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"Submissions Open For Volume 6,Issue 6,Nov.-Dec., 2019"


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Volume 6,Issue 5,Sept.- Oct., 2019


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"Submissions Open For Volume 6,Issue 6,Nov.-Dec., 2019"


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Volume 6,Issue 5,Sept.- Oct., 2019


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"Submissions Open For Volume 6,Issue 6,Nov.-Dec., 2019"


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"Submissions Open For Volume 6,Issue 6,Nov.-Dec., 2019"


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Multilayer Partial Differential Heat Transfer Model for Temperature of Each Layer of Thermal Protective Clothing Under High Temperature Operation

  • Wei, Yibing
  • Li, Linsong
Thermal protective clothing is a kind of protective clothing that protects people working under high temperature or ultra-high temperature conditions, so as to avoid damage to the human body caused by heat source. Therefore, it is helpful to grasp the temperature change outside the skin when wearing thermal protective clothing. For better modification of thermal protective clothing. In this paper, the mathematical model is used to determine the temperature change outside the skin of the dummy. The temperature variation of the external temperature and the internal temperature is different, the thickness is different, and the temperature is changed under different time conditions. The related partial differential mathematical model is established. Generally, there is a heat exchange equation between the air layer and the human body. When the skin temperature reaches a certain temperature, it will reach thermal equilibrium with the body. This paper uses COMSOL simulation to obtain the key transfer function, and then uses the MATLAB toolbox to make a three-dimensional surface, and then uses the difference method. Calculate the corresponding numerical solution, and finally use COMSOL to verify the results, and obtain the temperature changes of each layer of the thermal protective suit.
Select Volume / Issue:
Year:
2019
Type of Publication:
Article
Keywords:
Partial Differential Equation; Heat Conduction; Difference Method; MATLAB; COMSOL
Journal:
IJASM
Volume:
6
Number:
5
Pages:
204-209
Month:
September
ISSN:
2394-2894
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