1) belt; passage; belt feed path; shell-belt feeding path
输弹道
2) ballistic transport
弹道输运
1.
Multi-channel ballistic transport in multi-wall carbon nanotubes;
多壁碳纳米管中的多通道弹道输运特性
2.
The results show that the aspect ratio and temperature have close relation with the characteristics of electron ballistic transport in quantum wires.
利用两端区域为二维自由电子气 ,中间区域为准一维均匀直通道的简单理论模型 ,即 2D_准 1D_2D模型 ,研究了低温下不同纵横比 (通道长宽比 )的量子线电子弹道输运性质 。
3.
The source to drain (S/D) tunneling current is included based on the ballistic transport model in this work,using WKB method to calculate the possibility of tunneling.
在经典弹道输运模型中引入源漏隧穿 (S/ D tunneling) ,采用 WKB方法计算载流子源漏隧穿几率 ,对薄硅层(硅层厚度为 1nm) DG(dual gate) MOSFETs的器件特性进行了模拟 。
3) viscoelastic pipes conveying fluid
粘弹性输流管道
1.
Stability analyses of viscoelastic pipes conveying fluid on viscoelastic foundation;
粘弹性地基上粘弹性输流管道的稳定性分析
2.
In this paper, the dynamic behaviors and stabilities of viscoelastic pipes conveying fluid are analyzed.
本文研究了粘弹性输流管道的动力特性和动力稳定性问题。
4) viscoelastic pipe conveying fluid
粘弹性输流管道
1.
It is shown that when the dimensionless delay time is not greater than 10-5, Kelvin viscoelastic pipe conveying fluid with both ends sim.
对简支Kelvin模型粘弹性输流管道的动力稳定性进行了研究,具体分析了材料的无量纲延滞时间对无量纲流速与前二阶模态的无量纲频率的实部及虚部之间变化曲线的影响。
2.
The governing equation of viscoelastic pipe conveying fluid with three-parameter solid model was derived.
推导了三参量固体模型粘弹性输流管道的振动微分方程 ,计算了在不同无量纲松弛系数和弹性常数比下管道的无量纲临界流速和无量纲自振复频率 ,并给出了前三阶复频率与流速的关系 。
3.
Based on the differental constitutive relationship of linear viscoelastic material,a solid-liquid coupling vibration equation for viscoelastic pipe conveying fluid is derived.
推导了 Maxwell模型粘弹性输流管道的振动方程 。
5) Ballistic transport model
弹道输运模型
6) Ballistic phonon transport
弹道声子输运
补充资料：弹道(见弹道学)
弹道(见弹道学)
trajectory
dQfldQO弹道(t rajectory)见弹道学。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条