The effect of composition of parenteral solution on the thermal resistance of Bacillus stearothermophilus and Bacillus subtilis spores

Large-volume parenteral solutions were submitted to heat treatments after being inoculated with Bacillus stearothermophilus ATCC 7953 (T _r =121°C) and Bacillus subtilis ATCC 9372 (T _r =104.5°C) spores. The average decimal reduction time for B. stearothermophilus ranged from a D _121°C value of 1.31 to 3.14 min, in glucophysiologic and Ringer’s solutions respectively. For B. subtilis, D _104.5°C value increased from 0.69 to 1.37 min, in Ringer’s (pH=5.91) and 50% glucose (pH 3.05) solutions respectively. The z value ranged from 7.95°C (20% mannitol solution) to 13.14°C (50% glucose solution), corresponding to an activation energy (Ea) of 81.48 and 49.30 kcal/mol, respectively.     

费-托合成铁-钼/活性炭催化剂还原和碳化的穆斯堡尔谱研究

以原位穆斯堡尔谱研究了活性炭担载的费-托合成铁-钼双金属催化剂的还原和碳化行为。在H_2中不同温度下还原催化剂,其中的Fe~(3+)还原为Fe~(2+),进而还原为Fe~0。但在400—450℃间发生了还原铁物类的再氧化现象,可归因于磷钼酸根Keggin结构的热分解。在500℃H_2中,铁和钼都还原为金属并形成合金,其穆斯堡尔谱为一单峰,同质异能移为-0.16mm/s。再在300℃合成气(2H_2/CO)中碳化,可生成Fe-Mo碳化物(Fe_(1-y)Mo_y)_xC,穆斯堡尔谱为δ～0.17mm/s,△～0.64mm/s的双峰。     

考虑声源非相干性的城市轨道交通全封闭声屏障降噪预测

以某轨道交通全封闭声屏障为研究对象,考虑简化线声源的非相干性,建立2.5维边界元衍射声场模型;通过现场沿线环境噪声测试,验证了该模型的准确性,并与相干源衍射声场预测结果比较;最后预测了在近场高层建筑附近,全封闭声屏障对近轨或远轨车辆噪声的降噪效果。研究结果表明,非相干线声源更符合城市轨道交通噪声源特性;对于轮轨噪声（315～1 000 Hz）,全封闭声屏障在高层住宅建筑区域有显著的降噪效果,1/3倍频程插入损失最大为30.0 dB。对于低频噪声（50～250 Hz）,全封闭声屏障会加重高层住宅建筑区域的声压级,使插入损失出现负值。针对高层建筑附近场点,全封闭声屏障的顶端拱形透光板对远轨车辆噪声有更为显著的附加降噪效果,大部分场点附加插入损失均高于5.0 dB。     

一种含5-硝基间苯二甲酸和菲咯啉配体的超分子化合物：结构表征，光致发光和电化学性能

采用水热法合成了含混合配体的铜配合物[CuClPhen]⁺·[HL]^-·2H₂O（HL=5-硝基间苯二甲酸,Phen=1,10-菲咯啉）,其结构由单晶X射线晶体学确定。标题化合物在三斜空间群P-1的晶体化合物。标题化合物的晶体数据：C₃₂H₂₄ClN₅CuO₈,M_r = 704.54,a = 10.4044(5),b = 12.3912(9),c = 12.4632(9)Å,α = 73.859(6),β = 85.036(5),γ = 78.202(5)^°,V = 1510.09(17) ų,Z = 2, T = 293(2) K,D_c = 1.549 g/cm³,μ(MoKα) = 0.874 mm^-1,F(000) = 720.0,R = 0.0554,wR = 0.1434,GOF = 1.098。当用作超级电容器电极材料时,所制备的配合物具有高比电容、良好的循环稳定性和优良的倍率性能。在1mol/L KOH溶液中,最大比电容可达到69 F/g。在2 A/g电流密度下,10000次循环后比电容保持率为72%。标题化合物是一种潜在的红色光致发光材料。     

Minimum energy configurations on a toric lattice as a quadratic assignment problem

We consider three known bounds for the quadratic assignment problem (QAP): an eigenvalue, a convex quadratic programming (CQP), and a semidefinite programming (SDP) bound. Since the last two bounds were not compared directly before, we prove that the SDP bound is stronger than the CQP bound. We then apply these to improve known bounds on a discrete energy minimization problem, reformulated as a QAP, which aims to minimize the potential energy between repulsive particles on a toric grid. Thus we are able to prove optimality for several configurations of particles and grid sizes, complementing earlier results by Bouman et al. (2013). The semidefinite programs in question are too large to solve without pre-processing, and we use a symmetry reduction method by Permenter and Parrilo (2020) to make computation of the SDP bounds possible.     

Complex homogeneous spaces of real groups with top homology in codimension two

SupposeX=G/H is a connected homogeneous complex manifold, whereG is a Lie group andH is a closed subgroup. Assume (X) and letG/H G/I be the holomorphic reduction ofX. If the top nonvanishing homology group ofX with coefficients in ₂ is in codimension two, then either a complex Lie group acts tansitively onG/I (see [3]) orG/I is biholomorphic to the unit disk.Partially supported by NSERC Grant A3494 and by the Deutsche Forschungsgemeinschaft     

Potential reduction method for harmonically convex programming

In this paper, we introduce a potential reduction method for harmonically convex programming. We show that, if the objective function and them constraint functions are allk-harmonically convex in the feasible set, then the number of iterations needed to find an -optimal solution is bounded by a polynomial inm, k, and log(1/). The method requires either the optimal objective value of the problem or an upper bound of the harmonic constantk as a working parameter. Moreover, we discuss the relation between the harmonic convexity condition used in this paper and some other convexity and smoothness conditions used in the literature.The authors like to thank Dr. Hans Nieuwenhuis for carefully reading this paper and the anonymous referees for the worthy suggestions.     

加热速度对煤的气化反应性的影响

实验室条件下考察了五种不同类型的煤经不同加热速度处理后,煤中碳对ＣＯ２化学反应性及单位质量碳的气化反应速度常数－－特殊反应速度常数的变化规律。研究结果表明：适于直接还原回转窑窑头喷煤用的高挥发分煤,经不同加热速度处理后煤中碳对ＣＯ２化学反应性和特殊反应速度常数发生明显变化,随加热速度增大而明显增大,这一研究结果为直接还原回转窑窑头喷煤强化还原的机理研究提供了依据。     

电化学原子层外延及Te,CD元素欠电势沉积研究

阐述了一种处延沉积化合物半导体的新方法－电化学原子层外延（ＥＣＡＬＥ）并对其基础欠电势沉积（ＵＰＤ）进行了讨论,着重研究了Ⅱ,Ⅳ族元素Ｃｄ,Ｔｅ的电化学欠电势沉积,根据电化学循环伏安曲线,研究了Ｔｅ和Ｃｄ在Ｓｉ－Ａｕ（１１１）基片上以及交替生长过程中ＵＰＤ沉积电位及相应覆盖度值,由此确定了在Ｓｉ－Ａｕ（１１１）衬底上交替沉积Ｔｅ,Ｃｄ原子层的方法,在此基础上,初步进行了多次交替沉积,并用ＡＦＭ与Ａ     

含碳球团生产海绵铁的研究

研究了含碳球团直接还原的金属化率与还原时间、温度和气氛之间的关系,并得到含碳球团生产海绵铁的工业参数。