direction of the beam is turned by the surface of the material twice – once when it enters and again when it exits.
What is most remarkable is that this rotation takes place in particular portions, in quantum steps, rather than being continuous. The interval between these points is not determined by the geometry or by properties of the material and is instead defined only by fundamental natural constants. Eg, they can be specified on the basis of the fine-structure constant, which is used to describe the strength of the electromagnetic interaction. This could open up the possibility of measuring natural constants with more precision than has previously been the case and may even lead to new measuring techniques being identified.
The situation is similar for the quantum Hall effect, which is another quantum phenomenon observed in certain materials, in which case a particular variable (here electrical resistance) can rise only by certain amounts. The quantum Hall effect is currently used for high-precision measurements, with the official standard definition of electrical resistance being based on it. Back in 1985, the Nobel Prize in Physics was awarded for the discovery of the quantum Hall effect.
Topological materials have also already been the subject of a Nobel Prize victory – this time in 2016. It is expected that these latest results will also make it possible for materials with special topological characteristics (in this case topological insulators) to be used for specific technical applications. http://www.tuwien.ac.at/en/news/news_detail/article/124992/
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