基于液冷的锂离子动力电池散热结构优化设计

针对锂离子电池单体成组后温度场的非均匀性导致的热不一致性问题,以及高温下电池单体间的热交互引发的热安全性问题,采用仿真与试验相结合的方式,基于锂离子电池生-传热机理,设计了电池单体单独成组、电池单体之间夹隔泡沫棉、电池模组底部布置液冷板3种递进式散热方案,并对液冷板进行了优化设计.采用有限元软件STAR-CCM+,仿真分析了3种方案下电池模组在不同放电倍率时的温度分布.结果表明:增加泡沫棉可减少电池间的热交互,进而提高电池单体间的热均衡性.在结合泡沫棉、导热板以及优化后(采用液冷管道串-并联组合方式)的液冷系统散热条件下,电池模组以2C倍率放电时最高温度为35.08℃,最大温差仅为4.85℃.研究结果可为电池热管理散热系统结构设计提供一定的理论基础.     

基于门控权重单元的多变量时间序列预测

多变量时间序列各变量间依赖性较强,数据变化趋势不明显,预测难度高.传统研究采用带门控机制的循环神经网络及变体进行预测,但序列间存在相互依赖关系,突变数据段建模预测不精确.基于信息熵,本文提出一种新的改进门控权重单元,利用信息熵技术量化数据序列的变化程度,动态调整权重矩阵刻画数据的变化趋势.基于4个公开数据集分别进行实验,实验结果表明新模型比传统循环神经网络模型具有更好的预测性能.     

电动汽车空调制热系统设计及研究

针对纯电动汽车空调系统制热功耗高且低温环境工况下制热效果差的问题,提出一种通过回收电机余热为乘客舱制热来减少制热功耗的空调系统.运用AMESim软件建立了电机余热循环系统模型并通过电机余热制热试验验证了该模型的准确性,建立了热泵空调制热系统模型并通过热泵空调制热试验验证了该模型的准确性,结合两个系统建立了带有电机余热回收的热泵空调系统仿真模型,分析了电机余热制热性能和电机余热辅助热泵空调制热性能.试验结果表明,电机余热单独制热在中等车速、环境温度高于10℃的工况下能够满足制热需求;电机余热辅助热泵空调制热能够有效提高制热效率,在电机转速为3000 r/min、压缩机转速为4000 r/min、环境温度为-5℃的工况下,等效制热能效比能够达到3.4,比同工况下热泵空调单独制热模式的能效比提高了约48％.该系统可以有效提高纯电动汽车的能源利用率,改善空调系统的制热性能.     

基于BP神经网络CFRP约束混凝土抗压强度预测

为研究BP神经网络对CFRP约束混凝土抗压强度的预测能力以及神经网络模型的输出性能,在大量的实验数据基础上,建立了CFRP约束混凝土抗压强度的BP神经网络预测模型,探讨了不同数据组合对神经网络模型预测精度的影响;基于神经网络理论,将高精度BP神经网络模型生成了可方便应用的一般公式和简化公式,并与已有经验公式进行了对比分析.研究结果表明:BP神经网络能够很好地挖掘输入输出参数的数据信息,得到高精度的预测模型;相比于传统回归模型,用purelin代替sigmoid做传递函数推导得到的简化线性方程式仅增加了一项常数项,其预测值与试验值比值的平均值为1.011,变异系数为0.112,具有更高的预测精度和稳定性.     

基于子集模拟的建设工程项目多资源均衡优化算法

为高效、稳定地求解建设工程项目管理过程中的多资源均衡问题,提出一种基于子集模拟的优化算法.多资源均衡问题中,如直接采用工序计划开始时间作为决策变量,在优化算法的实现时易违反工序间的逻辑关系.为避免该问题,本文采用工序计划开始时间的间隔率变量表示(在二者的映射中考虑工序间的逻辑关系),并据此建立间隔率变量表示的建设工程项目多资源均衡优化模型,以简化基于子集模拟的优化算法的操作流程.通过算例验证,与目前应用较广的遗传算法相比,本文提出的优化算法在最优解的获取稳定性上有较大改进.     

