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ENGR3851/8951 Groundwater Flow and Pollution Assignment

Design of waste stabilization pond systems

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Added on  2023-06-11

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This assignment covers topics such as pump test, drawdown, contaminant transport, and more. It includes solutions to questions related to calculating transmissivity, storativity, drawdown, and maximum pumping rate. The assignment also covers topics such as velocity, dispersion coefficient, and concentration of groundwater. The solutions are based on the book 'Modeling Groundwater Flow and Pollution' by Bear and Verruijt.

ENGR3851/8951 Groundwater Flow and Pollution Assignment

Design of waste stabilization pond systems

   Added on 2023-06-11

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ENGR3851/8951 Groundwater flow and pollution assignment 1
ENGR3851/8951 GROUNDWATER FLOW AND POLLUTION ASSIGNMENT
by [Name]
Course
Professor’s Name
Institution
Location of Institution
Date
ENGR3851/8951 Groundwater Flow and Pollution Assignment_1
ENGR3851/8951 Groundwater flow and pollution assignment 2
Part 1: Pump Test and Drawdown Tutorial
Question 1
Solution
Given; Pumping rate = 35 L/sec
Observation well distance = 17m
Transmissivity (T) is calculated using the Thiem Equation;
T = Kb = Q
2 π (s 1s 2)ln ( r 2
r 1 )
Where; Q = well discharge rate in (m3/d) = 35 L/sec = 3024m3/d
r1, r2 = piezometer distances from pumping well = 17m, 5m
s1, s2 = steady-state drawdowns in piezometers (m) = 0.2m, 0.4m
T = Kb = 3024
2 π (0.40.2)ln ( 17
5 )
= 2943.74
Storativity (S) is derived from the Jacob’s Equations
S = 2. 25 Tto
r 2
From the graph,
T = 2.303 Q/ 4 πΔs
= 2.303 x 3024 / 4 π x 0.2
= 2769.88
ENGR3851/8951 Groundwater Flow and Pollution Assignment_2
ENGR3851/8951 Groundwater flow and pollution assignment 3
= 2. 25 x 2769 . 88 x 3024
17 x 17
= 65212
Question 2
Step 1
Distances of wells from spring = Spring coordinate x (m) + Well coordinate x (m)
Well 1 = 4100
Well 2 = 4100
Well 3 = 4100
Well 4 = 4200
Well 5 = 4200
Well 6 = 4200
Well 7 = 4300
Well 8 = 4300
Well 9 = 4300
Step 2
Total pump rate = 30 ML/day, divided by 9
= 3.33 ML/day
Step 3
Drawdown for each well;
Drawdown (Sw) = H-hw = Q
2 π T ln (R/r) where R is radius of influence, rw is well
radius
Well 1 = 0.4
ENGR3851/8951 Groundwater Flow and Pollution Assignment_3

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