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SOLVED: The transient dynamics of a contaminant concentration in a one-dimensional reactor can be described by the diffusion equation: ∂C/∂t = D(∂^2C/∂x^2). The boundary conditions are C(0,t) = 20, C(3,t) = 10 for the spatial domain x ∈ [0,3]. The initial conditions are C(x,0) = 50. The diffusion coefficient is D = 1.(a) (15 pts) Develop an explicit (FTCS) scheme with step sizes Δx = 1, Δt = 1. Solve for all unknown concentrations C(x,t = 1).(b) 5 pts) Do you expect the numerical sch
SOLVED: The transient dynamics of a contaminant concentration in a …
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