Compton散射下横等离激元与对等离子体作用特性

应用多光子非线性Compton散射模型、横等离激元色散方程和Karpman方法,研究了Compton散射对横等离激元与对等离子体作用特性的影响,提出了将入射超强激光和Compton散射作为横等离激元与对离子等离子体非线性作用新机制,给出了横等离激元非线性控制方程、等离激元数和能量公式。结果表明:与散射前相比,Compton散射使等离子体密度发生剧烈扰动,高频横等离激元与低密度扰动耦合非线性增强,导致横等离激元落入低密度区的几率增大。等离子体非线性频移和高密度区能量增加,低密度区能量减小,导致横等离激元电场包络迅速坍塌,等离激元数增加,场强度更强。     

Compton散射下超强激光等离子体中的坍塌

应用强场理论、多光子非线性Compton散射模型和场论方法,对非线性Compton散射对超强激光在等离子体中坍塌的影响进行了理论分析,提出了将入射超强激光和多光子非线性Compton散射光作为超强激光在等离子体中坍塌的新机制,通过构造超强激光非线性控制方程的拉格朗日密度函数,给出了激光包络尺度变化的修正方程。结果表明：多光子非线性Compton散射加剧了激光包络调制不稳定性的非线性发展及物质密度局部稀化形成密度空穴的进程,使横等离激元和局部场强迅速增强,从而导致初始均匀分布激光场的剧烈坍塌。     

Compton散射下超强激光等离子体中的坍塌

应用强场理论、多光子非线性Compton散射模型和场论方法,对非线性Compton散射对超强激光在等离子体中坍塌的影响进行了理论分析,提出了将入射超强激光和多光子非线性Compton散射光作为超强激光在等离子体中坍塌的新机制,通过构造超强激光非线性控制方程的拉格朗日密度函数,给出了激光包络尺度变化的修正方程.结果表明:多光子非线性Compton散射加剧了激光包络调制不稳定性的非线性发展及物质密度局部稀化形成密度空穴的进程,使横等离激元和局部场强迅速增强,从而导致初始均匀分布激光场的剧烈坍塌.     

多光子非线性Compton散射对激光等离子体中强朗缪尔湍动谱的影响

 基于电子与多光子集团非线性Compton散射模型,研究了多光子非线性Compton散射对激光等离子体中强缪尔湍动谱的影响,提出了将入射光和散射光作为形成强缪尔湍动的新机制,给出了横等离激元、强朗缪尔激元和离声激元之间相互作用满足的修正方程,并进行了数值模拟.结果表明:Compton散射使横等离激元和朗缪尔激元间的碰撞频率大大增加,随着时间的演化,横等离激元和朗缪尔激元的能量由小波数区向大波数区的转移比散射前要快得多,同时产生剧烈的坍塌.坍塌后期,等离激元的强非线性作用激发出高次共振谐波,使能量从一个谐波转移到另一个谐波,形成无限高次谐波,引起波的破碎,出现由调制不稳定性控制的强朗缪尔湍动、较强的激光成丝和能量均分现象.研究结果为进一步研究强朗缪尔湍动的加速机制、反常碰撞、激光加热实验及快点火实验提供了理论支持.     

多光子非线性Compton散射对激光等离子体中强朗缪尔湍动谱的影响

基于电子与多光子集团非线性Compton散射模型,研究了多光子非线性Compton散射对激光等离子体中强缪尔湍动谱的影响,提出了将入射光和散射光作为形成强缪尔湍动的新机制,给出了横等离激元、强朗缪尔激元和离声激元之间相互作用满足的修正方程,并进行了数值模拟.结果表明:Compton散射使横等离激元和朗缪尔激元间的碰撞频率大大增加,随着时间的演化,横等离激元和朗缪尔激元的能量由小波数区向大波数区的转移比散射前要快得多,同时产生剧烈的坍塌.坍塌后期,等离激元的强非线性作用激发出高次共振谐波,使能量从一个谐波转移到另一个谐波,形成无限高次谐波,引起波的破碎,出现由调制不稳定性控制的强朗缪尔湍动、较强的激光成丝和能量均分现象.研究结果为进一步研究强朗缪尔湍动的加速机制、反常碰撞、激光加热实验及快点火实验提供了理论支持.     

