现场测量深层岩土热物性方法

地下岩土的热物性参数是地源热泵地热换热器的设计中所需要的很重要的参数。热物性参数的大小对钻孔的数量及钻孔的深度具有显著的影响，进而影响地源热泵系统的初投资。为了能够在现场测量地下岩土的热物性参数，本文利用一套现场测量设备测量了对地下埋管回路施加的热流与回路中循环水温度随时间的变化，并利用参数估计方法确定地下岩土的热物性参数。     

LD侧面抽运Nd：YAG陶瓷激光器运转条件下归一化热参数优化理论及实验研究

考虑激光提取对介质内非辐射跃迁的抑制作用，建立和完善LD侧面抽运Nd：YAG陶瓷激光器运转条件下增益介质的发热模型，通过实验测量激光器斜率效率和增益介质吸收的抽运功率来推导出归一化热参数.通过归一化热参数，讨论了影响Nd：YAG陶瓷介质内热沉积的主要因素，研究结果表明：增益介质内热沉积对激光提取效率、交叠效率以及掺杂浓度的变化比较敏感.为有效减少热沉积，对所研究的掺杂原子百分比浓度为1.0%的Nd：YAG陶瓷多模激光器的输出耦合镜进行优化选择，激光提取效率提高到0.905，归一化热参数降低到0.474.研究结果可为进一步研究陶瓷激光器中热效应以及冷却方案设计等提供一定参考. 关键词： 热沉积 归一化热参数 Nd：YAG陶瓷     

生物组织光学参数与热物性参数的相关性研究

基于组织光学和人工神经网络理论,提出了一种全新的确定生物体热物性参数的方法.利用积分球系统测量介质组织光学特性参数,以该特性参数作为人工神经网络输入变量,以热物性参数为目标变量,利用神经网络的自学习系统,最终建立光学特性参数与热物性参数间的非线性映射一黑箱模型.为验证模型,测量了多种热物性参数已知物质的光学特性参数,然后由黑箱模型得到热物性参数计算值,计算值和已知真实值的相对误差均在5%以内.该方法可用于测量生物体的各种热物性参数.     

新型液氦温区热声驱动制冷系统研究

提出一种采用气液耦合谐振子的新型热声驱动制冷系统,理论上首次实现液氦温区制冷。模拟结果显示,系统最低无负荷制冷温度达到5.9 K,为目前热声制冷系统的最低记录。本文首先基于数值模拟优化了新型热声制冷系统结构参数;然后,分别揭示了系统内部关键参数的沿程分布以及热力学性能的影响规律。本研究填补了热声制冷技术应用于液氦温区的空白,有望为航天、低温电子器件及氢能源利用等领域中的新型热驱动制冷机奠定理论基础。     

热声驱动器谐振频率影响因素分析

分析了结构参数、操作参数以及工质等因素对热声驱动器谐振频率的影响 ,并结合驻波型热声驱动器 ,给出了相应的计算结果和实验数据。     

热声热机场方程的改进计算

本文讨论热声热机于二种热力学媒质组成的热声变换堆内外，温度、速度和压力场所应满足的改进的场方程．以PI和dP_1／dx等作为待定参数时，速度u_1和温度T_1的解式．并讨论了解式的含意与实验结果的对照．     

霍尔推力器热模型研究

为了对霍尔推力器的热分析研究提供准确的能耗加载条件,开展了霍尔推力器稳态工况下的热模型研究。基于等离子体理论,分析放电室内各项能量损耗机理,并建立各能量损耗与推力器工作参数、性能参数和结构参数的相关函数,系统地得到了霍尔推力器的完整热模型。以LHT100推力器为研究对象,热模型计算结果显示:额定工况下束流能量损耗约889 W,壁面能量损耗约300 W,阳极能量损耗约44 W,电离能量损耗约43 W,辐射能量损耗约34 W等。以此能量损耗作为热边界条件进行有限元分析,并开展热平衡试验进行验证,计算结果与试验结果吻合较好,最大误差小于5%。     

参数共振腔中光子辐射及压缩效应研究

利用热场动力学方法（ＴＥＤ）研究了有限温度下参数共振腔中光子辐射及压缩效应，发现在腔场边界作参数共振运动的条件下，热场光子的存在会显著地增强纯真空光子辐射疚但不影响所产生光场的压缩效应。     

用分形理论研究低温条件下Al-Al界面间的接触导热现象

界面形貌是固体界面间接触导热的最主要影响因素 ,传统的形貌表征参数与仪器的分辨率和取样长度密切相关 ,因而基于这些参数的常规接触导热模型显然是尺度相关的。分形网络模型利用粗糙表面处处连续却不可微的分形特征 ,采用与尺度无关的分形参数 ,揭示了接触导热的本质 ,为准确预测接触热导开辟了一条新的途径。实验测定了粗糙表面的分形参数和低温条件下 Al50 52 - Al50 52界面间的接触热导 ,将接触热导的实验值与分形网络模型的预测结果进行了比较 ,并就接触热导与压力、分形参数和温度之间的关系进行了分析 ,指出分形网络模型的预测精度与分形参数相关联。     

