福建寿山黑田与坑头黑的谱学与矿物学研究

寿山石是我国国石候选石之一,也是四大图章石之首。寿山石中黑田为黑色田黄石,是田黄中的特殊品种,产于寿山溪两旁的田地中。母源区坑头占的位置产有黑色坑头石。本文将黑田与母源区的黑色坑头石(坑头黑)进行对比研究,采用X射线粉晶衍射(XRD)、红外吸收光谱(IR)、激光剥蚀等离子质谱仪(LA-ICP-MS)和扫描电镜(SEM)对它们的矿物成分、红外吸收峰特征、颜色成因以及矿物的微区形貌特征进行对比研究。测试结果显示,黑田与坑头黑的矿物成分不同,红外光谱和X射线粉晶衍射分析表明坑头黑以地开石为主;另外,X射线粉晶衍射分析表明坑头黑中可含有杂质矿物如叶蜡石、伊利石、黄铁矿和石英。而红外光谱和X射线粉晶衍射分析表明黑田的主要成分为地开石或者珍珠陶石;另外,X射线粉晶衍射分析表明黑田中含有少量的硫磷铝锶矿和镁硫铁矿。黑田与坑头黑的矿物微形貌也存在差异,黑田矿物晶粒大小不一致、片状晶体颗粒边缘圆化,说明黑田中矿物晶体曾遭受过水岩反应的溶蚀改造作用。而坑头黑中地开石结晶程度良好,晶粒呈片状,边棱尖锐,晶体颗粒大小较为一致,说明坑头黑为原生矿。根据LA-ICP-MS微量化学成分分析测试,初步认为黑田与坑头黑的黑色皆与Fe元素致色有关,该结论有待进一步测试研究。     

AB24在MgAl-LDO上的吸附性能及机理研究

本文探讨了nMg/nAl=3的水滑石焙烧产物(MgAl-LDO)对染料酸性黑24(AB24)的吸附性能及其机理。考察了不同因素对MgAl-LDO吸附AB24性能的影响,并研究了吸附过程的热力学和动力学机理。实验结果表明:MgAl-LDO对AB24具有优异的吸附性能,在298 K,pH=10条件下,1.0 g.L-1MgAl-LDO对1 000 mg.L-1AB24溶液的吸附容量和去除率分别达到998.31 mg.g-1和99.83%。动力学和热力学研究表明:MgAl-LDO对AB24的吸附过程同时符合Langmuir和Freundlich等温吸附方程,并且是个放热、自发的过程。计算所得的吉布斯自由能绝对值在10~15 kJ.mol-1,这主要是由染料分子与水滑石层板的氢键作用产生,结合Materials Studio 5.5软件模拟AB24染料分子在MgAl-LDHs上的排列分布,推测MgAl-LDO对AB24的吸附机理是表面吸附(占优势)与层间插层的协同作用。同时,该吸附过程符合准二级反应动力学模型。     

Phase transition of quantum-corrected Schwarzschild black hole

We study the thermodynamic phase transition of a quantum-corrected Schwarzschild black hole. The modified metric affects the critical temperature which is slightly less than the conventional one. The space without black holes is not the hot flat space but the hot curved space due to vacuum fluctuations so that there appears a type of Gross–Perry–Yaffe phase transition even for the very small size of black hole, which is impossible for the thermodynamics of the conventional Schwarzschild black hole. We discuss physical consequences of the new phase transition in this framework.     

Stationary two-black-hole configurations: A non-existence proof

Based on the solution of a boundary problem for disconnected (Killing) horizons and the resulting violation of characteristic black hole properties, we present a non-existence proof for equilibrium configurations consisting of two aligned rotating black holes. Our discussion is principally aimed at developing the ideas of the proof and summarizing the results of two preceding papers (Neugebauer and Hennig, 2009 [2], Hennig and Neugebauer, 2011 [3]). From a mathematical point of view, this paper is a further example (Meinel et al., (2008) [29]) for the application of the inverse (“scattering”) method to a non-linear elliptic differential equation.     

