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作 者:Mayakkannan Sivasankari Lakshmanan Rajendran
机构地区:[1]Department of Mathematics, The Madura College, Madurai, India
出 处:《Applied Mathematics》2013年第2期314-325,共12页应用数学(英文)
摘 要:Mathematical models of steady-state biofilteration are discussed. The theoretical results are much useful for the design of biofilters. This model is based on the system of non-linear reaction/diffusion equations contains a non-linear term related to Monod kinetics, Andrews kinetics, interactive model from Monod kinetics and Andrews kinetics. Analytical expression of concentration of VOC (Volatile organic compounds) and oxygen are derived by solving the system of non-linear equations using Adomian decomposition method (ADM) method. Our analytical results are also compared with the simulation results. Satisfactory agreement is noted.Mathematical models of steady-state biofilteration are discussed. The theoretical results are much useful for the design of biofilters. This model is based on the system of non-linear reaction/diffusion equations contains a non-linear term related to Monod kinetics, Andrews kinetics, interactive model from Monod kinetics and Andrews kinetics. Analytical expression of concentration of VOC (Volatile organic compounds) and oxygen are derived by solving the system of non-linear equations using Adomian decomposition method (ADM) method. Our analytical results are also compared with the simulation results. Satisfactory agreement is noted.
关 键 词:BIOFILTERS VOLATILE Organic Compounds OXYGEN Adomian Decomposition Method Mathematical Modeling NON-LINEAR Reaction/Diffusion EQUATIONS
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