对激光等离子体中X射线的产生与辐射加热研究

利用一维辐射流体力学程序MULTI数值模拟研究了功率为1014Wcm2、脉冲宽度为300ps、波长为0.44μm的强激光辐照平面Au靶时产生X射线的过程,给出了X射线转换效率和能谱分布.通过将靶物质划分为对所产生的X射线光学薄的转化区和光学厚的再发射区,得到了作为黑体辐射热源的最佳靶厚度,并给出了辐射加热靶所产生的等离子体的密度和温度的空间分布. 关键词： 辐射流体力学 激光等离子体 X射线转换 辐射热波     

丝阵靶箍缩等离子体软X射线辐射能谱研究

 在S—300装置上研究了丝阵靶Z箍缩等离子体的软X射线辐射的动态过程。利用多通道X射线谱仪在50～2 000 eV范围内测量了丝阵靶内爆等离子体X射线辐射谱,辐射主要位于60~220 eV谱段。辐射谱可用温度为40~50 eV的Planck黑体谱近似描述。在能量高于500 eV的谱段,辐射谱与Planck黑体谱有较大的偏离。这主要是因为等离子体热斑的出现、在1.5~2 keV范围内线谱的存在和加速电子轫致辐射的结果。     

靶的厚度对激光产生的x射线输运到靶后能谱的影响

利用一维辐射流体动力学程序MULTI数值模拟研究了功率为10¹⁴W/cm²、脉冲宽度为1ns、波长为0.35μm的短脉冲强激光辐照不同厚度的平面Au靶时，靶厚度对靶背面x射线能谱结构和辐射强度的影响. 关键词： 激光等离子体 辐射流体力学 x射线转换     

金激光等离子体冕区电离态特性研究

 提出一种测量金激光等离子体电荷态分布与平均电离度的X射线光谱学诊断方法。该方法基于稳态碰撞-辐射近似，考虑电子离子直接碰撞激发与双电子复合两种激发态布居方式，建立了金M带5f-3d跃迁组辐射总强度与离子态分布的耦合方程。根据实验测量的金平面靶激光等离子体冕区辐射的5f-3d跃迁线系的强度分布，诊断得到了金激光等离子体的电荷态分布与平均电离度。此外，还分析了电子温度、电子密度以及双电子复合过程对电荷态分布及平均电离度诊断的影响，并将实验诊断结果与辐射流体力学理论模拟结果及离化平衡动力学计算结果进行了对比分析。结果表明：实验诊断结果与基于CRE近似的离化平衡动力学计算结果近似；当电子温度高于1.5 keV时，双电子复合过程对电离度的诊断结果影响较小。     

高Z等离子体辐射的非平衡特性

 对激光直接加热和X光辐射加热Au等离子体的非平衡特性进行了实验研究，探讨了它们的物理机制。为此，提出了一种新型的锥盘靶结构，并在神光 II装置上进行了实验，结果表明：锥盘靶很好地避免了激光加热区的等离子体喷射和散射光对X光加热区的影响，改善了辐射加热场的干净性。对锥盘靶激光和辐射加热进行了模拟计算，所得结果与实验的结果符合较好。     

低密度泡沫金激光-X射线转换特性模拟研究

在激光间接驱动惯性约束聚变中, 激光首先与黑腔壁高Z等离子体相互作用转换成强X射线辐射, 再通过高Z腔壁的X射线再辐射而在靶丸表面产生对称辐射以驱动其内爆, 改善腔中激光–X射线转换特性非常重要. 利用一维辐射流体程序模拟研究了低密度泡沫金对激光–X射线转换特性的影响, 结果表明: 在固定激光参数条件下, 随着Au材料密度降低, 激光–X射线转换效率提高, 当泡沫Au密度为0.1 g/cm³时, 转换效率相对提高19%; 同时, 金M带辐射份额随之减少; 对于发光区运动, 存在合适的泡沫Au密度使其得到有效抑制. 从能量平衡的角度分析了转换效率提高的原因: 在激光与低密度泡沫Au作用时, 转换为流体力学动能损耗的能量份额与固体Au相比有所降低, 因而相应的辐射能份额增加. 低密度泡沫Au改善激光–X射线转换特性是实现黑腔腔壁优化的一种途径, 模拟结果为进一步开展相应实验研究提供了依据. 关键词： 泡沫金 激光-X射线转换 辐射谱 等离子体运动     

