A well at a distance d from an impermeable boundary pumps at a flow rate Q. The head and any point (x, y) is given by the following equation:
where C is a constant, r1 is the straight-line distance from the well to the point (x, y), and r2 is the distance from the image well to the point (x, y). The y-axis lies along the impermeable boundary. Use Darcy’s law to show that the flow across the boundary (y-axis) is indeed zero.
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