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Cylindrical quantum dots with hydrogen-bonded materials

机译:氢键材料的圆柱量子点

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摘要

The properties of cylindrical quantum dots are analysed in this paper. Energies of elementary excitations as well as one-particle wavefunctions are found for this structure. For cylindrical quantum wires the temperature of phase transition is found. The behaviour of electric susceptibility in the paraelectric phase is investigated. It is shown that the entropy of cylindrical quantum dots is a quantity depending on two indices. The arithmetical average value of all elements of this matrix is less than the entropy of the corresponding ideal structure.
机译:本文分析了圆柱量子点的性质。对于该结构,发现了基本激发的能量以及单粒子波函数。对于圆柱形量子线,发现了相变温度。研究了顺电相中电化率的行为。结果表明,圆柱量子点的熵是一个取决于两个指​​标的量。该矩阵所有元素的算术平均值小于相应理想结构的熵。

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