Description:
Overview
Prof. Hla and his collaborators have engineered an ultra-thin, nanometer scale organic superconductor. These miniaturized superconducting materials show promise in a wide variety of applications for electronic components and devices. Several potential uses for these new materials include SQUID and SMES devices, superconducting electromagnets, digital circuits, computer data and energy storage units. These researchers found a striking structural transformation occurs when GaC14 is vacuum deposited on bis(ethylenedithio) tetraselenafulvalene (BETS) that has been pre-deposited on a Ag(I II) surface. Their fabrication method results in more structured and higher organized charge transfer state of an ultra-thin superconductor consisting of one molecular layer of BETS and molecular rows of GaCl 4.Superconductors are elements or compounds that conduct electricity without resistance below a certain threshold temperature (currently in the range of few degrees Kelvin). The possibility of using such materials at elevated temperatures can completely revolutionize our energy future, having the potential to offer unlimited savings in energy consumption, storage and transportation. From the time of its discovery, most efforts on superconductivity have been focused on engineering nanometer size superconducting devices having favorable temperature profiles. This effort succeeds in the potential miniaturization of such devices.
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)
Commercial Application
Superconductors can be applied in various means of transportation and electric energy uses, potentially producing billions of dollars savings in energy consumption.
There are potential spin-offs in multi-billion dollar industries in computer technology, microchip manufacturing, electromagnets, magnetic bearings, military, space technologies, science, and medicine.
Benefits
Ultra-thin model allows nanometer applications yielding high conductivity at favorable temperatures.
May be implemented in any of several previously stated industries
Printable Overview
Issued Patents
EP 2553741 Germany, France, United Kingdom
US 9,362,476
Published Patent Application
CN 102804434A