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Application of the theory of Markov chains to model heat and mass transfer between stochastically moving particulate and gas flows

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Academic year: 2021

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Fig. 1 The chain model of the process with heat exchange between chains
Fig. 2 Heat transition between the couple of cells of parallel chains and new thermal states of the cells
Fig. 4 Influence of the flow rate of solids (left) and the heat of vaporization (right) on temperature and moisture content distribution for the countercurrent exchange: a t = 0.06, a w = 0.01, X 10 = 0.1 G 2 =0.6, q v =20  – G 1 =0.1  – G 1 =0.2   – G 1 =

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