腔靶X射线辐射特性实验研究

在上海“神光”装置上,对柱形腔靶X射线辐射的温度、光谱以及时间特性进行了实验研究,得到内爆区轴向温度随空间位置的变化特征。观测到腔内激光直接烧蚀靶物质产生的第一次X射线辐射和等离子体运动、汇聚形成的第二次X射线辐射,两次辐射的时间间隔为1.2ns。通过测量源区和内爆区X射线辐射空间能谱结构,结果表明源区X射线辐射能谱是非平衡的,而内爆区X射线辐射能谱近似为Planck谱。 关键词：     

激光加热金双盘靶辐射与再辐射实验研究

在“星光Ⅱ”装置上,采用新型双盘靶研究X射线谱在次级得到改造的特性,并测量出初、次级等离子体碰撞的速度.这种双盘靶一定程度上避免了初级等离子体喷射的影响,可以提高烧蚀次级X射线的干净性.采用两台软X射线谱仪分别对初级和次级辐射的X射线进行测量,采用X射线条纹相机测量双盘靶等离子体喷射的时空扫描图象,并对实验结果进行简单的物理分析 关键词： 双盘靶 X射线再辐射 等离子体碰撞     

激光产生等离子体辐射X射线特性研究

本文报导激光等离子体辐射Ｘ射线的测量方法和结果。在“星光”装置上,用１．６μｍ激光辐照Ｎａ／Ｆ和铜靶。用平晶谱仪测量等离子体辐射Ｘ射线绝对强度,并研究了辐射Ｘ射线强度与入射激光功率密度的关系,测量了靶前后辐射强度之比,为光电离机制的Ｘ光激光研究提供了较重要的数据。     

激光辐射半圆柱凹槽靶产生等离子体特点

在利用激光产生的等离子体作为增益介质,实现X射线激光器的研究中,等离子体的密度分布形状及其时间演化起着重要作用,它不仅决定了等离子体中的原子分子过程,还决定了X射线的传输特性。在一般的软X射线自发辐射放大的实验里,如线聚焦激光辐照薄箔实验,在脉宽为数十微微秒,功率密度约为10~(14)W/cm~2的高功率激光照射下,产生的靶等离     

Einstein's theory of quantum radiation

The stationary probability distribution of the one-step process corresponding to Einstein's theory of absorption and emission of radiation is derived. Gauss' principle is used to identify the entropy, and the second law gives the dynamical equilibrium condition or Planck's radiation law. This condition is in disagreement with Einstein's criterion of dynamical equilibrium. The physical consequences of the new condition are investigated.     

Beyond Einstein's radiation theory

Einstein's radiation mechanism is generalized to account for the possibility of population inversion by placing a nonlinear bound on the growth of an unstable perturbation. The nonstationary linear mechanism of relaxation to blackbody radiation below threshold is studied. The nonstationary photon distribution is the negative binomial distribution, and casting it as a law of error, for which the most probable value is the mean value, gives the expression for the statistical entropy. The second law yields a nonequilibrium generalization of Planck's radiation law. The nonlinear mechanism leading to the transformation from the negative binomial probability distribution, for chaotic light, to a Poisson probability distribution, for coherent light, is then analyzed. A criterion for lasing is given in terms of the chemical potential of radiation which is compared to the inequality for the transition from quantum to classical statistics.     

Energy in a highly ordered universe

A new theory of particles proposed in an earlier paper is now applied to explain energy. Having earlier derived the Rydberg formula for atomic spectra without using the Pauli principle, the authors now derive the photoelectric effect, deflection of light by gravitation, and Planck's law for blackbody radiation without using Planck's assumption on energy quanta or Einstein's theory of general relativity.     

