step_aquifer_theis | R Documentation |
Radial Flow (GRF) model with flow dimension equal to 2. This method defaults to a fast FFT convolution so many rates can be included, but requires a regular time series.
step_aquifer_theis(
.rec,
time,
flow_rate,
thickness = 1,
radius = 100,
specific_storage = 1e-06,
hydraulic_conductivity = 1e-04,
role = "predictor",
...
)
.rec |
the R6 recipe object. |
time |
the time for evaluation (t) |
flow_rate |
the flow rate from the well (L^3/t) |
thickness |
the aquifer thickness (L) |
radius |
the distance to the observation well (L) |
specific_storage |
specific storage of aquifer (L/L) |
hydraulic_conductivity |
the hydraulic conductivity (L/t) |
role |
character - the name of the role |
... |
additional arguments |
The drawdown using the Theis model
Barker, J.A., A generalized radial flow model for hydraulic tests in fractured rock. Water Resour. Res., 24 (1988), pp. 1796-1804, 10.1029/WR024i010p01796
Theis, C.V., 1935: The relation between the lowering of the piezometric surface and the rate and duration of discharge of a well using ground-water storage, Transactions of the American Geophysical Union, 16th Annual Meeting, Part 2, pp. 519-524.
Other aquifer:
step_aquifer_constant_drawdown()
,
step_aquifer_grf()
,
step_aquifer_leaky()
,
step_aquifer_patch()
,
step_aquifer_theis_aniso()
,
step_aquifer_wellbore_storage()
dat <- data.frame(x = as.numeric(1:100),
y = rep(0.01, 100))
formula <- as.formula(y~x)
frec = recipe(formula = formula, data = dat) |>
step_aquifer_theis(time = x, flow_rate = y) |>
prep() |>
bake()
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