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基于热传递数学模型的高温作业服织物厚度设计

Thickness Design of High Temperature Working Clothes Based on Heat Transfer Mathematical Model
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摘要 针对高温作业服的第Ⅱ层防水层和第Ⅳ层空气层的厚度选取问题,建立三层织物-空气层-假人皮肤层的热传递模型,采用有限差分法求解模型的偏微分方程并利用MATLAB数学软件进行计算,得到三维温度分布图;在假设的约束条件下确定了第Ⅱ层防水层和第Ⅳ层空气层的最优厚度分别为19. 06和5. 78 mm。 Aiming at the problem of thickness selection of the layer Ⅱ waterproof layer and the layer Ⅳ air layer of the high temperature working suit,the heat transfer model of three-layer of fabric,air layer,artificial human skin layer was established,the partial differential equation of the model was solved by the finite difference method and the MATLAB mathematical software was used for calculation. The data of temperature distribution were obtained,and a three-dimensional temperature distribution map was generated. Under hypothetical conditions,the optimal thicknesses of layer Ⅱ of waterproof layer and layer Ⅳ of air layer were 19. 06 mm and 5. 78 mm,respectively.
作者 王佩佩 王帅 欧昕鑫 周鑫 许璐 WANG Peipei;WANG Shuai;OU Xinxin;ZHOU Xin;XU Lu(School of Mathematics and Computer Science,Jianghan University,Wuhan 430056,Hubei,China)
出处 《江汉大学学报(自然科学版)》 2019年第6期535-540,共6页 Journal of Jianghan University:Natural Science Edition
基金 国家自然科学基金资助项目(10961003) 武汉市教育局科研基金资助项目(20180911)
关键词 高温作业服 三层纺织材料 热传递模型 MATLAB 有限差分法 算法分析 high temperature working clothes three-layer textile material heat transfer model MATLAB finite difference method algorithm analysis
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  • 1葛永斌,田振夫,詹咏,吴文权.求解扩散方程的一种高精度隐式差分方法[J].上海理工大学学报,2005,27(2):107-110. 被引量:19
  • 2周顺兴.解抛物型偏微分方程的高精度差分格式[J].计算数学,1982,4(2):204-213.
  • 3周顺兴.解二维和三维抛物型偏微分方程绝对稳定的差分格式[J].计算数学,1980,2(1):90-99.
  • 4[5]陆金甫,关治.偏微分方程数值解法[M].北京:清华大学出版社,2003.
  • 5[1]G.D.smith.Numerical solution of partial differential equations (finite difference methods)[M].Third edition,calrendon.press.Oxford,1996:17-18.
  • 6[2]Michmel.T.reach,Scientific conputing an introductory survey[M].Second edition,university of Illinois at urbana-champaign,1995:7-9.
  • 7[4]南京大学数学系.计算数学专业编,偏微分方程数值解法[M].北京:科学出版社,1979:10-11.
  • 8[5]C.W.吉尔著,费景高等译.常微分方程初值问题的数值解法[M].北京:科学出版社,1978:5-7.
  • 9Frank E. J. Evaporation of Water. Lewis Publishers [ M]. 1992 ,USA.
  • 10Cassie ABD. Thermostatic Action of Textile Fibers [ J ]. Nature. 1939,143 - 163.

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