物理化学学报
物理化學學報
물이화학학보
ACTA PHYSICO-CHIMICA SINICA
2008年
12期
2263-2267
,共5页
张衡%赵凤起%仪建华%张晓宏%胡荣祖%徐司雨%任晓宁
張衡%趙鳳起%儀建華%張曉宏%鬍榮祖%徐司雨%任曉寧
장형%조봉기%의건화%장효굉%호영조%서사우%임효저
3-硝基邻苯二甲酸锆%热分解机理%非等温反应动力学
3-硝基鄰苯二甲痠鋯%熱分解機理%非等溫反應動力學
3-초기린분이갑산고%열분해궤리%비등온반응동역학
Zr(3-NO2-PHT)2·2H2O%Thermal decomposition mechanism%Nonisothermal reaction kinetics
用3一硝基邻苯二甲酸、氢氧化钠和硝酸氧锆为原料,制备了3.硝基邻苯二甲酸锫,采用元素分析、X射线荧光衍射和FT-IR对其结构进行了表征.用TG-DTG以及变温固相原位反应池/傅里叶变换红外光谱(RSFT-m)联用技术研究了3-硝基邻苯二甲酸锆的热分解机理,对主分解反应的DTG峰进行了数学处理,计算得到了动力学参数和动力学方程.结果表明,3.硝基邻苯二甲酸锆的分解反应总共有4个阶段,其中主分解反应发生在第2阶段,主分解反应的表观活化能Ea与指前因子A分别为158.84 kJ·mol-1和109.85S-1,主分解阶段的反应机理服从一级Mample法则,主分解反应的动力学方程为doddt=109.85(1-α)e-1.91×104/T.
用3一硝基鄰苯二甲痠、氫氧化鈉和硝痠氧鋯為原料,製備瞭3.硝基鄰苯二甲痠锫,採用元素分析、X射線熒光衍射和FT-IR對其結構進行瞭錶徵.用TG-DTG以及變溫固相原位反應池/傅裏葉變換紅外光譜(RSFT-m)聯用技術研究瞭3-硝基鄰苯二甲痠鋯的熱分解機理,對主分解反應的DTG峰進行瞭數學處理,計算得到瞭動力學參數和動力學方程.結果錶明,3.硝基鄰苯二甲痠鋯的分解反應總共有4箇階段,其中主分解反應髮生在第2階段,主分解反應的錶觀活化能Ea與指前因子A分彆為158.84 kJ·mol-1和109.85S-1,主分解階段的反應機理服從一級Mample法則,主分解反應的動力學方程為doddt=109.85(1-α)e-1.91×104/T.
용3일초기린분이갑산、경양화납화초산양고위원료,제비료3.초기린분이갑산부,채용원소분석、X사선형광연사화FT-IR대기결구진행료표정.용TG-DTG이급변온고상원위반응지/부리협변환홍외광보(RSFT-m)련용기술연구료3-초기린분이갑산고적열분해궤리,대주분해반응적DTG봉진행료수학처리,계산득도료동역학삼수화동역학방정.결과표명,3.초기린분이갑산고적분해반응총공유4개계단,기중주분해반응발생재제2계단,주분해반응적표관활화능Ea여지전인자A분별위158.84 kJ·mol-1화109.85S-1,주분해계단적반응궤리복종일급Mample법칙,주분해반응적동역학방정위doddt=109.85(1-α)e-1.91×104/T.
Zirconium 3-nitrophthalate (Zr(3-NO2-PHT)2·2H20) was synthesized using 3-nitrophthalic acid, sodium hydroxide, and zirconyl nitrate as raw materials. Its structure was determined by elemental analysis, X-ray fluorescence and FF-IR spectra. The thermal decomposition mechanism and kinetic parameters of the decomposition reaction for Zr(3-NO2-PHT)2·2H2O were investigated by temperature-programmed TG-DTG and condensed-phase thermolysis/Fr-IR techniques. A kinetic equation for the decomposition reaction was obtained. The results showed that Zr(3-NO2-PHT)2·2H2O underwent a four-stage decomposition process and that the main decomposition reaction occurred during the second process. The apparent activation energy (Ea) and pre-exponential factor (A) of the main decomposition reaction are 158.84 kJ·mol-1 and 109.85 S-1, respectively. The kinetic equation can thus be expressed as: doddt=109.85(1-α)e-1.91×104.