1. Let the vertical cross section ABCDA become trapezoidal by raising B vertically in such a way that the elevations of points D and C are 0m , A is 100m, and B is 130m. Let AD, DC, and BC be impermeable and let AB represent a water table of constant slope (on which the hydraulic head equals the elevation).
(a) Draw a quantitatively accurate flow net for this case. Label the equipotential lines with their correct h value.
(b) If the hydraulic conductivity in the region is 10^-4 m/s, calculate the total flow through the system in m^3/s (per meter of thickness perpendicular to the section).
(c) Use Darcy's law to calculate the entrance or exit velocity of flow at each point where a flowline intersects the upper boundary.
In addition, CD is 200m
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