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针对一维多孔介质的第一类边界条件 ,对同时考虑非傅里叶效应和非斐克效应的高强度快速干燥条件下热质交换的普遍微分方程组进行求解 .研究了高强度快速干燥过程中 ,多孔介质内部非傅里叶传热、非斐克传质之间的相互耦合现象 ,为多孔介质内部温度场和湿度场的正确确定及控制奠定理论基础 .
Aiming at the first kind of boundary conditions of one-dimensional porous media, the general differential equations of heat and mass transfer under the conditions of high strength and fast drying considering both the non-Fourier effect and the non-Fick effect are considered. The high-strength rapid drying process , The mutual coupling of non-Fourier heat transfer and non-Fick mass transfer in the porous medium lays a theoretical foundation for the correct determination and control of the temperature and humidity fields in the porous medium.