Description Usage Arguments Value Author(s) References See Also Examples
View source: R/papadopulos_cooper_utilities.R
Function to calculate the well function of the Papadopulos-Cooper solution that describe the drawdown variations for large diameter wells
1 |
td |
Dimensionless time |
par |
List with the cd and ρ parameters. The well storage (cd parameter) is defined as cd = \frac{r_{w}^{2} S}{r_{c}^{2}} where r_{w} is the radius of the well, r_{c} is the radius of the casing, and S is the storage coefficient. The dimensionless radius (ρ parameter) is defined as: ρ=\frac{r}{r_{w}} where r is the distance to the observation well, and r_{w} is the radius of the well. |
The value of the well function for the Papadopulos-Cooper model
Oscar Garcia-Cabrejo khaors@gmail.com
Papadopulos, I. S. & Cooper, H. H. Drawdown in a well of large diameter. Water Resources Research, 1967, 3, 241-244.
Other papadopulos_cooper functions: papadopulos_cooper_F_WF_LT_dlogt
,
papadopulos_cooper_F_WF_LT
,
papadopulos_cooper_calculate_parameters
,
papadopulos_cooper_solution_dlogt
,
papadopulos_cooper_solution_initial
,
papadopulos_cooper_solution
1 2 3 | td <- logseq(-2,4,30)
par <- list(cd = 0.1, rho = 0.1)
res <- papadopulos_cooper_well_function(td, par)
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