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Ambient Ammonia Electrosynthesis: Current Status, Challenges, and Perspectives
Author(s) -
Lv XianWei,
Weng ChenChen,
Yuan ZhongYong
Publication year - 2020
Publication title -
chemsuschem
Language(s) - English
Resource type - Journals
SCImago Journal Rank - 2.412
H-Index - 157
eISSN - 1864-564X
pISSN - 1864-5631
DOI - 10.1002/cssc.202000670
Subject(s) - electrosynthesis , context (archaeology) , biochemical engineering , nanotechnology , ammonia production , chemistry , catalysis , electrochemistry , materials science , organic chemistry , engineering , paleontology , electrode , biology
Ammonia (NH 3 ) electrosynthesis from atmospheric nitrogen (N 2 ) and water is emerging as a promising alternative to the energy‐intensive Haber–Bosch process; however, such a process is difficult to perform due to the inherent inertness of N 2 molecules together with low solubility in aqueous solutions. Although many active electrocatalysts have been used to electrocatalyze the N 2 reduction reaction (NRR), unsatisfactory NH 3 yields and lower Faraday efficiency are still far from practical industrial production, and thus, considerable research efforts are being devoted to address these problems. Nevertheless, most reports still mainly focus on the preparation of electrocatalysts and largely ignore a summary of optimization–modification strategies for the NRR. In this review, a general introduction to the NRR mechanism is presented to provide a reasonable guide for the design of highly active catalysts. Then, four categories of NRR electrocatalysts, according to chemical compositions, are surveyed, as well as several strategies for promoting the catalytic activity and efficiency. Later, strategies for developing efficient N 2 fixation systems are discussed. Finally, current challenges and future perspectives in the context of the NRR are highlighted. This review sheds some light on the development of highly efficient catalytic systems for NH 3 synthesis and stimulates research interests in the unexplored, but promising, research field of the NRR.