频率啁啾对强场下真空正负电子对产生的增强效应

在强背景场下真空产生正反粒子对的研究中,频率啁啾对增强粒子对的产生起着关键作用.本文介绍了狄拉克-海森伯-维格纳(Dirac-Heisenberg-Wigner)、求解量子弗拉索夫方程(quantum Vlasov equation)和计算量子场论等方法,并详细综述了它们如何应用到空间非均匀场、均匀含时场以及外部势场中正负电子对产生的研究.通过研究各种不同的场得到了不同参数(如场强和基准频率)下产生的粒子动量谱和粒子对产额,发现当频率啁啾形式或/和啁啾强度改变时结果受到显著影响.在低频场下啁啾增强的数密度可提高2—3个数量级,这主要是因为啁啾增加了场的高频成分,从而低频强场和高频弱场相结合的动力学辅助机制起到了很大的作用.一般来说在高频情况下数密度只有几倍的提高,说明动力学辅助作用被大大地抑制了.在有空间变化的场情形下,对于小空间尺度变化的场,无啁啾时本身的数密度不高,但啁啾可以对数密度有数量级的提高;对于大空间尺度变化的场,数密度逐渐趋于空间均匀的结果,啁啾也能对数密度有几倍的提高.通过Wentzel-Kramer-Brillouin近似和转变点结构的物理分析和讨论可以对相关的数值结...     

强场下真空中粒子对产生的研究进展

随着激光技术的飞快发展,激光强度不断提高,超强外场下真空中正负电子对产生的过程,即能量向质量转化过程,已经成为一个研究热点。主要综述了近几年量子Vlasov方程方法和计算量子场论(数值求解Dirac方程)方法在研究强场下真空中正负电子对产生方面的进展,分别介绍了空间均匀场和空间不均匀场下的粒子对产生的情况。第一种情况主要介绍双脉冲结构振荡电场中电子-正电子对的产生、强双频振荡电场中非微扰电子-正电子对的产生、频率调制的激光场中电子-正电子对的产生和Dirac真空对啁啾外场的快速分辨。第二种情况主要介绍优化空间局域电场提高粒子对的产生率、多个势阱-垒结构的振荡场对粒子对产生的增强、振荡 Sauter 电势中正负电子对产生的问题、操纵Dirac真空以控制其在场诱导下的衰变、作为信息传输介质的Dirac真空还有正负电子对产生中的相干和非相干啁啾机制的转变。     

啁啾脉冲堆积及其放大特性

 根据啁啾脉冲堆积的原理以及模型介绍了两路脉冲堆积时脉冲的时间与频谱特性,分析了堆积脉冲产生时间与频谱调制,以及交叠区产生非线性频率啁啾的原因。通过非线性薛定谔方程,分析了堆积脉冲的放大特性,介绍了啁啾参量对放大结果的影响以及放大后堆积脉冲的频率啁啾的变化。研究表明,在堆积脉冲的放大过程中自相位调制效应非常明显,严重影响了脉冲的频谱与频率啁啾。     

不同频率的组合振荡场下产生正负电子对

吸收组合低频外场提供的多个不同能量的光子发生跃迁可以在真空中激发正负电子对.本文探究了在组合振荡场作用下,不同的外场频率对正负电子对产生的影响,研究结果表明：与单个振荡场类似,当双振荡场的频率和约为2.3m_ec²时,电子对产量达到极值.在双振荡场的频率和固定为2.3m_ec²的情况下,对不同组合频率下正负电子对的产量以及能谱分布进行了研究,发现当两场频率差较小时,电子对产量随时间演化会出现显著的“拍”现象.还发现两个振荡场频率差越小,电子对的单能性越好;场频率差越大时,电子对的产量越高、能谱范围越宽.通过对跃迁概率分布图的比较和分析,发现主要原因是频率差较大时能够发生显著跃迁的多光子跃迁形式数量增加,从而促进正负电子对(尤其是高能端电子对)的产生.     

500 nm带宽啁啾镜对的设计与应用

设计了中心波长在825 nm、有效带宽在600 nm～1100 nm的超宽带啁啾镜对,色散补偿量目标值为-100 fs2。配对设计的啁啾镜对有效抑制了单个啁啾镜的色散振荡,啁啾镜对色散振荡幅度的最大值为50 fs2,用设计制作的啁啾镜对进行色散补偿,用频率分辨光学开关测量装置对脉冲进行测量。将10.3 fs的超短脉冲通过0.5 mm厚的LBO晶体,色散效应导致脉冲展宽,半峰值处的全宽度为39.6 fs,实验结果表明,经过啁啾镜对一次色散补偿后的脉冲形状,半峰值处得全宽度为11.6 fs;脉冲经过2次补偿后,脉冲被压缩到10.7 fs。     

