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首页> 外文期刊>Propellants, Explosives, Pyrotechnics >Non-Isothermal Decomposition Kinetics, Heat Capacity, and Thermal Safety of 2-Nitroimino-5-Nitro-Hexahydro-1,3,5-Triazine (NNHT)
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Non-Isothermal Decomposition Kinetics, Heat Capacity, and Thermal Safety of 2-Nitroimino-5-Nitro-Hexahydro-1,3,5-Triazine (NNHT)

机译:2-Nitroimino-5-Nitro-Hexahydro-1,3,5-Triazine(NNHT)的非等温分解动力学,热容量和热安全性

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The kinetic equation describing the thermal decomposition reaction of NNHT obtained by TG-DTG data, integral isoconver-sional non-linear method and integral method of treating TG-DTG curves is dα/dt = 10~(12.86)(1 -α)~(3/2)e- ~(-1.5849×10~4/T). The specific heat capacity (C_p) of NNHT was determined with the continuous C_p mode of the microcalorimeter. The equation of C_p (T) was obtained. The standard molar heat capacity of NNHT was 218.41 J mol~(-1)K~(-1) at 298.15 K. With the help of the onset temperature (T_e) and maximum peak temperature (T_p) from the non-isothermal DTG curves of NNHT at different heating rates (β), the apparent activation energy (E_k and E_O), and the pre-expo-nential constant (A_K) of the thermal decomposition reaction obtained by Kissinger's method and Ozawa's method, C_p obtained by microcalorimetry, density (p) and thermal conductivity (X), the decomposition heat (Q_d, taking half-explosion heat), Zhang-Hu-Xie-Li's formula, Smith's equation, Friedman's formula, Bruckman-Guillet's formula, and Wang-Du's formulas, the values (T_(e0) and T_(p0)) of 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)), thermal sensitivity probability density function [S(T)] versus temperature (T) relation curves for spheroidic NNHT with radius of 1 m surrounded with ambient temperature of 300 K, peak temperature corresponding to the maximum value of S(T) versus T relation curve (T_(S(T)max)), safety degree (SD), and critical ambient temperature(T_(acr)) of thermal explosion of NNHT are calculated. The following results of evaluating the thermal safety of NNHT are obtained: T_(SADT)= T_(e0) = 453.34 K, T_(SADT)=T_(p0)=454.86 K, T_(be)=462.68 K, T_(bp)=467.22 K, t_(TIad) = 1.03 s, H_(50) = 17.69 cm, T_α = 461.4 K. SD = 72.74%, P_(TE) = 27.26 %, and T_(act) = 321.96 K.
机译:用TG-DTG数据,积分等转换非线性方法和TG-DTG曲线处理方法得到的描述NNHT热分解反应的动力学方程为dα/ dt = 10〜(12.86)(1-α)〜 (3/2)e-〜(-1.5849×10〜4 / T)。 NNHT的比热容(C_p)是用微热量计的连续C_p模式确定的。得到C_p(T)的方程。在298.15 K时NNHT的标准摩尔热容为218.41 J mol〜(-1)K〜(-1)。借助非等温DTG曲线的起始温度(T_e)和最大峰值温度(T_p)基辛格方法和小泽方法获得的热分解反应在不同加热速率(β),表观活化能(E_k和E_O)以及指数前常数(A_K),微量量热法获得的C_p (p)和热导率(X),分解热(Q_d,取半爆炸热),Zhang-Hu-Xie-Li公式,Smith方程,Friedman公式,Bruckman-Guillet公式和Wang-Du公式,对应于β-> 0的T_e和T_p的值(T_(e0)和T_(p0)),热爆炸温度(T_(be)和T_(bp)),绝热爆炸时间(t_(Tlad)) ,撞击灵敏度的下降高度(H_(50))的50%,热点启动的临界温度(T_(cr)),热灵敏度概率密度函数[S(T)]与温度的关系半径为1 m的球面NNHT的(T)关系曲线,周围温度为300 K,峰值温度对应于S(T)的最大值与T的关系曲线(T_(S(T)max)),安全度(SD)并计算NNHT热爆炸的临界环境温度(T_(acr))。获得了以下评估NNHT热安全性的结果:T_(SADT)= T_(e0)= 453.34 K,T_(SADT)= T_(p0)= 454.86 K,T_(be)= 462.68 K,T_(bp )= 467.22 K,t_(TIad)= 1.03 s,H_(50)= 17.69 cm,T_α= 461.4 K.SD = 72.74%,P_(TE)= 27.26%,T_(act)= 321.96 K.

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