谐振子耦合型热声驱动脉管制冷机研究

热声驱动脉管制冷机通常采用直接或者长管耦合的方式,但是因为耦合后的发动机和制冷机难以达到最佳的工作状态,耦合长管的损失也比较大,因此整体效率较低。本文提出一种热声驱动脉管制冷机结构,利用谐振子耦合热声发动机和脉管制冷机,能够显著减小声功传递损失,提升整机效率。全文针对在900 K加热温度、80 K空气液化温区下的热声驱动脉管制冷机展开理论研究,首先分析了谐振子耦合机理,并对谐振子参数进行了优化设计;其次,研究了加热温度、制冷温度和机械阻尼对系统性能影响;最后,将谐振子耦合型与长管耦合型两种方式的热声驱动制冷机进行了对比分析。结果表明:在平均压力为3MPa,加热温度为900 K,制冷温度为80 K时,谐振子耦合的热声驱动制冷机可获得整机22.5%的效率,而长管耦合的热声驱动脉管制冷机获得11.6%的效率。     

行波热声发动机加热器改进及其驱动脉管制冷机系统实验研究

对自行研制的行波型热声发动机中的核心部件加热器进行了改进.采用改进的热声发动机驱动单级小孔型脉管制冷机,以氦气为工质,在充气压力为2.2 MPa的条件下,获得了110 K的最低制冷温度.通过对实验结果的分析,着重阐明了热声发动机和脉管制冷机之间的频率匹配问题及其改进途径,为进一步深入研究指明了方向.     

热声驱动脉管制冷机的压力特性

自行研制了热声驱动脉管制冷机实验台,着重研究了热声驱动脉管制冷机的压力特性,明确了充气压力对超振温度、加热温度、制冷温度、压比及夺力振幅等的影响,实验表明,自行研制的热声压缩机在驱动脉管制冷机的情况下,仍可获１．０７以上的压比,基本可以满足驱动无阀型脉管制冷机的需要,在最近进行的实验中,以氮和氦作工质,分别获得了１９６Ｋ和１３８Ｋ的无负荷制冷温度,此外,本文还提出了进一步的改进方向。     

行波热声发动机驱动的脉管制冷机研究

通过改变热声发动机谐振直路长度,研究系统在不同工作频率下的性能.研究发现,在一定条件下降低频率可以显著改善脉管制冷机的性能.在工作压力为2.7 MPa,加热功率为2 350W,工作频率为45 Hz时,双向进气型单级脉管制冷机获得了80.9 K的最低制冷温度,这是目前用热声制冷方法获得的最低制冷温度.     

热声驱动脉管制冷机的实验研究

采用热声压缩机驱动脉管制冷机,使彻底消除低温制冷机中的运动部件成为可能。作者研制了热声驱动脉管制冷机实验台,着重研究了加热温度,平均工作压力,小孔开度等主要因素对制冷机性能的影响。初步实验中,以氮作工质,获得了－３８．７℃的无负荷制冷温度,最大温降达５４．７℃。此外,还指出了进一步的改进方向,具有一定参考价值。     

120 K热声驱动脉管制冷机

在自地研制的驻波型热声压缩机驱动脉管制冷系统中,以氦为工质,取得了119．7K的制冷温度,达到了能够进行天然气液化的低温区。     

热耦合二级Stirling型脉管制冷机的性能研究

建立热耦合二级Stirling型脉管制冷机实验装置.通过实验,系统研究了交变流动工质的工作频率和平均工作压力对热耦合二级Stirling型脉管制冷机性能的影响,详细报道并分析讨论了实验结果.以氦气作为工质,在优化工作频率和平均工作压力条件下,热耦合二级Stirling型脉管制冷机获得了13.52 K的无负荷制冷温度.     

采用He-Ar混合工质的热声压缩机的制冷性能研究

基于理论分析，进行了惰性气体混合工质的热声压缩机驱动动脉管制冷机的性能试验。初步的实验结果表明，随着氦氩混合工质Pr数的减小，热声压缩机性能得到了提高，工作频率降低，从而使脉管的制冷性能得以改善。     

热驱动热声制冷技术发展现状与展望

热驱动热声制冷技术利用热声发动机输出的高强度声波驱动热声制冷机实现制冷,即实现热—声—冷能源转换,是一种环境友好、近零电耗且热源适应性好的新型绿色制冷技术。热驱动热声制冷系统工作温跨大,可实现室温至液氦温区不同制冷需求,在多个领域具有广阔的应用前景。本文以热驱动热声制冷技术近三十年来的发展为基础,介绍了热驱动热声制冷原理和分类,从热驱动室温热声制冷机和热驱动低温热声制冷机两个方面综述了研究现状和发展方向,对该技术在室温制冷、余热/冷回收、天然气液化和低温制冷等方面的应用及相关研究进行了归纳分析,并指出未来的研究需要在热声新流程、谐振机构、高效热声转换、低品位能源利用、工程样机实用化等方面实现协同突破,形成效率高、功率大、起振温度低、可实现极低温、稳定可靠的热驱动热声制冷技术,从而推动新型绿色制冷技术的科学发展与应用。     

驻波型热声驱动的脉管制冷机研究进展

系统地回顾了浙江大学在驻波型热声驱动器及其驱动的脉管制冷方面近10年来的研究进展,在简要描述相关实验系统结构的基础上,着重介绍了对热声驱动器的结构与运行参数的优化,以及在取得最优制冷性能方面的努力.报告了在自行研制的热声驱动脉管制冷机上取得88.6 K的最低制冷温度.     

