双波段扫描辐射计的研制

介绍了一种新型小视场、高精度的双波段扫描辐射计。描述了系统的特点,分析了系统的总体方案。介绍了系统的工作原理,对系统的NETD进行了估算,对其探测器的选择、光学系统设计、调制系统设计、扫描机构设计、信号处理等方案进行了详细论述,对系统的标定和测量原理进行了分析,并给出了相应的计算公式。给出了系统的检测结果。     

工程学科研究进展

1 工程设计技术 利用有限元软件和采用CAD设计方法，对复杂结构进行了优化设计，达到了提高产品可靠性的目的。开展了五层阻尼圆板的优化设计，达到了阻尼板具有更佳的减振效果；整机三维立体布线设计，实现了整机布线可视化装配；控制系统的集成化设计，提高了产品的可靠性和降低了电源能耗；Kα波段短脉冲检波器设计，为毫米波短脉冲的检测技术提供了重要的设计经验。     

入口有限制的硅微通道沸腾换热特性

本文在8根水力直径均为186ìm的硅微平行通道的入口端加工了限制装置,抑制了通道间的相互作用,得到了稳定的气液两相流动,并借助于可视化技术,揭示了通道内部不同区段典型的流型特点.分析了经过通道的压降和局部换热系数的变化规律,并用经验关系式和试验结果进行了比较.     

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分析了电加热器对流动氦气的加热过程,从能量平衡和热传导的角度建立了系统数学模型,用解析的方法表达了热量的传递过程,得到了传递函数。用Matlab的Simulink模块搭建了PID的控制框架,用积分分离的策略改进了温度控制的效果。仿真结果显示流体在进口温度不断变化的情况下,通过加热器的功率调节获得了比较稳定的气体出口温度,表现出了良好的控制结果。     

微粒污垢剥蚀机制研究

本文分析了微粒污垢的形成过程，研究了其剥蚀机制，解释了出现污垢诱导期的原因，并重新定义了微粒污垢的诱导期．利用湍流猝发理论导出了一个新的微粒污垢分析模型，该模型的特点是以易测参数表示污垢热阻．在实验室进行了气侧微粒污垢的实验研究。积累了必要的微粒污垢数据并验证了分析模型的正确性．     

Blackfin DSP并行外围接口在红外视频处理通用模块中的应用研究

介绍了Blackfin系列DSP的并行外围接口,提出了一种红外视频处理通用模块的构架,省略了数据缓冲硬件环节,缩短了数据等待时间,提高了DSP的运算效率。     

激光致声换能器的实验与应用论证

设计制造了激光致声发射换能器,并进行了水槽实验,测量、计算了激光声信号的距离分辨力、声源级、指向性函数、指向性指数,分析了实验值与理论值误差产生的原因;计算了噪声背景和混响背景下对目标的探测距离;从理论上论证了探测沉底目标的可行性;分析了该换能器的信息传输速率、指向性和通信距离.     

纳米流体脉动热管的流动与传热性能研究

建立了纳米流体脉动热管的分析模型,将相变传热项合理引入了汽塞能量微分方程;液塞动量方程中考虑了剪切力的影响;纳米流体的物性采用了当量处理方法.采用数值迭代方法进行了求解,得到了汽塞压力、温度、质量的变化波形,分析了波形的频率,进而解释了初始条件、重力等对脉动热管的流动与传热影响的机理.     

流动氦气出口温度控制仿真与分析

分析了电加热器对流动氦气的加热过程,从能量平衡和热传导的角度建立了系统数学模型,用解析的方法表达了热量的传递过程,得到了传递函数。用Matlab 的Simulink 模块搭建了PID 的控制框架,用积分分离的策略改进了温度控制的效果。仿真结果显示流体在进口温度不断变化的情况下,通过加热器的功率调节获得了比较稳定的气体出口温度,表现出了良好的控制结果。     

干涉条纹的处理方法研究

论述了干涉图的图像处理方法,提出了干涉图反高斯变换的光强平均分布处理,保证了干涉图信号的完整性,同时将基于视觉零交叉理论的边缘检测方法应用于干涉条纹的边缘检测中,精确地检测了干涉条纹的边缘,减小了上干涉条纹提取相位差的误差,并与常用的二值化方法进行比较,最后给出了一个有效的干涉条纹细化方法,并与其它处理方法进行了比较 。     

A quantitative criteria for the coincidence problem

The cosmic coincidence problem is a serious challenge to dark energy model. We suggest a quantitative criteria for judging the severity of the coincidence problem. Applying this criteria to three different interacting models, including the interacting quintessence, interacting phantom, and interacting Chaplygin gas models, we find that the interacting Chaplygin gas model has a better chance to solve the coincidence problem. Quantitatively, we find that the coincidence index C for the interacting Chaplygin gas model is smaller than that for the interacting quintessence and phantom models by six orders of magnitude.     

