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煤灰熔融温度多项式模型的偏回归函数分析
引用本文:孙琴月,朱学栋,唐黎华,吴勇强,朱子彬.煤灰熔融温度多项式模型的偏回归函数分析[J].华东理工大学学报(自然科学版),2005,31(1):18-21,47.
作者姓名:孙琴月  朱学栋  唐黎华  吴勇强  朱子彬
作者单位:华东理工大学化工工艺研究所,上海,200237
摘    要:为了考察煤灰中的化学组分对熔融特性温度的贡献,借助我国69种重要的商业用煤的灰熔融特性温度和灰中SiO2和Al2O3等6种主要化学组分的测试数据,利用多项式模型的偏回归函数分析方法,对煤灰的熔融特性温度进行一至四阶多项式模型回归分析,获得了各化学组分的偏回归函数。研究结果表明:各化学组分的偏回归函数能够表现熔融温度对应于该组分变化的趋势;同一组分偏回归函数不同,该组分对变形温度、软化温度和熔融温度的影响存在较大的差异;CaO和TiO2的偏回归函数反映熔融温度变化趋势的可信度最高。实验为进一步研究煤灰熔融特性温度的数学模型和参数选择提供参考。

关 键 词:灰熔融温度  化学组分  多项式模型  偏回归函数
文章编号:1006-3080(2005)01-0018-04
修稿时间:2004年2月3日

Analysis of Coal Ash Fusion Temperature Using Polynomial Partial Regression Functions
SUN Qin-yue,ZHU Xue-dong,TANG Li-hua,WU Yong-qiang,ZHU Zi-bin.Analysis of Coal Ash Fusion Temperature Using Polynomial Partial Regression Functions[J].Journal of East China University of Science and Technology,2005,31(1):18-21,47.
Authors:SUN Qin-yue  ZHU Xue-dong  TANG Li-hua  WU Yong-qiang  ZHU Zi-bin
Institution:SUN Qin-yue,ZHU Xue-dong,TANG Li-hua,WU Yong-qiang,ZHU Zi-bin~
Abstract:In order to investigate the contribution of oxides to ash fusion temperature (AFT), the AFT and chemical compositions of 69 important Chinese commodity coals were accomplished in this work. The ash fusion temperature of them was regression analyzed by using from first to fourth order polynomial models via six main chemical compositions of coal ash including SiO_2, Al_2O_3 and other oxides, and the partial regression functions were got via mathematically analyzing polynomial regression equations. The studies illustrate that, the partial regression functions can show the variety trend of AFT on the variation of a specific component, and CaO and TiO_2 are of the highest credit value. It is also shown that different components play quite different influences on the fusion temperature. This method can work more sufficiently and briefly than the traditional experiments and can make references to further studies on the model of coal ash fusion temperature.
Keywords:ash fusion temperature  chemical composition  polynomial regression  partial regression function
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