自复位耗能摇摆架加固软弱底层框架抗震性能

为改善软弱底层框架的层间变形和能量耗散模式,提出一种结合预应力钢绞线和装配式BRB的自复位耗能(SCED)摇摆架加固方案.对加固后体系进行受力性能分析,并建立有限元模型对SCED摇摆架-软弱底层框架的性能进行研究.结果表明,SCED摇摆架能明显改善软弱底层框架的破坏模式、 抗震性能、 自复位性能和变形模式,但是钢绞线和...     

2个原子与2个耗散腔场量子体系中线性熵的研究

应用J-C模型与相互作用绘景中的密度算符理论,研究了2个二能级Rydberg原子与2个纠缠耗散腔场单光子共振相互作用过程中线性熵的演化特性.推导了此体系中单个原子、单个场以及2个原子、2个腔场的线性熵公式,讨论了腔场的耗散系数和原子-光场相互作用耦合系数对各线性熵演化的振荡性及其周期性的影响.线性熵的时间演化周期与原子...     

A generalized wave action conservative equation for the dissipative dynamical system in the nearshore region

To describe the various complex mechanisms of the dissipative dynamical system between waves, currents, and bottoms in the nearshore region that induce typically the wave motion on large-scale variation of ambient currents, a generalized wave action equation for the dissipative dynamical system in the nearshore region is developed by using the mean-flow equations based on the Navier-Stokes equations of viscous fluid, thus raising two new concepts: the vertical velocity wave action and the dissipative wave action, extending the classical concept, wave action, from the ideal averaged flow conservative system into the real averaged flow dissipative system (that is, the generalized conservative system). It will have more applications.     

Banach空间微分方程初值问题弱解的一个存在性定理

在弱耗散型条件ｌｉｍ／ｈ→０＾－１／ｈ［｜ψ（ｘ－ｙ＋ｈ（ｆ（ｔ，ｘ）－ｆ（ｔ，ｙ）））｜－ψ（ｘ－ｙ）｜］≤ｇ（ｔ，｜ψ（ｘ－ｙ）｜）下给出了Ｂａｎａｃｈ空间常微分方程初值问题弱解的一个存在性定理。     

有源介观耗散电路的库仑阻塞效应

基于介观电路的电荷是量子化的这一事实熏应用正则量子化方案给出介观RLC电路的量子化方法和库仑阻塞条件.研究结果表明押存在耗散元件的介观电路的库仑阻塞效应不仅与电路的非耗散有关熏而且与耗散电阻有关.随耗散电阻的增大熏库仑阻塞现象更加明显.