2018
DOI: 10.1021/acs.jpcc.7b08955
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Quantum Capacitance of Silicene-Based Electrodes from First-Principles Calculations

Abstract: Silicene with a buckled atomic layer has double surfaces with a high surface/volume ratio similar to nanocarbon materials and is expected to have potential applications for supercapacitors. With first-principles calculations, it is found that introduction of vacancy defects with the doping in silicene can enhance the quantum capacitance of silicene-based electrodes. The enhancement of quantum capacitance is attributed to the presence of localized states around the Fermi level. Furthermore, the quantum capacit… Show more

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Cited by 50 publications
(35 citation statements)
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“…[ 59,95,96 ] This result is expectable because the newly formed in‐gap energy state (form new dangling bonds), localizing around the vacancies, downshifts the conduction band (CB) to the Fermi level and improves the binding force to the Li + /Na + . Similar promotions were also found from other 2D materials such as silicene, and blue and black P. [ 97–99 ] Nevertheless, high‐performance supercapacitors using such ultrathin 2D materials have been rarely demonstrated, due to probably the limited fabrication techniques and other engineering issues.…”
Section: Engineering 2d Materials For Supercapacitor Applicationssupporting
confidence: 61%
“…[ 59,95,96 ] This result is expectable because the newly formed in‐gap energy state (form new dangling bonds), localizing around the vacancies, downshifts the conduction band (CB) to the Fermi level and improves the binding force to the Li + /Na + . Similar promotions were also found from other 2D materials such as silicene, and blue and black P. [ 97–99 ] Nevertheless, high‐performance supercapacitors using such ultrathin 2D materials have been rarely demonstrated, due to probably the limited fabrication techniques and other engineering issues.…”
Section: Engineering 2d Materials For Supercapacitor Applicationssupporting
confidence: 61%
“…In a previous report, C Q of pristine graphene has a minimum value around 0.58 μF/cm 2 at zero applied potential, where the Dirac point is located (note that the value of C Q under zero potential is zero without thermal effect). 45 In experiment, 46 the measured minimum C Q of pristine graphene was reported to be 2.5 μF/cm 2 . The significant disparity of graphene’s quantum capacitance between the experimental and theoretical values results from the fact that there is no perfect structure of graphene in the experiment.…”
Section: Resultsmentioning
confidence: 99%
“…In general, the capacitance in an EDLC depends on contributions from the differential electrochemical double layer as well as the intrinsic quantum capacitance of the electrode, which could limit the overall performance . In this regard, a recent theoretical study on silicene suggests that adding vacancies to a silicene monolayer can increase its quantum capacitance significantly (by an order of magnitude) . This offers a path forward to designing better supercapacitors through defect engineering.…”
Section: Power and Energymentioning
confidence: 99%