餐饮废油生物柴油低温流动性的改进研究

使用气-质联用仪测定餐饮废油生物柴油(WCME)和-10号柴油(-10PD)的组成,使用冷滤点试验器和运动黏度试验器测定WCME的低温流动性,同时使用调合、添加低温流动性改进剂的方法改进WCME的低温流动性。实验结果表明,WCME主要由饱和脂肪酸甲酯和不饱和脂肪酸甲酯组成,质量分数分别为27.63%和71.81%;WCME冷滤点为0℃,运动黏度(40℃)为4.41mm2/s;WCME与-10PD调合后,冷滤点降低,其中B20的冷滤点最低,为-13℃,运动黏度随着WCME的体积分数的减少,逐渐接近-10PD的运动黏度。通过添加低温流动性改进剂,WCME,B10,B20的冷滤点分别从0,-8,-13℃降至-4,-26,-25℃。     

Design of Feedback Shift Register of Against Power Analysis Attack

Stream ciphers based on linear feedback shift register (LFSR) are suitable for constrained environments, such as satellite communications, radio frequency identification devices tag, sensor networks and Internet of Things, due to its simple hardware structures, high speed encryption and lower power consumption. LFSR, as a cryptographic primitive, has been used to generate a maximum period sequence. Because the switching of the status bits is regular, the power consumption of the LFSR is correlated in a linear way. As a result, the power consumption characteristics of stream cipher based on LFSR are vulnerable to leaking initialization vectors under the power attacks. In this paper, a new design of LFSR against power attacks is proposed. The power consumption characteristics of LFSR can be masked by using an additional LFSR and confused by adding a new filter Boolean function and a flip-flop. The design method has been implemented easily by circuits in this new design in comparison with the others.     

新型微波-毫米波幅相测试系统及扩展应用

介绍了一种新型微波 毫米波幅相测试系统及其在相关测试领域中的典型应用。与传统微波幅相测试系统相比 ,该系统具有原理新颖、结构简单、扩展频段容易和使用方便等优点。本系统目前广泛应用于紧缩场电气性能检测、天线测量和RCS测量等领域中 ,频率范围为 1～ 110GHz。本测试系统已经申请国家专利 ,并通过相关部门鉴定。     

TD-SCDMA技术及市场分析

TD-SCDMA技术优势 2000年5月,在土耳其伊斯坦布尔召开的国际电联大会上,TD-SCDMA被国际电联接纳为第三代移动通信系统标准之一,这标志着中国在移动通信技术领域已经进入世界先进行列.     

钼精矿焙砂压力成型的工艺过程研究

着重研究了适合于钼精矿焙砂压力成型的原料粒度组成，提出了相应的破碎流程。此外，还就预先碾压对于成型过程的影响进行了研究，并得到了肯定的结论。采用这一工艺过程进行连续成型试验，成球系数达到８６．５％。     

基于面搭接多重网格技术的全机增升装置绕流数值模拟

文章在多块结构化框架下,采用面积加权平均的方法进行通量守恒传递,并成功地应用于存在"剪刀差"的全机增升装置复杂外形绕流N-S方程数值分析。通过对某民机全机低速构形所进行的气动力数值分析,计算结果与风洞实验结果吻合良好,表明该方法可以比较好地模拟如此复杂外形的流动细节,从而验证了文中所采用的面搭接多重网格技术、网格生成策略及流场计算方法的有效性。     

Blind recognition algorithm for IRA codes in noisy environment

For noisy environment, the parity-check matrix of Irregular Repeat-Accumulate(IRA) codes is hard to reconstruct, moreover, the relationships of the large-scale complex interleaver are hard to recover. To solve the problems, a novel blind recognition algorithm is proposed. First, the code's length and synchronization are identified by applying rank criteria. Second, by implementing matrix transformation, the dual vectors of codewords are found. Then, by setting a threshold, the effective parity-check vectors of dual space are selected. According to the sparse characteristics of the IRA codes' parity-check matrix, the parity matrix can be reconstructed with effective parity-check vectors Finally, relationships of the interleaver can be recovered according to the characteristics of IRA codes. Simulation results show that the proposal can be used to estimate IRA codes encoding parameters and complete the blind recognition in the non-cooperative context with noise.     

基于方差变化率判据-四分位的风电场功率异常数据识别

风电场运行中产生了数量巨大的历史数据,而提升历史数据的质量是实现风电场高效智能运维的前提。为此,文中分析了风电场风功率数据的分布特征和形成机理,提出基于方差变化率判据-四分位法组合的风电场风功率异常数据识别方法。首先,利用物理规则对原始风功率曲线进行预处理,剔除明显异常的数据;然后,利用风功率方差变化率判据法识别并清洗风功率曲线的堆积型异常功率数据点,判据的阈值借助箱型图自动获取;同时,利用四分位法识别并清洗剩余的离散型异常数据点;最后,通过算例验证了所提算法的可行性。研究结果表明所提算法具有易实现、效率高和通用性强的优点,其异常识别效果优于局部离群因子(local outlier factor,LOF)算法和Thompson tau-四分位算法,其耗时比LOF和Thompson tau-四分位算法分别减少9.6 s和0.49 s,且在5个不同位置的风电场验证了所提算法的通用性。     

The transient response of a functionally graded piezoelectric rod subjected to a moving heat source under fractional order theory of thermoelasticity

The transient thermo-piezoelectric response of a functionally graded piezoelectric rod subjected to a moving heat source is investigated in the context of fractional order theory of thermoelasticity proposed by Sherief. The material properties of the functionally graded piezoelectric rod are assumed to vary exponentially along the length, except for the thermal relaxation time and the specific heat, which are taken to be constant. To solve the governing equations of the problem, Laplace transform is applied, eliminating the time effect; the analytical solutions of the displacement, stress, temperature, and electric field in Laplace domain are obtained. Subsequently, the solutions of the considered variables in time domain are obtained by numerical Laplace inversion and illustrated graphically. In calculation, the effect of the fractional order parameter on the variations of the considered variables is presented.