The kinetics of the reactions of CH2Cl, CHBrCl, CCl3 and CH3CCl2 radicals with molecular chlorine were investigated in a heatable tubular reactor coupled to a photoionization mass spectrometer. The reactions were studied under pseudo-first-order conditions. The radicals were photogenerated at 248 nm. The pressure-independent rate constants determined were fitted to the following Kooij and Arrhenius expressions (units in cm3 molecule-1 s-1): k(CH2Cl)=7.56×10-17(T)1.45 exp(-350 J mol-1/RT), k(CHBrCl)=5.83×10-20(T)2.3 exp(-300 J mol-1/RT), k(CCl3)=(8.4±2.9)×10-13 exp[-(25±9) kJ mol-1/RT] and k(CH3CCl2)=1.10×10-26(T)4.3 exp(+15000 J mol-1/RT). The Arrhenius rate expression for the Cl+CCl4 reaction was determined to be k(Cl+CCl4)=(3.9±3.2)×10-13 exp[-(71±9) kJ mol-1/RT] using the kinetics measured and the thermochemistry of the CCl3 radical. Errors for the Kooij expressions were estimated to be 25% overall, and for the Arrhenius expressions they were calculated to be 1σ+Student's t values. The transition states of the measured R+Cl2 and four other similar reactions were localized and fully optimized at the MP2/6-31G(d,p) level of theory by abinitio methods. The energetics of the reactions were considered by determining thermochemical and activation parameters of the reactions. The reactivity differences of the radicals studied were explained by a free-energy correlation using an electronegativity difference scale.
在可加热的管式反应器中,结合光电离质谱仪,研究了CH₂Cl、
CHBrCl、CCl₃和CH₃CCl₂自由基与分子
氯的反应动力学。这些反应在准一级条件下进行了研究,自由基在248 nm下光生。测得的与压力无关的速率常数拟合为以下Kooij和Arrhenius表达式(单位为cm³ molecule⁻¹ s⁻¹):
k(CH₂Cl) = 7.56×10⁻¹⁷(T)¹.⁴⁵ exp(-350 J mol⁻¹/RT)
k(
CHBrCl) = 5.83×10⁻²⁰(T)².³ exp(-300 J mol⁻¹/RT)
k(CCl₃) = (8.4±2.9)×10⁻¹³ exp[-(25±9) kJ mol⁻¹/RT]
k(CH₃CCl₂) = 1.10×10⁻²⁶(T)⁴.³ exp(+15000 J mol⁻¹/RT)
利用测得的反应动力学和CCl₃自由基的热
化学数据,确定了Cl+CCl₄反应的Arrhenius速率表达式为:
k(Cl+CCl₄) = (3.9±3.2)×10⁻¹³ exp[-(71±9) kJ mol⁻¹/RT]
Kooij表达式的误差估计为总体25%,而Arrhenius表达式的误差计算为1σ加上学生的t值。通过从头计算方法,在MP2/6-31G(d,p)理论
水平上,定域并完全优化了所测量的R+Cl₂反应和其他四个类似反应的过渡态。通过确定反应的热
化学和活化参数,考虑了反应的能量学。通过使用电负性差异尺度进行自由能相关,解释了所研究自由基的反应性差异。