高功率密度激光二极管叠层散热结构的热分析

高功率窄间距列阵叠层是提高激光二极管泵浦源光功率密度的有效途径,而封装散热热沉的结构设计在其热管理上占据至关重要的作用。本文利用ANSYS有限元分析方法,对叠层间距、绝缘陶瓷厚度以及陶瓷底面与散热恒温面距离等几个影响高功率密度激光二极管叠层封装散热的重要因素进行了分析,得到器件的最高温度随结构参数变化的规律,并对上述参数进行优化。最后,利用优化结果设计出一种适用于高功率密度激光二极管叠层泵浦源的高效有源散热热沉结构,大幅提高了器件的散热能力,并降低了所需冷却水的水泵功耗需求。     

Direct measurement of group dispersion of optical components using white-light spectral interferometry

We present a simple white-light spectral interferometric technique employing a low-resolution spectrometer for a direct measurement of the group dispersion of optical components over a wide wavelength range. The technique utilizes an unbalanced Mach-Zehnder interferometer with a component under test inserted in one arm and the other arm with adjustable path length. We record a series of spectral interferograms to measure the equalization wavelength as a function of the path length difference. We measure the absolute group refractive index as a function of wavelength for a quartz crystal of known thickness and the relative one for optical fiber. In the latter case we use a microscope objective in front and a lens behind the fiber and subtract their group dispersion, which is measured by a technique of tandem interferometry including also a Michelson interferometer.     

Measuring Light Field of Light Source with High Directional Resolution Using Mirrored Ball and Pinhole Camera

This paper presents a method of measuring a light field of a light source with high directional resolution using a mirrored ball and a pinhole camera. The light field describes a spatial and directional distribution of radiances from the light source. The directional distribution is expanded by a reflection on the mirrored ball, and the radiances are measured by a charge-coupled device (CCD) camera with a pinhole lens. The light source is laterally moved by a robot arm to measure the directionally expanded light field, and each pixel on a CCD can obtain the radiances from the light source through the pinhole lens with high directional resolution. The light field is estimated from the pixel value and the position of each pixel using a ray tracing technique. The light field of a krypton lamp was experimentally measured by the proposed method, and the accuracy of the measurement was evaluated against the irradiances measured by a spectro-radiometer at sample points.     

Reconstruction of the acoustic impedance profile in a plate using an inverse spectral procedure

An inverse spectral procedure was applied to reconstruct the acoustic impedance profile along the thickness direction of a plate using its thickness resonance frequencies, density and thickness. For a successful reconstruction, the material-property profile must be symmetric about the mid-plane of the plate. Several cases of numerical simulations, including plates with a few layers and with a high number of layers are described. The calculated resonance frequencies were used to reconstruct the acoustic impedance profile, a process that was successful for all cases. We assume that a plate with a high number of layers, each with a different but constant acoustic impedance, simulates a plate with a smoothly varying acoustic impedance profile. It can be concluded that such a plate, which generates small, virtually undetectable, internally reflected waves, can also be reconstructed. In the special case of a plate of unknown thickness and unknown but constant density, the method is still useful, because a relative variation of the material property can be reconstructed using only the resonance frequencies. An experiment using a resonance-mode electromagnetic acoustic transducer (resonance-mode EMAT) is also described. EMAT is a non-contact ultrasonic method that can measure thickness resonance frequencies, making it appropriate for this method. Some examples of applications are measurement of the temperature profile inside a rolled metal sheet, measurement of a clad metal plate, and monitoring of a metal casting.     

All Eulerian method of computing elastic response of explosively pressurised metal tube

We present an all Eulerian approach to simulate the elastic response of a metal tube loaded explosively by a gaseous detonation. The high strain rate deformation of the metal tube subjected to high explosive detonation is mathematically described by hyperbolic processes where the characteristics of existing wave motions were correlated with the local particle velocities through the speed of sound in the metal. This is a favourable case for the hydrocode which is based on a compressible gas dynamics solver and for simulating a high strain rate and dominantly plastic response of a material subject to an explosive loading. The hydrocodes fall substantially short of predicting elastic motion without the plastic flow of the confining material, for relatively minor pressure loadings due to a gaseous explosion as opposed to a high explosive detonation of a charged tube. The corresponding loading pressure due to gaseous explosion is a few orders of magnitude lower than those resulting from high explosive loadings. Utilising a hydrocode designed to handle the reactive process leading to a plastic flow of the confining materials is of great interest and a significant challenge. The new technique, based on the Eulerian framework, preserves the feature of a Lagrangian code while utilising all the benefits of an Eulerian solver that uses fixed grids with the level-sets for defining the multi-material interfaces. The hybrid particle level-set algorithm is combined with a hydrodynamic solver that adds an elasticity correction when handling the structural response while the overall scheme remained hyperbolic during the entire reactive flow. Several unseen dynamics of detonation flow associated with the elastically loaded tube of finite thickness are reported by using the present method for analysing the highly pressurised vessel.     

