2021
DOI: 10.1088/0256-307x/38/7/076101
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Computational Prediction of a Novel Superhard sp 3 Trigonal Carbon Allotrope with Bandgap Larger than Diamond

Abstract: Searching for new carbon allotropes with superior properties has been a longstanding interest in material sciences and condensed matter physics. Here we identify a novel superhard carbon phase with an 18-atom trigonal unit cell in a full-sp 3 bonding network, termed tri-C18 carbon, by first-principles calculations. Its structural stability has been verified by total energy, phonon spectra, elastic constants, and molecular dynamics simulations. Furthermore, tri-C18 carbon has a high bulk modul… Show more

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Cited by 14 publications
(9 citation statements)
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References 58 publications
(41 reference statements)
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“…A band gap of 1.55 eV is found in α-C 60 -2D, which is relatively consistent with the experimental value of 1.66 eV, revealing the mid-band gap semiconductor properties. Generally, the carbon allotropes possess band gaps in excess of 2 eV and tend to exhibit insulating properties, such as diamond, V-carbon, W-carbon, M-carbon, Cco-C 8 , Bct-C 4 , T-carbon, and penta-graphene. , Compared to the typical carbon allotropes with wider band gaps, the fullerenes connected by bridging covalent bonds as studied in this work form a semiconductor α-C 60 -2D with a moderate band gap. Both experimental and theoretical results reveal that the band gap of α-C 60 -2D is not far from the cubic silicon .…”
mentioning
confidence: 97%
“…A band gap of 1.55 eV is found in α-C 60 -2D, which is relatively consistent with the experimental value of 1.66 eV, revealing the mid-band gap semiconductor properties. Generally, the carbon allotropes possess band gaps in excess of 2 eV and tend to exhibit insulating properties, such as diamond, V-carbon, W-carbon, M-carbon, Cco-C 8 , Bct-C 4 , T-carbon, and penta-graphene. , Compared to the typical carbon allotropes with wider band gaps, the fullerenes connected by bridging covalent bonds as studied in this work form a semiconductor α-C 60 -2D with a moderate band gap. Both experimental and theoretical results reveal that the band gap of α-C 60 -2D is not far from the cubic silicon .…”
mentioning
confidence: 97%
“…Figure a shows that the predicted porous 3D m -C 16 is an insulator with a wide indirect band gap of 5.428 eV. The computed value of the band gap is larger than those of the 3D tetrahexcarbon (3D th -C 12 ) (3.92 eV), V -carbon (4.48 eV), and diamond (5.4 eV) at the HSE06 level, while it is less than those of 3D C 20 T (5.44 eV) and trigonal carbon (3D tri -C 18 ) (6.32 eV), as listed in Table . The wide band gap of the 3D m -C 16 , which can be due to the sp 3 -hybridization of C atoms from different carbon rings (5-, 6-, and 7- rings), highly suggests its numerous applications in electronics.…”
Section: Resultsmentioning
confidence: 93%
“…The ductility and brittleness of the material can be identified by defining its Pugh’s ratio ( K / G ). , A material is ductile only if K / G is higher than 1.75; otherwise, it is brittle. The calculated value of the Pugh’s ratio of the monoclinic 3D m -C 16 is 0.858, suggesting its higher brittleness nature compared with the 3D th -C 12 , tri -C 18 , C 20 T carbon, and simple cubic carbon ( sc -C 22 ), as presented in Table , but as compared to diamond, the porous 3D m -C 16 is more ductile due to its unique cage-based 5–6–7-memebred carbon rings.…”
Section: Resultsmentioning
confidence: 99%
“…Ab initio calculations The search for TiF 3 structures (1-4 formula units) was performed at pressures of 20 GPa and 50 GPa via an unbiased swarm intelligence based method, Crystal structure AnaLYsis by Particle Swarm Optimization (CALYPSO), [44][45][46] which is designed to search for the most stable or metastable structures of given compounds. [47][48][49][50][51][52][53][54][55][56][57] Our first-principle calculations were based on density functional theory, [58] as implemented in the VASP package. [59] The core electrons were treated by the projector-augmented wave approximation, [60] and the exchange-correlation functional was given by the generalized gradient approximation parameterized by Perdew, Burke, and Ernzerhof.…”
Section: Methodsmentioning
confidence: 99%