Non-isothermal Decomposition Mechanism and Kinetics of LiClO4 in Nitrogen

The non-isothermal decomposition kinetics of LiClO4 in flow N2 atmosphere was studied.TG-DTA curves show that the decomposition proceeded through two well-defined steps below 900°C,and the mass loss was in agreement with the theoretica1 value.XRD profile demonstrates that the product of the thermal decomposition at 500°C is LiCl.For the decomposition kinetics study,the activation energies calculated with the Friedman method were considered as the initial values for non-linear regression and were used for verifying the correctness of the fitted models.The decomposition process was fitted by a two-step consecutive reaction:extended Prout-Tompkins equation[Bna,f (α) is (1?α)nα a] followed by a 1th order reaction(F1).The activation energies were (215.6±0.2) and (251.6±3.6) kJ/mol,respectively.The exponentials n and a for Bna reaction were (0.25±0.05) and (0.795±0.005),respectively.The reaction types and activation energies were in agreement with those obtained from the isothermal method,but the exponentials were optimized for better fitting and prediction.     

Estimation of Critical Temperature of Thermal Explosion for Trinitromethyl Explosives by Non-isothermal DSC

Two general expressions and their six derived formulae for estimating the critical temperature(Tb) of thermal explosion for energetic materials(EMs) were derived from the Semenov’s thermal explosion theory and eight non-isothermal kinetic equations via reasonable hypothesis. We can easily obtain the values of the initial temperature(T0i) at which DSC curve deviates from the baseline of the non-isothermal DSC curve of EMs, the onset temperature(Tei), the exothermic decomposition reaction kinetic parameters and the values of T00 and Te0 from the equation T0i or ei=T00 or e0+α1βi+α2βi2+···+αL–2βiL–2, i=1, 2, ···, L and then calculate the values of Tb by means of the six derived formulae. The results obtained with the six derived calculating methods for six trinitromethyl explosives: bis(2,2,2- trinitroethyl-N-nitro) ethylene diamine(BTNEDA), 2,2,2-trinitroethyl-4,4,4-trinitrobutyrate(TNETB), bis(2,2,2- trinitroethyl) formal(BNTF), bis(2,2,2-trinitroethyl-nitramine)(BTNNA), 2,2,2-trinitroethyl-2,2,2-trinitroethyl-N- nitroamino acetate(TNTNNA) and tetrakis [2,2,2-trinitroethyl] orthoester(TTNOE) agree well with each other.     

毛细管电泳非接触电导检测技术的新发展

毛细管电泳非接触电导检测(CE-CCD)是近年来发展迅速的一种检测技术。本文介绍了非接触式电导检测(CCD)的发展概况,着重阐述了CCD的原理、组成及应用情况。     

可见光响应的镍硅共掺杂二氧化钛及其光催化性能

为了更好地利用太阳光和提高二氧化钛的光催化性能,以钛酸四正丁酯、正硅酸乙酯、六水合硝酸镍为原料,在高压釜中140℃非水溶剂热反应,所得材料经400℃焙烧制得镍硅共掺杂的二氧化钛光催化剂.所得材料用X射线衍射、氮吸附、透射电镜、X射线光电子能谱、傅里叶变换红外光谱、紫外漫反射等测试手段分析,结果显示所有样品均为锐钛矿型二氧化钛,Si和Ni均掺杂到TiO2体相中,样品具有较大的比表面积,其最大达303.3m2·g-1.在可见光照射下,以降解罗丹明-B为探针反应研究其可见光催化性能,与未掺杂和镍掺杂的二氧化钛相比较,共掺杂的二氧化钛具有更高的可见光催化性能,当Ni/Ti和Si/Ti的物质的量的比分别为0.01和0.20时,可见光催化性能最好.可见光催化性能的提高归因于镍和硅的协同作用.     

纤维素的绿色溶解体系

纤维素是一种天然的可再生资源,将其溶解是对其有效利用的关键。本文从溶解机理的角度对环境友好的非反应型纤维素溶剂,包括无机溶剂和有机溶剂体系,进行了重点介绍。无机溶剂体系包括碱/尿素/水体系、碱/硫脲/水体系等,其是在低温下通过尿素或硫脲小分子形成稳定的氢键网络包裹自由的纤维素大分子,使之不能相互结合,从而使碱不断打开纤维素分子间、分子内氢键获得更多的自由纤维素分子,并最终使其溶解。有机溶剂体系包括胺氧化物和离子液体,其是通过电子给予体和电子接受体与纤维素羟基作用实现纤维素的溶解。     

反相非水乳液法制备聚酰亚胺微球

在N,N-二甲基甲酰胺(DMF)/Pluronic-F127、十二烷基苯磺酸钠(SDBS)/液体石蜡(LP)反相非水乳液体系中,以均苯四甲酸二酐(PMDA)和4,4′-二氨基二苯醚(ODA)为单体合成聚酰胺酸(PAA),采用吡啶/乙酸酐脱水剂,对PAA化学酰亚胺化,并进一步热酰亚胺化,制得PI耐热微球.产物通过红外、热重、扫描电镜表征.结果表明,较高的固含量和良好的乳液分散性有利于PI微球的形成;反相非水乳液体系稳定的配比条件是,VDMF∶VLP为1∶4,MF127∶MSDBS为3:2,乳化剂用量为9 wt%;在此配比条件下,当固含量为20%,热酰亚胺化温度不高于330℃时,可制得分散良好、球形规整、高热稳定性的PI微球,其粒径约为10μm.     

浅谈分子对称性中独立的对称元素

通过图示和矩阵两方面来阐述独立的对称元素和非独立的对称元素之间的区别与联系,利用比较法帮助读者正确理解独立对称元素的内涵。     

利用非接触式电磁感应线圈探头测液体电导率

采用交流电源激励,自制传感器探头,利用标准电阻定标,得到电导率与输出电压的关系,通过定标曲线,得到不同浓度NaCl溶液的电导率.通过测量探头的频率特性,得到输出电压随频率变化的曲线,选出最佳测量频率.     

Multisim在电工电子技术教学中的应用

1 引言 电工电子技术课程是高校工科非电专业本科生的主要技术基础课.本课程理论性实践性较强,教学内容几乎涉及到电工与电子学科的各个领域,涵盖了电路、电器、电机、模拟电子、数字电子等多门电学课程内容.该课程不但要求学生掌握电路的基本原理,更重要的是培养学生对电路的分析,设计及应用能力.     

非接触法自动测量薄膜厚度

根据白光等厚干涉原理,基于单片机改造的迈氏干涉仪用于自动测量透明薄膜厚度,采用非接触性测量法。当迈克尔逊干涉仪静镜形成的虚像与动镜相交所成的夹角很小时,在光屏上看到彩色干涉条纹,插入薄膜后,光程差改变,彩纹消失。步进电机带动微调手轮转动,当彩纹再次出现,即可得出透明薄膜厚度。