| Well ID | Wellhead Coordinate (x,y) | Wellhead Elevation (ft above mean sea level) | Hydraulic Head (ft) |
| A | (5280, 0) | 3244 | 611.5 |
| B | (0,0) | 4742 | 211.7 |
| C | (0,54440) | 7557 | 154.0 |
Hydrology Help!
1. a. Compute the Hydraulic gradient Vector
1. b. let the hydraulic conductivity be 120 ft/day in the horizontal direction and 1.2 ft/day in the vertical direction. Write the Hydraulic conductivity Tensor.
1. c. Compute the specific discharge vector.
Well ID Wellhead Coordinate (x,y) Wellhead Elevation (ft above mean sea level) Hydraulic Head (ft) A...
Well ID Wellhead Coordinate (easting ft ,northing ft) Wellhead Elevation (ft above mean sea level) Hydraulic Head (ft) A (5280, 0) 3244 2634 B (0,0) 4742 2261 C (0,54440) 7557 7405 Hydrology Help! Suppose the Hydraulic Conductivity in the North/South direction is 120 ft/day, East/West is 12ft/day and the vertical hydraulic conductivity is just 1.2 ft/day. Write the Hydraulic Conductivity Tensor. Now I know the tensor looks like K(x,y,z) = [Kxx Kxy Kxz Kyx Kyy Kyz] etc etc I...
Calculate the hydraulic head of a well where the casing sticks up 1.5ft above the ground, the wellhead elevation is 3244 ft above mean sea level, and the depth to water from the top of the casing is 611.5 ft
Vector Calculus Suppose the hydraulic head in a vertically homogeneous aquifer is described by the equation h(x,y) = 10+Oy in the domain -10sxs10, -10sys10, as plotted in Fig 1. -10 -10 5 5 0 0 5 5 10 10 Figure 1 Figure 2 2a. What is the equation for the gradient of this surface (i.e., Vh; note that this is opposite the direction of flow)? (4 pts) 2b. What is the gradient of h at (x=2, y=4)? If the homogeneous,...