2022
DOI: 10.1021/acsaelm.2c00265
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Penta-SiCN: A Highly Auxetic Monolayer

Abstract: The negative Poisson's (NPR) ratio in a twodimensional (2D) material is a counterintuitive mechanical property that facilitates the development of nanoscale devices with sophisticated functionality. Inspired by the peculiar buckled lower-symmetric, trilayered geometry of pentagonal monolayers, we theoretically predict penta-SiCN, a ternary auxetic metallic monolayer with highly tunable NPR. The penta-SiCN is structurally, thermally, dynamically, and mechanically stable, and sustainable at and beyond room tempe… Show more

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Cited by 18 publications
(32 citation statements)
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“…To identify the chemical stability of penta-BCP, we calculate the cohesive energy ( E coh ) of penta-BCP, which is defined as E coh = ( E penta-BCP − 2 E B − 2 E C − 2 E P )/6, where E B , E C , E P , and E penta-BCP represent the energy of an isolated B atom, C atom, P atom, and a unit cell of penta-BCP, respectively. The resulting cohesive energy of penta-BCP is −5.61 eV per atom, which is comparable to that of many other ternary monolayers such as penta-BNSi (−5.43 eV per atom), 37 penta-SiCN (−4.36 eV per atom), 38 BPC 2 (−5.77 eV per atom), 39 and BiPbC 3 (−5.62 eV per atom), 40 indicating its energetic stability. We also calculate the formation energy ( E form ) of penta-BCP ( E form ) defined as: E form = ( E penta-BCP − 2 E B s − 2 E C s − 2 E P s )/6, where E B s , E C s , and E P s represent the energy of each B, C, and P atom in its most stable bulk phase, respectively.…”
Section: Resultsmentioning
confidence: 51%
See 3 more Smart Citations
“…To identify the chemical stability of penta-BCP, we calculate the cohesive energy ( E coh ) of penta-BCP, which is defined as E coh = ( E penta-BCP − 2 E B − 2 E C − 2 E P )/6, where E B , E C , E P , and E penta-BCP represent the energy of an isolated B atom, C atom, P atom, and a unit cell of penta-BCP, respectively. The resulting cohesive energy of penta-BCP is −5.61 eV per atom, which is comparable to that of many other ternary monolayers such as penta-BNSi (−5.43 eV per atom), 37 penta-SiCN (−4.36 eV per atom), 38 BPC 2 (−5.77 eV per atom), 39 and BiPbC 3 (−5.62 eV per atom), 40 indicating its energetic stability. We also calculate the formation energy ( E form ) of penta-BCP ( E form ) defined as: E form = ( E penta-BCP − 2 E B s − 2 E C s − 2 E P s )/6, where E B s , E C s , and E P s represent the energy of each B, C, and P atom in its most stable bulk phase, respectively.…”
Section: Resultsmentioning
confidence: 51%
“…, where E B , E C , E P , and E penta-BCP represent the energy of an isolated B atom, C atom, P atom, and a unit cell of penta-BCP, respectively. The resulting cohesive energy of penta-BCP is À5.61 eV per atom, which is comparable to that of many other ternary monolayers such as penta-BNSi (À5.43 eV per atom), 37 penta-SiCN (À4.36 eV per atom), 38 BPC 2 (À5.77 eV per atom), 39 and BiPbC 3 (À5.62 eV per atom), 40 indicating its energetic stability. We also calculate the formation energy (E form ) of penta-BCP (E form ) defined as:…”
Section: Structure and Stabilitymentioning
confidence: 54%
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“…In recent years, a new class of two-dimensional (2D) Cairo-pentagonal lattice monolayers and their one-dimensional (1D) nanoribbon are drawing considerable attention due to their extraordinary chemical and physical properties , identified by both experiments and theories. Unlike ultra-thin planar hexagonal graphene, the low-symmetric, trilayered, and buckled geometry of penta monolayers allow them more degrees of freedom to possess novel mechanical, piezoelectric, electronic, thermal, and optical properties. In addition, the inheritance of the robust band topology and visible light-harvesting direct-band gap semiconducting to metallic electronic behavior of penta monolayers make them highly desirable in cutting-edge technological devices such as optomechanical sensors, lithium-ion batteries, and solar cells. ,, …”
Section: Introductionmentioning
confidence: 99%