Elastic-energy propagation in mesoscopic systems

Salamatov E.I.

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Elastic-energy propagation in mesoscopic systems

机译：介观系统中的弹性能传播

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摘要

The finite-difference time-domain (FDTD) method is used for calculating the elastic-energy propagation in a nanowaveguide between two massive blocks. It is shown that the energy field of such a system is largely determined by the sample geometry and surface boundary conditions. The effect of the real energy distribution on the elastic-energy propagation in mesoscopic systems of complex geometry is studied.

机译：有限差分时域（FDTD）方法用于计算两个大块之间的纳米波导中的弹性能量传播。结果表明，这种系统的能量场很大程度上取决于样品的几何形状和表面边界条件。研究了实际能量分布对复杂几何介观系统中弹性能传播的影响。

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《Physica status solidi, B. Basic research》 |2013年第9期|共5页
作者
Salamatov E.I.;
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原文格式 PDF
正文语种 eng
中图分类 53.819;
关键词
Elastic energy; Finite-difference time-domain method; Mesoscopic systems; Wave propagation;

机译：弹性能;时域有限差分法;介观系统;波传播;

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1. Elastic-energy propagation in mesoscopic systems [J] . Salamatov E.I. Physica status solidi, B. Basic research . 2013,第9期

机译：介观系统中的弹性能传播
2. Elastic-energy propagation in mesoscopic systems [J] . Salamatov E.I. Physica status solidi, B. Basic research . 2013,第9期

机译：介观系统中的弹性能传播
3. Avoided crossings in mesoscopic systems: Electron propagation on a nonuniform magnetic cylinder [J] . Exner P., Joye A. Journal of Mathematical Physics . 2001,第10期

机译：避免在介观系统中发生交叉：电子在非均匀磁圆柱上的传播
4. Mesoscopic analysis of crack propagation in concrete by nonlinear finite element method with crack queuing algorithm [C] . A.K.H. Kwan, P.L. Ng, Z.M. Wang International Conference on Modern Building Materials, Structures, and Techniques . 2017

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5. Statistical and thermal properties of mesoscopic systems: Application to the many-nucleon system. [D] . Shehadeh, Bassam A. M. 2003

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8. Digital Communications Systems: Propagation Effects, Technical Solutions, SystemsDesign (Systemes de Propagation Numeriques: Effets de la Propagation, solutions Techniques, Conception des Systemes) [R] . 1996

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Elastic-energy propagation in mesoscopic systems

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