弱相互作用对原子激射器势场有效性及原子数增益的影响

采用Thomas-Fermi近似,研究了弱相互作用对原子激射器势场有效性的影响,给出了有效势场和无效势场的条件,导出了广义幂律势阱中原子激射器的原子数增益与温度及相互作用的关系.结果表明:排斥相互作用有助于原子激射器粒子数增益的增加,吸引相互作用导致原子激射器粒子数增益的减小,降低温度对于原子激射器粒子数增益总是有效的...     

Fixed points in interacting dark energy models

The dynamical behaviors of two interacting dark energy models are considered. In addition to the scaling attractors found in the non-interacting quintessence model with exponential potential, new accelerated scaling attractors are also found in the interacting dark energy models. The coincidence problem is reduced to the choice of parameters in the interacting dark energy models.     

Measurement of the entropy and critical temperature of a strongly interacting Fermi gas

We report a model-independent measurement of the entropy, energy, and critical temperature of a degenerate, strongly interacting Fermi gas of atoms. The total energy is determined from the mean square cloud size in the strongly interacting regime, where the gas exhibits universal behavior. The entropy is measured by sweeping a bias magnetic field to adiabatically tune the gas from the strongly interacting regime to a weakly interacting regime, where the entropy is known from the cloud size after the sweep. The dependence of the entropy on the total energy quantitatively tests predictions of the finite-temperature thermodynamics.     

Quantum monte carlo algorithm based on two-body density functional theory for fermionic many-body systems: application to 3He

We construct a quantum Monte Carlo algorithm for interacting fermions using the two-body density as the fundamental quantity. The central idea is mapping the interacting fermionic system onto an auxiliary system of interacting bosons. The correction term is approximated using correlated wave functions for the interacting system, resulting in an effective potential that represents the nodal surface. We calculate the properties of 3He and find good agreement with experiment and with other theoretical work. In particular, our results for the total energy agree well with other calculations where the same approximations were implemented but the standard quantum Monte Carlo algorithm was used.     

Restoring coherence lost to a slow interacting mesoscopic spin bath

For a two-state quantum object interacting with a slow mesoscopic interacting spin bath, we show that a many-body solution of the bath dynamics conditioned on the quantum-object state leads to an efficient control scheme to recover the lost quantum-object coherence through disentanglement. We demonstrate the theory with the realistic problem of one electron spin in a bath of many interacting nuclear spins in a semiconductor quantum dot. The spin language can be easily generalized to a quantum object in contact with a bath of interacting multilevel quantum units with the caveat that the bath is mesoscopic and its dynamics is slow compared with the quantum object.     

Some Electromagnetic Transition Properties of Odd-A Europium Isotopes

In this work, we analyze the positive parity of states of odd-A Eu isotopes within the framework of interacting boson fermion model （IBFM-1）. The result of an IBFM-1 multilevel calculation with the 3s1/2, 2d3/2, 2d5/2, and 1g7/2 single panicle orbits is reported for the positive parity states of the odd-A Eu isotopes. A/so, an IBM-1 calculation is presented for the low-lying states in the even-even 152-154Sm core nucleus. The energy levels and B（E2） transition probabilities are calculated and compared with the experimental data. It is found that the calculated positive parity low spin state energy spectra of the odd-A Eu isotopes agree quite well with the experimental data.     

Trapped Three Interacting Bosons with a Short-Ranged Interaction

A system of three bosons trapped by a parabolic confinement and interacting with a short-ranged interaction has been investigated by the exact diagonafization of the Hamiltonian matrix. We report a calculation for the energy spectrum of the low-lying states of a system of three interacting bosons. The important feature of the low-lying states of three interacting bosons trapped by a parabolic confinement is obtained via an analysis of the energy spectrum.     

Trapped Three Interacting Bosons with a Short-Ranged Interaction

A system of three bosons trapped by a parabolic confinement and interacting with a short-ranged interaction has been investigated by the exact diagonalization of the Hamiltonian matrix. We report a calculation for the energy spectrum of the low-lying states of a system of three interacting bosons. The important feature of the low-lying states of three interacting bosons trapped by a parabolic confinement is obtained via an analysis of the energy spectrum.     

Condensation of N interacting bosons: a hybrid approach to condensate fluctuations

We present a new method of calculating the distribution function and fluctuations for a Bose-Einstein condensate (BEC) of N interacting atoms. The present formulation combines our previous master equation and canonical ensemble quasiparticle techniques. It is applicable both for ideal and interacting Bogoliubov BEC and yields remarkable accuracy at all temperatures. For the interacting gas of 200 bosons in a box we plot the temperature dependence of the first four central moments of the condensate particle number and compare the results with the ideal gas. For the interacting mesoscopic BEC, as with the ideal gas, we find a smooth transition for the condensate particle number as we pass through the critical temperature.