A situation with an industrial input of arsenic directly into the lake at 10kg/Day. The lake volume is 1.2 x 10^8 m^3, and the average depth is 10m. The river velocities are measured as 100 L/min at both the inflow and outflow points. Water samples taken from the rivers show incoming arsenic is 0.02mg/L and the outgoing arsenic is 0.5 mg/L. From the sample, the sedimentation rate in in the lake is estimated to be 200g/m^2 per year.
Calculate the geologic sink and source of As (arsenic) at the lake bottom assuming steady state.© BrainMass Inc. brainmass.com October 24, 2018, 5:45 pm ad1c9bdddf
Volume (V) of the lake = 1.2*10^8 m^3
depth (d) of the lake = 10 m
Therefore, surface area or area of the bottom of the lake,
A = V/d = 1.2*10^8/10 = 1.2*10^7 m^2
The sedimentation rate in the lake (Rs) = 200 g/m^2/year
The incoming arsenic = the outgoing arsenic, So + Ri + Ra = Si + Ro.
So = Geological source of arsenic of the lake
Ri = Incoming rate of arsenic
Ra = Rate of arsenic added
Si = The geologic sink
Ro = Outgoing arsenic rate