球形微粒子近场辐射换热研究

从偶极辐射理论出发,结合普朗克黑体辐射分布,推导出近场区热辐射分布。采用MC法模拟了两个纳米球形 村子的辐射换热,考察相天参数对近场辐射换热的影响。表明其辐射热流可比黑体辐射高8个数量级。其热流随间距的增 大急剧减小。小研究对于纳米粒子群的传热研究有积极意义。     

Physical interpretation of Planck's constant based on the Maxwell theory

The discovery of the Planck relation is generally regarded as the starting point of quantum physics.Planck's constant h is now regarded as one of the most important universal constants.The physical nature of h,however,has not been well understood.It was originally suggested as a fitting constant to explain the black-body radiation.Although Planck had proposed a theoretical justification of h,he was never satisfied with that.To solve this outstanding problem,we use the Maxwell theory to directly calculate the energy and momentum of a radiation wave packet.We find that the energy of the wave packet is indeed proportional to its oscillation frequency.This allows us to derive the value of Planck's constant.Furthermore,we show that the emission and transmission of a photon follows the all-or-none principle.The "strength" of the wave packet can be characterized by ζ,which represents the integrated strength of the vector potential along a transverse axis.We reason that ζ should have a fixed cut-off value for all photons.Our results suggest that a wave packet can behave like a particle.This offers a simple explanation to the recent satellite observations that the cosmic microwave background follows closely the black-body radiation as predicted by Planck's law.     

On a Nonquantum Derivation of Planck’s Distribution Law

We prove that a correct nonquantum treatment of electromagnetic radiation leads to Planck's distribution (including zero-point energy). The only principles that we invoke are general invariance principles or, alternatively, the impossibility of violating the second law at a macroscopic level.     

Maxwell electromagnetic theory,Planck's radiation law,and Bose—Einstein statistics

We give an example in which it is possible to understand quantum statistics using classical concepts. This is done by studying the interaction of chargedmatter oscillators with the thermal and zeropoint electromagnetic fields characteristic of quantum electrodynamics and classical stochastic electrodynamics. Planck's formula for the spectral distribution and the elements of energy hw are interpreted without resorting to discontinuities. We also show the aspects in which our model calculation complement other derivations of blackbody radiation spectrum without quantum assumptions.     

Quantum chaos of atoms in a resonant cavity

A system of atoms interacting with a radiation field in a resonant cavity is studied under conditions when the dynamics in the classical limit is stochastic. This situation is called quantum chaos. Equations of motion are obtained for the quantum-mechanical expectation values which take into account the quantum correlation functions. It is shown that in a situation corresponding to quantum chaos, the quantum corrections grow exponentially, making the evolution of the system essentially quantal after a certain time tau( variant Planck's over 2pi ) has elapsed. Analytical and numerical analysis show that in this regime the time tau( variant Planck's over 2pi ) obeys the logarithmic law tau( variant Planck's over 2pi ) approximately ln N (N is the number of atoms), and not the law tau( variant Planck's over 2pi ) approximately N(alpha) (alpha is a certain constant of order unity), as would be the case in the absence of chaos.     

Underlying probability distributions of Planck's radiation law

The derivation of Planck's radiation law can be considered as a transformation of a thermodynamic relation for black-body radiation into a fundamental relation in which the error law is the negative binomial distribution. In both limiting frequency ranges it transforms into Poisson distributions; in the Wien limit, it is the distribution of the number of photons, whose most probable value is given by Boltzmann's expression, while in the Rayleigh-Jeans limit, it is the distribution of the number of Planck oscillators. In the general case, they are Bernoullian random variables. In the Rayleigh-Jeans limit, the probability of determining the number of oscillators in a given frequency interval for a fixed value of the energy can be inverted to determining the probability of the energy for a fixed number of oscillators. The probability density is that of the canonical ensemble.     

高能X射线聚焦组合透镜的理论研究

X射线聚焦组合透镜是一种利用折射效应对X射线辐射聚焦的新型元件。针对X射线波段的特性,综合考虑折射和吸收效应得出组合透镜的衍射屏函数,并利用衍射理论推导出X射线组合透镜的设计理论。利用统计学理论中一阶、二阶原点矩表征像面处的光学性能,使设计更简洁。该理论方法可方便地推广到双凹折射单元情况。通过数值计算分析了像向处强度分布的二阶中心矩以及焦点处辐射强度随组合透镜结构参最的变化关系,给出了一种铝基X射线组合透镜的结构参量设计结果。对于设计的组合透镜结构参量,计算了当X射线辐射能量分别为0．93 keV．9．89 keV和29．78 keV时,X射线辐射经过组合透镜后的焦点强度分布。