Photonics: The curious case of the disappearing cylinders

Study opens a new route to achieving invisibility without using metamaterials


Credit: Applied Physics Express

A pair of researchers at Tokyo Institute of Technology (Tokyo Tech) describes a way of making a submicron-sized cylinder disappear without using any specialized coating. Their findings could enable invisibility of natural materials at optical frequency [1] and eventually lead to a simpler way of enhancing optoelectronic devices, including sensing and communication technologies.

Making objects invisible is no longer the stuff of fantasy but a fast-evolving science. ‘Invisibility cloaks’ using metamaterials[2] — engineered materials that can bend rays of light around an object to make it undetectable — now exist, and are beginning to be used to improve the performance of satellite antennas and sensors. Many of the proposed metamaterials, however, only work at limited wavelength ranges such as microwave frequencies.

Now, Kotaro Kajikawa and Yusuke Kobayashi of Tokyo Tech’s Department of Electrical and Electronic Engineering report a way of making a cylinder invisible without a cloak for monochromatic illumination at optical frequency — a broader range of wavelengths including those visible to the human eye.

They firstly explored what happens when a light wave hits an imaginary cylinder with an infinite length. Based on a classical electromagnetic theory called Mie scattering[3], they visualized the relationship between the light-scattering efficiency of the cylinder and the refractive index [4]. They looked for a region indicating very low scattering efficiency, which they knew would correspond to the cylinder’s invisibility.

After identifying a suitable region, they determined that invisibility would occur when the refractive index of the cylinder ranges from 2.7 to 3.8. Some useful natural materials fall within this range, such as silicon (Si), aluminum arsenide (AlAs) and germanium arsenide (GaAs), which are commonly used in semiconductor technology.

Thus, in contrast to the difficult and costly fabrication procedures often associated with exotic metamaterial coatings, the new approach could provide a much simpler way to achieve invisibility.

The researchers used numerical modeling based on the Finite-Difference Time-Domain (FDTD) method to confirm the conditions for achieving invisibility. (See Figure/ Animation.) By taking a close look at the magnetic field profiles, they inferred that “the invisibility stems from the cancellation of the dipoles generated in the cylinder.”

Although rigorous calculations of the scattering efficiency have so far only been possible for cylinders and spheres, Kajikawa notes there are plans to test other structures, but these would require much more computing power.

To verify the current findings in practice, it should be relatively easy to perform experiments using tiny cylinders made of silicon and germanium arsenide. Kajikawa says: “We hope to collaborate with research groups who are now focusing on such nanostructures. Then, the next step would be to design novel optical devices.”

Potential optoelectronic applications may include new kinds of detectors and sensors for the medical and aerospace industries.


Technical terms

[1] Optical frequency: A region of the electromagnetic spectrum that includesultraviolet, visible and infrared light.

[2] Metamaterials: Specially engineered materials designed to have advantageouselectromagnetic properties. Many recent advances in optical cloaking are based on John Pendry’s pioneering work on metamaterials.

[3] Mie scattering: A description of the scattering of light particles that have adiameter larger than the wavelength of the incident light. It is named after Germanphysicist Gustav Mie (1868-1957), who published a seminal paper on the scatteringof light by gold colloids in 1908.

[4]Refractive index: A measure of how fast light propagates through a material.

Related links

Kajikawa research group

Biometamaterials: Inspiration from the surface of leaves

Controlling Electromagnetic Fields

Invisibility of a finite dielectric cylinder under Fano resonance conditions

Switchable invisibility of dielectric resonators

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