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1,3,3-三硝基氮杂环丁烷的热安全性
引用本文:赵宏安,胡荣祖,王喜军,赵凤起,高红旭,张海,张晓亮,冯煜,马海霞.1,3,3-三硝基氮杂环丁烷的热安全性[J].化学学报,2009,67(22):2536-2540.
作者姓名:赵宏安  胡荣祖  王喜军  赵凤起  高红旭  张海  张晓亮  冯煜  马海霞
作者单位:1. 西北大学信息科学与技术学院,西安,710069
2. 西安近代化学研究所,西安,710065;西北大学数学系/数据分析与计算化学研究所,西安,710069
3. 西安近代化学研究所,西安,710065
4. 西北大学数学系/数据分析与计算化学研究所,西安,710069
5. 西北大学化工学院,西安,710069
基金项目:国家自然科学基金(Nos.20573098,60871097)资助项目
摘    要:借助不同加热速率(β)的非等温DSC曲线离开基线的初始温度(T0)、onset温度(Te)和峰顶温度(Tp), Kissinger法和Ozawa法求得的热分解反应的表观活化能(Ek和EO)和指前因子(Ak), Hu-Zhao-Gao方程ln βi=lnA0/(be0 or p0G(α))]+   be0 or p0Tei or pi求得的be0 or p0, Zhao-Hu-Gao方程ln βi=lnA0/((ae0 or p0+1)G(α))]+(ae0 or p0+1) ln Tei or pi求得的ae0 or p0, 微热量法确定的比热容(Cp), 以及密度(ρ)、热导率(λ)和分解热(Qd, 取爆热之半)数据, Zhang-Hu-Xie-Li公式、Hu-Yang-Liang-Xie公式、Hu-Zhao-Gao公式、Zhao-Hu-Gao公式、Smith方程、Friedman公式和Bruckman-Guillet公式, 计算了TNAZ在β→0时的T0, Te和Tp值(T00, Teo和Tp0)、热爆炸临界温度(Tbe和Tbp)、绝热至爆时间(tTlad)、撞击感度50%落高(H50)和热点起爆临界温度(Tcr), 得到了评价TNAZ热安全性的结果: TSADT=Te0=485.81 K, Tp0=497.38 K, Tbeo=499.50 K, Tbp0=513.45 K, tTlad=8.90 s (n=0), tTlad=8.96 s (n=1), tTlad=9.01 s (n=2), H50=28.88 cm, Tcr=641.46 K (Troom=293.15 K), Tcr=658.89 K (Troom=300 K), 表明: (1) TNAZ对热是稳定的; (2)撞击感度好于环三亚甲基三硝胺(RDX); (3)热点起爆临界温度高于RDX, 而界于1,3,5-三氨基-2,4,6-三硝基苯(TATB)和六硝基茋(HNS)之间.

关 键 词:TNAZ  热安全性  自加速分解温度  热爆炸临界温度  绝热至爆时间  撞击感度特性落高  撞击热点起爆临界温度
收稿时间:2009-03-11
修稿时间:2009-06-21

Thermal Safety of 1,3,3-trinitroazetidine(TNAZ)
Zhao Hongan,Hu Rongzu,Wang Xijun,Zhao Fengqi,Gao Hongxu,Zhang Hai,Zhang Xiaoliang,Feng Yu,Ma Haixia.Thermal Safety of 1,3,3-trinitroazetidine(TNAZ)[J].Acta Chimica Sinica,2009,67(22):2536-2540.
Authors:Zhao Hongan  Hu Rongzu  Wang Xijun  Zhao Fengqi  Gao Hongxu  Zhang Hai  Zhang Xiaoliang  Feng Yu  Ma Haixia
Institution:a College of Communication Science and Engineering;Northwest University;Xi'an 710069;b Xi'an Modern Chemistry Research Institute;Xi'an 710065;c Department of Mathematics/Institute of Data Analysis and Computation Chemistry;Xi'an 710069;d College of Chemical Engineering;Xi'an 710069
Abstract:With the help of the initial temperature (T_0), at which DSC curves deviate from the baseline, the onset temperature (T_e) and maximum peak temperature (J_p) from the non-isothermal DSC curves of TNAZ at different heating rates (β), the thermal decomposition activation energy (E_k and E_o) and pre-exponential constant (A_k) obtained by Kissinger's method and Ozawa's method, the value of b_(e0 or p0) from Hu-Zhao-Gao's equation In β_i=lnA_0/(b_(e0 or p0)G(a))]+ b_(e0 or p0)T_(ei or pi) and the value of a_(e0 or p0) from Zhao-Hu-Gao's equation Inβ_i=lnA_0/((a_(e0 or p0)+1)G(a))]+(a_(e0 or p0)+1) ln T_(ei or pi), the values of specific heat capacity (C_p) obtained by microcalorimetry, density (p) and thermal conductivity (A), the decomposition heat (Q_d, taking half-explosion heat), Zhang-Hu-Xie-Li's formula, Hu-Yang-Liang-Xie's formula, Hu-Zhao-Gao's formula, Zhao-Hu-Gao's formula, Smith's equation, Friedman's formula and Bruckman-Guillet's formula, the values (T_(00), T_(eo) and T_(p0)) of T_0, T_e and T_p corresponding to β→0, thermal explosion temperature (T_(be) and T_(bp)), adiabatic time-to-explosion (t_(Tlad)), 50% drop height (H_(50)) of impact sensitivity, critical temperature of hot-spot initiation (T_(cr)), of TNAZ were calculated. The following results of evaluating the thermal safety of TNAZ were obtained: T_(SADT)= T_(e0)=485.81 K, T_(p0)=497.38 K, T_(beo)=499.50 K, T_(bp0)=513.45 K, t_(Tlad)=8.90 s (n=0), t_(Tlad)=8.96 s (n=1), t_(Tlad)=9.01 s (n=2), H_(50)=28.88 cm, T_(cr)=641.46 K (T_(room)= 293.15 K), T_(cr)=658.89 K (r_(room)=300 K), showing that (1) TNAZ is thermally stable; (2) its impact sensitivity is better than that of cyclotrimethylene trinitramine (RDX); (3) the critical temperature of hot-spot initiation is higher than that of RDX and between those of triaminotrinitrobenzene (TATB) and hexanitrostilbene (HNS).
Keywords:TNAZ  thermal safety  self-accelerating decomposition temperature  critical temperature of thermal explosion  adiabatic time-to-explosion  drop height of impact sensitivity  critical temperature of hot-spot initiation caused by impact  
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