一句话、一个人和一本书影响了我

Q=你应该从大二就开始了兼职设计工作。当初什么样的机会让你和设计有了实践上的接轨？当时的你最希望从实践中获得的东西是什么？后来到底得到了怎样的收获？A——我初次参与设计兼职工作是在大二时的暑假。一个偶然的机会．有朋友介绍我与其他两位同学与几家展览公司进行一些接触。当时是上海会展行业初步呈现规模、开始发展壮大的时期．有些展示公司由于业务繁忙，需要一些勤奋肯干的兼职学生参与设计，于是就有机会开始了最初的实践。后来也逐渐接触了另几家会展公司,参与了更多的展示设计工作，可以说基本上在大学的设计实践绎聆伞部来自干展示展览设计．     

压电材料中反平面渗透裂纹的解

用复变函数的保角映射法,采用可渗透边界条件,研究了含裂纹的无限大压电材料在平面内电场和反平面荷载作用下的耦合场,得到了精确的解和场强度因子以及能量释放率。结果表明,电场强度在裂尖没有奇异性,应变、应力、电位移具有1/2阶的奇异性,能量释放率总是正的。     

A Noise-Tolerant Hybrid Model of A Global and A Local Learning Module

Proposed is GLLL2, a hybrid architecture of a global and a local learning module, which learns default and exceptional knowledge respectively from noisy examples. The global learning module, which is a feedforward neural network, captures global trends gradually, while the local learning module stores local exceptions quickly. The latter module distinguishes noise from exceptions, and learns only exceptions, which makes GLLL2 noise-tolerant. The results of experiments show the process in which training examples are formed into default and exceptional knowledge, and demonstrate that the predictive accuracy, the space efficiency, and the training efficiency of GLLL2 is higher than those of each individual module.

     

GENERATING A LAYOUT FROM A DESIGN SKELETON

In the past, researchers have proposed several types of design skeletons from which a human designer can generate good facilities layouts. Examples are flow graphs, SLP space relationships, bubble diagrams, planar adjacency graphs, matching based adjacency graphs, centroid locations, and cut trees. In this paper, we introduce a linear programming model which efficiently generates a layout from a graphical representation of any design skeleton. We demonstrate how the model can be used to enhance most design skeleton based layout approaches.     

A GENERALIZED CONCEPT OF A FATIGUE THRESHOLD

Abstract— The conditions for non-propagating LEFM type fatigue cracks were investigated on an Inconel, 617 Alloy in the range of K _max between 10 and 50 MPa m^1/2 under four different types of fatigue loading conditions. In all tests, K _max was held constant during the fatigue cycling prior to determining the non-propagation condition. It was found that with decreasing range of applied K the fatigue tolerance range Δ K _{eff, th} increases. Furthermore, there is slight increase of Δ K _eff,th with decreasing K _max of approximately 20–30% when K _max is decreased from 50 to 10 MPa m^1/2. The results of the four types of tests are considered in respect to the damage in the near-region of the crack front, i.e. increasing K _max increases the damage zone and therefore decreases the fatigue tolerance range Δ K _eff,th.     

A switched-capacitor successive-approximation A/D converter

A switched-capacitor successive-approximation analog-to-digital (A/D) converter that incorporates a serial digital-to-analog (D/A) subconverter for generating the threshold voltage sequence is developed. The conversion process is insensitive to parasitic capacitances and offset voltages of the comparator and operational amplifiers. Error analyses and Spice simulations show that a resolution higher than 11 b, a sampling rate up to 440 ksamples/s with 10-b resolution, and a power consumption less than 60 mW are attainable with monolithic implementation using present CMOS technologies. The required chip area is small because of a low device count. The architecture described is therefore best suited for high-accuracy, medium-speed A/D converters in application-specific integrated circuits (ASICs). A prototype converter breadboarded using discrete components has confirmed the principles of operation     

Linear and Nonlinear A/D, D/A, A/A Conversions Using the Dual-Slope Principle

New methods for precise linear and nonlinear A/D, A/A, and D/A transformations, based on the principle of the dual-slope conversion are proposed. These methods enable multiplication, exponential and logarithmic conversion, determination of nth roots, and the solution of polynomial equations to be performed during the conversion cycle.