What
An adaptable, ultra-sensitive, inexpensive sensing structure based on a novel electrically driven plasmonic metamaterial, based on the electron tunnelling effect.
Why
There is a rising demand for gas sensors, such as oxygen gas sensors used in the medical sector, for anaesthesia machines, ventilators, and the like.
Similarly, hydrogen sensors market is likely to grow significantly over the coming years, in view of the potential role of green hydrogen for more sustainable energy systems.
Furthermore, there is a need to monitor chemical reactions, where precise stimulation and monitoring is paramount.
Benefits
The proposed sensing structure has been designed to transduce a variety of chemical and physical stimuli, so that it can be used for sensing gases, as well as for real time monitoring of chemical reactions. Specifically, the sensing structure is adaptable, highly sensitive and stable. Ultra-high sensitivity to hydrogen and oxygen has been demonstrated experimentally.
Furthermore, the technology can be used to enable quantitative detection with a single molecule level sensitivity. For instance, it can work as a lab-on-a-chip device to assist in developing and understanding new chemical reactions, for which precise stimulation and monitoring are paramount.
The sensing structure can be fabricated at low costs, with a scalable fabrication process.
The proposed sensing structure is compact and can be used in miniaturized sensors. Hydrogen and Oxygen sensor prototypes had 1 cm2 in total size.
Opportunity
Working prototypes sensors for hydrogen and oxygen based on the developed technology are available.
The technology is protected by a pending European patent application and a pending US patent application and is available for licensing. Suitable commercial partners are sought for further development and commercialisation.
The Science
The sensing structure comprises a plurality of optical antennas. Each optical antenna is made of a plasmonic nanostructure element arranged between two electrodes to form an electron tunnelling junction. The sensing structure is configured so that the electromagnetic fields generated by adjacent optical antennas spatially overlap. Hence, adjacent optical antennas are electromagnetically coupled and act as a plasmonic metamaterial.
A target-sensitive substance is located in the electron tunnelling junction of one or more optical antennas. The target-sensitive substance can be a monolayer of polymer or molecules. In this way, the field generated by the optical antenna containing the target-sensitive substance varies in the presence of the substance itself, allowing detection.
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)
Figure 1: A schematic view of a sensing structure according to the proposed technology
IP Status
EP 3 571 726 A1 pending European patent application
US 16/479,511 pending US patent application
Further Information
Wang, P et al. (2018), “Reactive tunnel junctions in electrically driven plasmonic nanorod metamaterials”, Nature Nanotechnology: 13, 159–164. doi:10.1038/s41565-017-0017-7