色散缓变光纤的非线性啁啾效应

由于光孤子在光纤中传输受到啁啾效应等多种因素的影响 ,使孤子脉宽展宽 ,光脉冲在终端变得不可检测 ,严重影响误码率 ,所以研究不同因素对孤子脉宽的影响有其重要意义。本文求解了色散缓变光纤中含频率非线性啁啾效应的NLS方程 ,由得到的孤子解讨论了非线性啁啾效应和色散缓变效应对孤子脉宽的影响 ,由此说明 ,色散缓减效应等效长距离分布参数光纤放大器的增益 ,它导致非线性效应增加 ,孤子进一步被压缩 ,非线性啁啾效应使孤子在z值较小时 ,其脉宽收缩 ,在z值较大时又使孤子脉宽展宽。     

飞秒激光器中超宽带色散补偿啁啾镜对的设计

根据设计目标和制备要求, 以双啁啾作为啁啾镜膜系初始结构设计方法, 详细分析了双啁啾调制系数以及双啁啾层数对啁啾镜反射特性和色散特性的影响, 确立了两者之间的最佳取值组合. 利用分析结果设计了单个啁啾镜, 并实现了啁啾镜的配对设计, 获得了600–1050 nm范围内反射率大于99.5%, 平均群延迟色散-40 fs², 振荡小于± 20 fs²的啁啾镜对, 满足了钛宝石飞秒激光系统的色散补偿要求. 关键词： 超快激光 色散补偿薄膜 双啁啾镜 啁啾镜对     

反常色散区高阶色散对啁啾演变的影响

在单模光纤反常色散区，首次推出了带有初始啁啾的高斯脉冲在二阶，三阶速度色散效作用产生的啁啾解析表达式，用数值法模拟了光纤中啁啾演变过程，研究结果表明，二阶，三阶色散导致非线性啁啾，三阶色散只在脉冲沿附产生啁啾极值，从而使脉冲在前后沿产生振荡结构，当具有负初始啁呼的高斯脉冲入射时，在脉冲中心小区域内净啁啾等于零，可形成孤子。     

线性啁啾高斯脉冲堆积中的强度起伏频率(英文)

基于谱分析方法系统研究了多个线性啁啾高斯脉冲堆积的强度起伏频率。首先基于傅里叶变换方法分别分析并模拟了两路和多路线性啁啾高斯脉冲堆积,讨论了等幅度、等延迟多路线性啁啾高斯脉冲堆积的情况下,起伏频率与初始高斯脉冲的数目与啁啾系数、时间延迟和脉冲宽度的关系,并简要分析了多路线性啁啾高斯脉冲堆积的一般情况。结果表明,在堆积脉冲的强度谱中存在一系列分立的频率边带,这些频率边带对强度起伏有贡献。高频的频率边带由于幅度交叠的部分较少,所以对强度起伏贡献较少。强度起伏频率随初始啁啾高斯脉冲啁啾系数和时间延迟的增大而增大,随脉冲宽度的减小而增大。     

硅基光波导中啁啾高斯脉冲在反常色散区的传输特性

本文利用激光脉冲在硅基光波导(SOI)中传播时满足的非线性薛定谔方程,采用分步傅里叶变换,数值模拟了硅基光波导中啁啾高斯脉冲在反常色散区的传播特性.通过模拟发现,三阶色散正负主要决定了脉冲的振荡波形性质,克尔效应与双光子吸收对脉冲波形起调制作用,自由载流子效应则可以忽略.初始啁啾参数的正负存在影响了脉冲的振荡强弱变化和脉冲中心的漂移的趋势,并且无论是正啁啾还是负啁啾,脉冲振荡与漂移都随着啁啾的增大而更加剧烈,同时啁啾正向增大与负向增大,都将导致脉冲展宽越严重致主峰峰值越低.     

Enhancement of electron-positron pairs in combined potential wells with linear chirp frequency

Effect of linear chirp frequency on the process of electron-positron pairs production from vacuum is investigated by the computational quantum field theory. With appropriate chirp parameters, the number of electrons created under combined potential wells can be increased by two or three times. In the low frequency region, frequency modulation excites interference effect and multiphoton processes, which promotes the generation of electron-positron pairs. In the high frequency region, high frequency suppression inhibits the generation of electron-positron pairs. In addition, for a single potential well, the number of created electron-positron pairs can be enhanced by several orders of magnitude in the low frequency region.     

Creation and annihilation phenomena of electron and positron pairs in an oscillating field

The combination of an oscillating and a static field is used to study the creation and annihilation phenomena during the pair creation process. The time evolution, spatial density and momentum distribution of the created particles for a fermionic system are presented, which demonstrate that with the increasing static field intensity, the number of the created particles experiences a distinguishable decrease in every period of the oscillating field, which is caused by the annihilation phenomena between the created electrons and positrons.     

