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Firstly, to facilitate the analysis and calculation, all cells was described as spheres corresponding to their corresponding volume equivalent diameters de under the engineering concept (Hypothesis 1). The equivalent diameter$^{[2]}$ is expressed as follows: | Firstly, to facilitate the analysis and calculation, all cells was described as spheres corresponding to their corresponding volume equivalent diameters de under the engineering concept (Hypothesis 1). The equivalent diameter$^{[2]}$ is expressed as follows: | ||
− | $$d_e=\sqrt[3]{\frac{6*V_p}{\pi}}\eqno{(1.1.1)}$$ | + | $$d_e=\sqrt[3]{\frac{6*V_p}{\pi}} \eqno{(1.1.1)}$$ |
Vp: the volume of cells.\\ | Vp: the volume of cells.\\ | ||
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$$\frac{\partial c(z,t)}{\partial t}=D*\nabla^2{c(z,t)}\eqno{(1.1.2)}$$ | $$\frac{\partial c(z,t)}{\partial t}=D*\nabla^2{c(z,t)}\eqno{(1.1.2)}$$ | ||
+ | |||
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Revision as of 08:10, 20 October 2019