东北黑土不同组分有机碳的近红外光谱测定

不同颗粒组分的土壤有机碳(soil organic carbon,SOC)具有不同的化学组成且对不同农艺措施响应不同,因此了解其信息有助于深入理解SOC对土壤肥力的贡献。本研究旨在评价近红外光谱(near Infraredspectroscopy,NIRS)预测黑土不同颗粒组分SOC(水稳性团聚体结合碳、颗粒态有机碳及不同大小粒级有机碳)的潜力。土壤样品(n=136)采集于东北典型黑土带上,利用偏最小二乘法建立定量模型(n=100),并用独立样本对模型进行检验(n=36)。结果表明:NIRS可以在一定程度上预测水稳性团聚体结合碳含量(R2=0.69-0.82,RPD=1.2-1.8);对矿质结合态SOC(<53μm)(R2=0.97,RPD=5.4)及细粒级SOC(<20μm)(R2=0.93,RPD=3.8)预测结果较好,对颗粒态有机碳(>53μm)和粗粒级SOC(>20μm)预测结果不理想。NIRS在简化黑土不同颗粒组分SOC的测定,特别是矿质结合态(<53μm)SOC,具有很好的应用前景。     

微波消解-电感耦合等离子体-质谱法测定黑木耳中铅、镉、砷、铜、锌和铬

建立了微波消解法前处理,电感耦合等离子体-质谱法(ICP-MS)快速测定黑木耳中Zn、Cu、Pb、Cd、Cr、As等重金属元素的方法.该法采用内标法校正监测和校正信号的短期和长期漂移,提高仪器的稳定性,改善测定的精密度,校正一般样品的基体影响,建立了测定208pb、114Cd、75As的干扰方程以消除同质异位素重叠和多原子粒子的干扰.该方法能准确测定大米粉标准物质(GBW 10010)和茶叶标准物质(GBW 10016)中Pb、Cd、Cr、Zn、Cu、As的含量,黑木耳样品的加标回收率为94.0％-107.3％,RSD为2.5％-5.2％.     

Online characterization of regulated and unregulated gaseous and particulate exhaust emissions from two-stroke mopeds: A chemometric approach

Two-stroke mopeds are a popular and convenient mean of transport in particular in the highly populated cities. These vehicles can emit potentially toxic gaseous and aerosol pollutants due to their engine technology. The legislative measurements of moped emissions are based on offline methods; however, the online characterization of gas and particulate phases offers great possibilities to understand aerosol formation mechanism and to adapt future emission standards. The purpose of this work was to study the emission behavior of two mopeds complying with different European emission standards (EURO-1 and EURO-2). A sophisticated set of online analyzers was applied to simultaneously monitor the gas phase and particulate phase of exhaust on a real time basis. The gaseous emission was analyzed with a high resolution Fourier transform infrared spectrometer (FTIR; nitrogen species) and a resonance-enhanced multiphoton ionization time-of-flight mass spectrometer (REMPI-ToF-MS; polycyclic aromatic hydrocarbons: PAH), whereas the particulate phase was chemically characterized by a high-resolution time-of-flight aerosol mass spectrometer (HR-ToF-AMS; organic, nitrate and chloride aerosol) and a multiangle absorption photometer (MAAP; black carbon). The physical characterization of the aerosol was carried out with a condensation particle counter (CPC; particle number concentration) and a fast mobility particle sizer (FMPS; size distribution in real time). In order to extract underlying correlation between gas and solid emissions, principal component analysis was applied to the comprehensive online dataset. Multivariate analysis highlighted the considerable effect of the exhaust temperature on the particles and heavy PAH emissions. The results showed that the after-treatment used to comply with the latest EURO-2 emission standard may be responsible for the production of more potentially harmful particles compared to the EURO-1 moped emissions.     

The incarnate rhythm of geometrical knowing

Rhythm is a fundamental dimension of human nature at both biological and social levels. However, existing research literature has not sufficiently investigated its role in mathematical cognition and behavior. The purpose of this article is to bring the concept of “incarnate rhythm” into current discourses in the field of mathematical learning and knowing. Our study is part of a 2-year longitudinal project focused on theorizing the role of the body in elementary students’ mathematics. Drawing on an exemplary episode in which a group of third-graders were asked to classify three-dimensional objects, we illustrate how rhythmical patterns can emerge in dimensions such as beat gestures, body position, and object orientation. Based on a detailed microanalysis of the episode, which was selected among other structurally similar examples, we conclude that incarnate rhythm is an irreducible feature in the emergence of mathematical sense and the production of mathematical communication.