激光等离子体相互作用的局域振荡电子加热机制

 用2.5维粒子模拟程序模拟了超强激光与等离子体的相互作用过程，发现超强激光可以通过J×B加热机制加速电子并引起电荷分离，从而产生很强的静电场并形成电场势阱，电子在静电场势阱中振荡，被多次加速，使得高速电子被甩出势阱，进而增强电荷分离，然后静电场结构被破坏，静电势能传给电子。在此过程中，电子在此阱中作局域振荡，并且被J×B机制多次加速，激光的能量会有效地传给电子，使电子能量高达10MeV。这是一种新的电子加热机制，称之为局域振荡电子加热机制。     

Enhanced electron–positron pair production by frequency chirping in one-and two-color laser pulse fields

Enhanced electron–positron pair production by frequency chirping in one- and two-color laser pulse fields is investigated by solving the quantum Vlasov equation. A small frequency chirp shifts the momentum spectrum along the momentum axis. The positive and negative frequency chirp parameters play the same role in increasing the pair number density. The sign change of the frequency chirp parameter at the moment t = 0 leads the pulse shape and momentum spectrum to be symmetric, and the number density to be increased. The number density of produced pairs in the two-color pulse field is much higher than that in the one-color pulse field and the larger frequency chirp pulse field dominates more strongly. In the two-color pulse fields, the relation between the frequency ratio of two colors and the number density is not sensitive to the parameters of small frequency chirp added in either a low frequency strong field or a high frequency weak field but sensitive to the parameters of large frequency chirp added in a high frequency weak field.     

Effect of toroidal moment on a macroscopic self-organization of electrons in the quantum Hall regime

We have studied CR lineshape of terahertz-light-induced current in InAs quantum wells in tilted quantizing magnetic fields. We have observed dramatic modification of the lineshape with increasing of in-plane component of magnetic field as well as with increasing of transverse built-in electric field in the well. Scenario of the modification shows that the energy spectrum asymmetry is determined by so-called toroidal moment of the system and is a function of Landau quantum number. Macroscopic self-organization of electrons under the conditions of quantum Hall effect has also been directly demonstrated in both linear and saturation regimes of the light absorption.     

Effect of symmetrical frequency chirp on pair production

By using Dirac–Heisenberg–Wigner formalism we study electron–positron pair production for linear, elliptic, nearly circular, and circular polarizations of electric fields with symmetrical frequency chirp, and we obtain momentum spectra and pair yield. The difference of results among polarized fields is obvious for the small chirp. When the chirp parameter increases, the momentum spectra tend to exhibit the multiphoton pair generation that is characterized by the multi-concentric ring structure. The increase of the number density is also remarkable compared to the case of asymmetrical frequency chirp. Note that the dynamically assisted Schwinger mechanism plays an important role for the enhanced pair production in the symmetrical frequency chirp.     

Photodetachment dynamics of H~- ion in a harmonic potential plus a time-dependent oscillating electric field

The photodetachment dynamics of H~- ion in a harmonic potential plus an oscillating electric field is studied using the time-dependent closed orbit theory. An analytical formula for calculating the photodetachment cross section of this system is put forward. It is found that the photodetachment cross section of this system is nearly unaffected for the weak oscillating electric field strength, but oscillates complicatedly when the oscillating electric field strength turns strong. In addition, the frequency of the harmonic potential and the oscillating electric field(the frequency of the harmonic potential and the frequency of the oscillating electric field are the same in the paper, unless otherwise stated.) can also affect the photodetachment dynamics of this system. With the increase of the frequency in the harmonic potential and the oscillating electric field, the number of the closed orbits for the detached electrons increased, which makes the oscillatory structure in the photodetachment cross section much more complex. Our study presents an intuitive understanding of the photodetachment dynamics driven by a harmonic potential plus an oscillating electric field from a space and time dependent viewpoint.This study is very useful in guiding the future experimental research for the photodetachment dynamics in the electric field both changing with space and time.     

叠加激发对相干态的非经典特性

从激发对相干态出发,构造了叠加激发对相干态,研究了该叠加态的非经典特性.结果表明:在一定条件下,随着相位的变化,叠加态场模的平均光子数呈现类似于拉比振荡的坍塌与复原现象,与激发对相干态相比,在叠加激发对相干态中亚泊松光子统计特性和CauchySchwatz不等式的破坏都得到了增强,但正交相位分量的压缩减弱.     

Nonlinear optical absorption and optical rectification in near-surface double quantum wells: combined effects of electric, magnetic fields and hydrostatic pressure

The theoretical study of the combined effects of electric and magnetic fields and hydrostatic pressure on the nonlinear optical absorption and rectification is presented for electrons confined within an asymmetrical GaAs?Ga_1-x Alx As double quantum well. The effective mass, parabolic band, and envelope function approaches are used as tools for the investigation. The electric field is taken to be oriented along the growth direction of the heterostructure and the magnetic field is applied parallel to the interfaces of the quantum wells. The pressure-induced mixing between the two lowest conduction bands is considered both in the low and high pressure regimes. According to the results obtained it can be concluded that the nonlinear optical absorption and rectification coefficients depend in a non-trivial way on some internal and external parameters such as the size of the quantum wells, the direction of applied electric field, the magnitude of hydrostatic pressure, the stoichiometry of the wells and barriers, and the intensity of the applied magnetic field.