2kV高稳定度高压脉冲电源设计

在一些光学精密仪器的应用场合中,不仅需要脉冲电源在时间上能够提供精确的控制,而且需要具有高稳定度的输出,以提高光电系统的探测性能;运用基于高压开关的两级式方法,采用单级高功率MOSFET开关结合具有高稳定输出的直流电源的结构,设计了输出辐度可达2kV的高稳定负脉冲电源;测试结果表明,在输出脉冲宽度为8 μs时,脉冲前沿约为48 ns,系统延迟时间约为140 ns,负脉冲超调参数约为1%。该系统具有结构简单、可靠性高、高稳定性输出等优点,可以为特定的光电器件提供优质的控制方式。     

Trees at an Interface

A lattice tree at an interface between two solvents of different quality is examined as a model of a branched polymer at an interface. Existence of the free energy is shown, and the existence of critical lines in its phase diagram is proven. In particular, there is a line of first order transitions separating a positive phase from a negative phase (the tree being predominantly on either side of the interface in these phases), and a curve of localization–delocalization transitions which separate the delocalized positive and negative phases from a phase where the tree is localized at the interface. This model is generalized to a branched copolymer which is examined in a certain averaged quenched ensemble. Existence of a thermodynamic limit is shown for this model, and it is also shown that the model is self-averaging. Lastly, a model of branched polymers interacting with one another through a membrane is considered. The existence of a limiting free energy is shown, and it is demonstrated that if the interaction is strong enough, then the two branched polymers will adsorb on one another.     

The Klein-Gordon and the Dirac Oscillators in a Noncommutative Space

We study the Dirac and the Klein-Gordon oscillators in a noncommutative space. It is shown that the Klein-Gordon oscillator in a noncommutative space has a similar behaviour to the dynamics of a particle in a commutative space and in a constant magnetic field. The Dirac oscillator in a noncommutative space has a similar equation to the equation of motion for a relativistic fermion in a commutative space and in a magnetic field, however a new exotic term appears, which implies that a charged fermion in a noncommutative space has an electric dipole moment.     

Conserved momenta of a ferromagnetic soliton

Linear and angular momenta of a soliton in a ferromagnet are commonly derived through the application of Noether’s theorem. We show that these quantities exhibit unphysical behavior: they depend on the choice of a gauge potential in the spin Lagrangian and can be made arbitrary. To resolve this problem, we exploit a similarity between the dynamics of a ferromagnetic soliton and that of a charged particle in a magnetic field. For the latter, canonical momentum is also gauge-dependent and thus unphysical; the physical momentum is the generator of magnetic translations, a symmetry combining physical translations with gauge transformations. We use this analogy to unambiguously define conserved momenta for ferromagnetic solitons. General considerations are illustrated on simple models of a domain wall in a ferromagnetic chain and of a vortex in a thin film.     

A crisis in the Belousov-Zhabotinskii reaction: Experiment and simulation

An abrupt transition that has the character of aninterior crisis was observed in an experiment on the Belousov-Zhabotinskii reaction as a control parameter was varied (a crisis is a qualitative change in the dynamics of a system observed when an attractor collides with the stable manifold of a fixed point). The interpretation of the observed behavior as a crisis is corroborated by a numerical analysis of a seven-variable model of the reaction. The waveforms, attractors, and maps obtained in the simulation are remarkably similar to those obtained in the laboratory experiment. The simulation indicates that the crisis is a consequence of a multivalued first return map.     

Two-time scale subordination in physical processes with long-term memory

We describe dynamical processes in continuous media with a long-term memory. Our consideration is based on a stochastic subordination idea and concerns two physical examples in detail. First we study a temporal evolution of the species concentration in a trapping reaction in which a diffusing reactant is surrounded by a sea of randomly moving traps. The analysis uses the random-variable formalism of anomalous diffusive processes. We find that the empirical trapping-reaction law, according to which the reactant concentration decreases in time as a product of an exponential and a stretched exponential function, can be explained by a two-time scale subordination of random processes. Another example is connected with a state equation for continuous media with memory. If the pressure and the density of a medium are subordinated in two different random processes, then the ordinary state equation becomes fractional with two-time scales. This allows one to arrive at the Bagley-Torvik type of state equation.