强激光脉冲在部分离化等离子体中的传播特性

采用变分法给出了强激光脉冲在部分离化等离子体中传播的参数演化方程,其中考虑了相对论自聚焦、有质动力激发尾波场以及部分离化非线性极化强度的影响。通过非线性动力学分析的方法,得到了强激光脉冲以恒定焦斑半径传播时的激光、等离子体参数匹配条件。研究表明:在部分离化等离子体中,激光自聚焦随着电离程度的增大而增强;有质动力激发的尾波场进一步增强激光脉冲的自聚焦;相对于等离子体密度而言,激光强度对激光脉冲的自聚焦更有影响。     

超强线极化激光在e-p等离子体中传播的成丝不稳定性

基于超强线极化激光在正负电子对(e-p)等离子体中的传播方程,讨论了相互作用过程中的成丝不稳定性。得到了电磁波的非线性色散关系和不稳定性增长率,并讨论了传播过程中激光强度和等离子体温度对成丝不稳定性的影响。结果表明,成丝不稳定性的强弱主要由相互作用的非线性效应与受有质动力作用后等离子体密度的减小之间的竞争所决定。     

光激发作用下分子与多金属纳米粒子间的电荷转移研究

金属纳米粒子在光激发作用下的增强作用是纳米科学领域的一个研究热点. 针对分子和多个不同位形下的金属纳米粒子在光激发下的相互作用展开了理论研究. 应用密度矩阵理论描述分子和金属纳米粒子同时激发产生表面等离激元后的电荷输运过程. 研究发现, 表面等离激元增强效应与分子和各个金属纳米粒子的相对位置有密切关系. 详细分析了金属纳米粒子间的耦合强度、分子和金属纳米粒子间的耦合强度、表面等离激元能级杂化、分子激发能和外场频率对表面等离激元增强效应的影响.     

非均匀等离子体中1/4临界密度附近受激散射的非线性演化

本文采用粒子模拟方法,针对长脉冲激光在非均匀等离子体中的传输过程,特别是在1/4临界密度附近,等离子体中受激散射的非线性演化现象,进行了细致的模拟研究.研究结果表明:在1/4临界面附近所产生的受激拉曼散射不稳定性,其散射光在等离子体中被捕获,并在该区域形成电磁孤子.电磁孤子的振幅随着不稳定性的发展而提高,并由此而产生一个有质动力场驱动周围的电子运动,离子随后被电荷分离场加速,最终形成准中性的密度坑.在单个密度坑形成后,由于该密度坑周围等离子体密度和温度产生了变化,使得等离子体中逐渐形成更多的密度坑.这些密度坑将等离子体分割成不连续的密度分布,而这种密度分布最终明显地抑制了受激拉曼散射和受激布里渊散射不稳定性的发展.     

表面等离激元增强的光和物质相互作用

表面等离激元近年来受到了广泛的关注.得益于表面等离激元的强局域约束作用,光场和能量被限制在亚波长尺度上,因而各种光和物质相互作用可得到显著的增强.表面等离激元的特性与材料、形貌、结构密切相关,相应的共振波长可覆盖紫外、可见光、近红外到远红外的光谱波段.由于表面等离激元的强局域电场,光与物质的相互作用,如荧光、拉曼散射、非线性光学、光热转换、光-声效应、催化、光伏转换等,都得以显著增强.本文简要回顾了表面等离激元的物理特性,具体讨论了各种基于表面等离激元增强的光和物质相互作用机理及相关应用,并探讨了存在的问题和进一步发展的方向.本文旨在为构造更高性能的表面等离激元器件,发展相关技术,进一步拓展表面等离激元的应用领域提供有益的参考.     

激光在等离子体中的坍塌行径

 从椭圆偏振激光场波包所满足的非线性控制方程出发,利用场论方法,构造该非线性方程的拉格朗日密度函数,得到激光场波包的能量集中具有准粒子特性,并给出守恒的粒子数、动量和能量。讨论了调制不稳定发展后期的波包坍塌动力学问题,利用归一化的粒子数密度分布作为权重,分析了激光场的波包。结果表明,激光场波包的尺度在有限的时间进程中,将塌缩到一个很小的值,证明了激光场具有塌缩行径。     

Magneto‐Modulational Instability in Relativistic Plasmas

The behavior of magnetic fields generated by high frequency transverse plasmons in relativistic plasmas can be described by a set of nonlinear coupling equations, which has considered the nonlinear wave–wave, wave– particle interactions and the relativistic effects of electrons. Modulational instability of the spontaneous magnetic fields is investigated on the basis of the nonlinear coupling equations. Analytical and numerical results indicate the self‐generated magnetic fields are modulationally unstable and will be localized in a narrow region. The characteristic scale and maximum growth rate of the magnetic fields depend on the average Lorentz factor of electrons and the energy density of transverse plasmons. The relativistic effects of electrons will enhance the self‐focusing of magnetic fields (© 2011 WILEY‐VCH Verlag GmbH & Co. KGaA, Weinheim)     

