Bottom-Up Synthesis Of Graphene Nanoribbons
Background:
Graphene has seized the interest of many researchers and scientists because of its unique electronic, thermal, mechanical, and optical properties. There is an added benefit to producing narrower strips of graphene, known as graphene nanoribbons (GNRs), because of their expanded array of uses. Researchers at the University of Nevada, Reno have optimized the synthesis of GNRs, leading to an efficient production of ultra-narrow and highly soluble arm-chair-edge GNRs.
Description:
Our invention presents a novel approach of assembling GNRs through a total synthesis from simple starting methods that uses an alkyne benzannulation strategy promoted by a Brønsted acid. This technology can be applied to numerous applications such as in optoelectronics or other technologies including field-effect transistors. Our method will benefit the industry because the efficient and rational bottom-up synthesis technique will produce atomically precise GNRs in greater amounts compared to other approaches.
Advantages:
- The GNR would have better control of the size, shape, and functionalization compared to using a top-down method which would lead to a decreased quality in the GNR.
- The narrow structure allows for a band gap which leads to use in more applications such as in field effect transistors.
- The GNR would have improved solubility and material properties.
- Our method can produce soluble and narrow GNRs, less than 10 nm wide, in bulk quantities.
Publications:
Patents:
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)
NVRIC15-018
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