高端口隔离度的太赫兹基波上混频器设计

介绍了一种基于IHP 0.13 μm SiGe BiCMOS工艺,具有高本振（Local Oscillator, LO）/射频（Radio Frequency, RF）及本振/中频（Intermediate Frequency, IF）端口隔离度的太赫兹基波上混频器.该混频器采用了吉尔伯特双平衡结构,本振信号通过共面波导（Coplanar Waveguide, CPW）传输来抑制其在传输过程中由于强寄生耦合效应造成的传输不对称性,削弱了由该不对称性造成的LO/RF端口隔离度恶化的特性.通过采用非对称性的开关互联结构降低本振信号在开关晶体管集电极端寄生耦合的不平衡性,提升本振信号在开关晶体管集电极端的对消效率,通过在版图中合理布局跨导级晶体管的位置来抑制本振信号在中频端口的泄露.后仿真结果表明：在2.2 V电源电压下,本振信号为230 GHz,中频信号为2 ~ 12 GHz,该上混频器工作在218 ~ 228 GHz时,LO/RF端口隔离度大于24 dB, LO/IF端口隔离度大于20 dB,转换增益为-4 ~ -3.5 dB.当中频信号为10 GHz时,输出1 dB压缩点为-14.8dBm.电路直流功耗为42.4 mW,芯片的核心面积为0.079 mm2.该上混频器可应用于采用高阶正交幅度调制（Quadrature Amplitude Modulation, QAM）方式的无线发射系统.     

New testing methodology for the quantification of rock crushability: Compressive crushing value (CCV)

Crushing is a size reduction process that plays a key role in both mineral processing and crushing-screening plant design. Investigations on rock crushability have become an important issue in mining operations and the manufacture of industrial crusher equipment. The main objective of this research is to quantify the crushability of hard rocks based on their mineralogical and mechanical properties. For this purpose, the mineralogical, physical, and mechanical properties of various hard rocks were determined. A new compressive crushing value (CCV) testing methodology was proposed. The results obtained from CCV tests were compared with those from mineralogical inspections, rock strength as well as mechanical aggregate tests. Strong correlations were found between CCV and several rock and aggregate properties such as uniaxial compressive strength (UCS), the brittleness index (S₂₀), and aggregate impact value (AIV). Furthermore, the relationship between the mineralogical properties of the rocks and their CCVs were established. It is concluded that the proposed testing methodology is simple and highly repeatable and could be utilized as a pre-design tool in the design stage of the crushing process for rock quarries.     

线性特性与卡氏定理

<正> 力学中的卡氏(Castigliano)定理是说,变形能“对任一外力 P.的偏导数,等于 P.作用点沿 P.方向上的位移δ,用公式表示这一公式在教科书中是从变形能出发得到的,并且在推导过程中假定所求的位移点及方向上有力作用.但在实际应用中,往往在所要求的点及位移方向上没有力作用.这时教科书告诉我们是用附加力的办     

Crystal Structure, Energy Band and Optical Properties of Phosphate In（PO3）3

1 INTRODUCTION stand the chemical bonding properties and electronic origins of optical transition for solid In(PO3)3, the During the past decades, many indium phosphates crystal energy band and optical response functions have been reported and researched on their conduc- are also calculated. tivity anisotropy, band structure and optical proper- ties[1, . However, to our current knowledge, the com- 2] 2 EXPERIMENTALAND pounds containing alkaline-earth metals are rarely COMPUTATIO…     

A Quasilinear System Related with the Asymptotic Equation of the Nematic Liquid Crystal’s Director Field*

In this paper, the author studies the local existence of strong solutions and their possible blow-up in time for a quasilinear system describing the interaction of a short wave induced by an electron field with a long wave representing an extension of the motion of the director field in a nematic liquid crystal’s asymptotic model introduced in [Saxton, R. A., Dynamic instability of the liquid crystal director. In: Current Progress in Hyperbolic Systems (Lindquist, W. B., ed.), Contemp. Math., Vol.100, Amer. Math.Soc., Providence, RI, 1989, pp.325–330] and [Hunter, J. K. and Saxton, R. A., Dynamics of director fields, SIAM J. Appl. Math., 51, 1991, 1498–1521] and studied in [Hunter, J. K. and Zheng, Y., On a nonlinear hyperbolic variational equation I, Arch. Rat. Mech. Anal.,129, 1995, 305–353], [Hunter, J. K. and Zheng, Y., On a nonlinear hyperbolic variational equation II, Arch. Rat. Mech. Anal., 129, 1995, 355–383] and in [Zhang, P. and Zheng,Y., On oscillation of an asymptotic equation of a nonlinear variational wave equation,Asymptotic Anal., 18, 1998, 307–327] and, more recently, in [Bressan, A., Zhang, P. and Zheng, Y., Asymptotic variational wave equations, Arch. Rat. Mech. Anal., 183, 2007,163–185].