Dynamical behaviour of transverse plasmons in pair plasmas

This paper analytically investigates the nonlinear behaviour of transverse plasmons in pair plasmas on the basis of the nonlinear governing equations obtained from Vlasov--Maxwell equations. It shows that high frequency transverse plasmons are modulationally unstable with respect to the uniform state of the pair plasma. Such an instability would cause wave field collapse into a localized region. During the collapse process, ponderomotive expulsion is greatly enhanced for the increase of wave field strength, leading to the formation of localized density cavitons which are significant for the future experimental research in the interaction between high frequency electromagnetic waves and pair plasmas.     

Surface plasmon-polaritons on ultrathin metal films

We discuss the surface plasmon-polaritons used for ultrathin metal films with the aid of linear response theory and make comparisons with the known result given by Economou E N. In this paper we consider transverse electromagnetic fields and assume that the electromagnetic field in the linear response formula is the induced field due to the current of the electrons. It satisfies the Maxwell equation and thus we replace the current (charge) term in the Maxwell equation with the linear response expectation value. Finally,taking the external field to be zero,we obtain the dispersion relation of the surface plasmons from the eigenvalue equation. In addition,the charge-density and current-density in the z direction on the surface of ultrathin metal films are also calculated. The results may be helpful to the fundamental understanding of the complex phenomenon of surface plasmon-polaritons.     

Semiclassical Quasilinear Equation of Turbulent QGP and Non-Abelian Quasilinear Diffusion

After the concept of turbulent QGP is introduced, the quasilinear equations for turbulent QGP are given. Starting from the field equation, we still treat the collective modes as plasmons that satisfy a transport equation. Using the quasilinear equations for quarks and gluons and the transport equation for plasmons, the collisionless diffusion is discussed. We obtain the quasilinear drag coefficient and the diffusion coefficient.     

Dipole and quadrupole plasmon in confined quasi-one-dimensional electron gas systems

An eigen-equation of plasmon excitation in confined quasi-one-dimensional systems is presented. Besides dipole plasmons, quadrupole plasmons are found in the systems by comparing the eigen-solutions with the dipole response. For both dipole and quadrupole plasmons, the plasmon frequencies decrease with the increase of the system's length, and their size dependence can be well fitted by the plasmon dispersion in the infinite systems calculated by the random phase approximation. Through extensively studies of eigen-charge density and induced charge density, we find that quadrupole plasmon corresponds to symmetric charge density distribution, and can only be excited by non-uniform electric field.     

Chiral optical Tamm states at the boundary of the medium with helical symmetry of the dielectric tensor

We report the observation of photovoltage oscillations in back-gated two-dimensional electron systems when tuning the density under incident microwaves and in the absence of a magnetic field. The oscillations are periodic in the inverse of the square root of the density. They originate from the interference of screened bulk plasmons with a linear dispersion. This phenomenon can be exploited to devise a spectrometer-on-a-chip for millimeter waves. The influence of a perpendicular magnetic field is investigated and reveals a transformation of screened bulk plasmons waves into screened edge magnetoplasmons.     

非Abelianplasmons和它的动力论方程

把QGP中的涨落波动模式处理成等离子激发元(plasmon),从Yang-Mills场方程出发,在线性近似下,建立起plasmons的动力论方程,这是一个描述plasmons数平衡的方程:一方面是plasmons以群速度运动在时空上造成plasmons数的改变(增加或减少);另一方面是等离子体粒子辐射或吸收的plasmons数.     

Scale effects on thermal buckling properties of carbon nanotube

In this Letter, the thermal buckling properties of carbon nanotube with small scale effects are studied. Based on the nonlocal continuum theory and the Timoshenko beam model, the governing equation is derived and the nondimensional critical buckling temperature is presented. The influences of the scale coefficients, the ratio of the length to the diameter, the transverse shear deformation and rotary inertia are discussed. It can be observed that the small scale effects are significant and should be considered for thermal analysis of carbon nanotube. The nondimensional critical buckling temperature becomes higher with the ratio of length to diameter increasing. Furthermore, for smaller ratios of the length to the diameter and higher mode numbers, the transverse shear deformation and rotary inertia have remarkable influences on the thermal buckling behaviors.