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Since the input function is from coil 1 (L_A1), it is in the time domain. So for the discretized equation

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Here are some details to be taken into account for the code. 

(1) Defining the domain:

Total domain length = 124.167 cm

(2) Use the data from column L_A1 in excel file as the input signal. I would like to inject this signal after 36.78 cm in the domain. This is where I am stuck. :(

(3) Three output signals; L_A2, L_A3 and L_A4

(4) Velocity range = 4-6 mm/sec

(5) Dispersion coefficient range = 5E-04 - 8E-04 m2/sec

•       Total mass of the tracer = constant.

•       aE = 0, aw = 0 (boundary condition for the walls)

(7) Total time = 150.995 s.

(8) Since the input function is from coil 1 (L_A1), it is in the time domain. So for the discretized equation (space domain), we have one concentration point at each time step. The position for coil 1 is fixed, as shown in the first figure. However, at each time step, we have to make sure that the mass balance in the system has been maintained. Perhaps we need to implement a source term to maintain the mass balance? 

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