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Molar Binding Energy of Zigzag and Armchair Single-Walled Boron Nitride Nanotubes

机译:之字形和扶手椅单壁氮化硼纳米管的摩尔结合能

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Molar binding energy of the boron nitride single-walled zigzag and armchair nanotubes is calculated within the qua-si-classical approach. We find that, in the range of ultra small radii, the binding energy of nanotubes exhibit an oscil-latory dependence on tube radius. Nanotubes (1,1), (3,0), and (4,0) are predicted to be more stable species among sin-gle-walled boron nitride nanotubes. The obtained binding energies of BN single-walled nanotubes corrected with zero-point vibration energies lies within the interval (12.01-29.39) eV. In particular, molar binding energy of the ul-tra-large-radius tube is determined as 22.95 eV. The spread of the molar zero-point vibration energy of BN nanotubes itself is (0.25-0.33) eV and its limit for ultra-large-radius tubes is estimated as 0.31 eV. The binding energy peak lo-cated at 2.691 ? corresponds to the equilibrium structural parameter of all realized stable BN nanotubular structures.
机译:氮化硼单壁之字形和扶手椅纳米管的摩尔结合能是在准经典方法中计算的。我们发现,在超小半径范围内,纳米管的结合能表现出对管半径的振荡依赖性。纳米管(1,1),(3,0)和(4,0)预计在单层壁氮化硼纳米管中是更稳定的物种。用零点振动能校正的BN单壁纳米管的结合能在(12.01-29.39)eV区间内。特别地,超大半径管的摩尔结合能被确定为22.95eV。 BN纳米管本身的摩尔零点振动能的传播范围为(0.25-0.33)eV,其超大半径管的极限估计为0.31 eV。结合能峰位于2.691Ω。对应于所有已实现的稳定BN纳米管结构的平衡结构参数。

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