污水处理厂污泥的非等温动力学分析

Ruihua Shao, P. Fang, Juan Ren, Q. Si
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摘要

采用非等温热重法研究了污泥在5 K·min−1、10 K·min−1、15 K·min−1、20 K·min−1和30 K·min−1不同升温速率下的热分解动力学。采用Flynn-Wall-Ozawa方程和Coats-Redfern方程分析了非等温动力学参数和力学函数。DTG峰前后分别采用Flynn-Wall-Ozawa和Coats-Redfern测定动力学参数。DTG峰前后,Eα→0分别=102.17 kJ·mol−1和88.17 kJ·mol−1。DTG峰值前,最可能的动力学函数为3号G-B方程,其机理受三维扩散(圆柱对称)控制。表观活化能为Eβ→0=107.44KJ·mol−1,指前常数为lnAβ→0=12.64。DTG峰值后,最可能的动力学函数为第13号Avrami-Erofeev方程(n=4),其机制受随机产核和生长过程控制。表观活化能为Eβ→0=88.34 KJ·mol−1,指前常数为lnAβ→0=14.25。
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Non-isothermal kinetic analysis of sewage sludge from wastewater treatment plant
The thermal decomposition kinetics of sewage sludge was investigated by means of non-isothermal TG at different heating rates of 5 K·min−1, 10 K·min−1, 15 K·min−1, 20 K·min−1 and 30 K·min−1. The non-isothermal kinetic parameters and mechanical functions were analyzed by means of Flynn-Wall-Ozawa equation and Coats-Redfern equation. Before and after DTG peak, Flynn-Wall-Ozawa and Coats-Redfern were used to determine the kinetic parameters. Before and after DTG peak, Eα→0=102.17 kJ·mol−1, 88.17 kJ·mol−1 respectively. Before DTG peak, the most probable kinetic function was No.3 G-B Equation, and the corresponding mechanism was controlled by Three-Dimensional Diffusion (cylindrical symmetry). The apparent activation energy and the pre-exponential constant (A) were Eβ→0=107.44KJ·mol−1, lnAβ→0=12.64 respectively. After DTG peak, the most probable kinetic function was No.13 Avrami-Erofeev Equation (n=4), and the corresponding mechanism was controlled by random nuclear producing and growing process. The apparent activation energy and the pre-exponential constant (A) were Eβ→0=88.34 KJ·mol−1, lnAβ→0=14.25 respectively.
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