R/crs-cic.R
pb210_cic.Rd
The CRS model was first published by Robbins (1978) and Appleby and Oldfield (1978),
and is behind nearly every lead-210-based age-depth model. These functions
compute age-depth models based on excess lead-210 activities (perhaps
calculated by pb210_excess()
) and propagate error in quadrature using the
errors::errors()
package. For a more robust estimation of error, consider
using pb210_crs_monte_carlo()
or pb210_cic_monte_carlo()
.
pb210_cic( cumulative_dry_mass, excess, model_top = ~pb210_fit_exponential(..1, ..2), decay_constant = pb210_decay_constant() ) pb210_crs( cumulative_dry_mass, excess, inventory = pb210_inventory_calculator(), core_area = pb210_core_area(), decay_constant = pb210_decay_constant() ) # S3 method for pb210_fit_cic predict(object, cumulative_dry_mass = NULL, ...) # S3 method for pb210_fit_crs predict(object, cumulative_dry_mass = NULL, ...)
cumulative_dry_mass | The cumulative dry mass of the core (in kg), starting at the surface sample and including all samples in the core. These must be greater than 0 and in increasing order. |
---|---|
excess | An excess (non-erosional) lead-210 specific activity (in Bq/kg)
for samples where this was measured, and NA where lead-210 was not measured. Use
|
model_top | A fit object, such as one generated by |
decay_constant | The decay contstant for lead-210 (in 1/years). This is an argument
rather than a constant because we have found that different spreadsheets in the wild
use different decay constants. See |
inventory | The cumulative excess lead-210 activity (in Bq), starting at the bottom
of the core. By default, this is estimated by the default |
core_area | The internal area of the corer (in m^2^). This can be calculated
from an internal diameter using |
object | A fit object generated by |
... | Unused. |
predict()
methods return a tibble with (at least)
components age
and age_sd
(both in years).
CRS model predict()
function output also contains inventory
, inventory_sd
,
mar
and mar_sd
(in kg / m^2^ / year).
Appleby, P.G., and Oldfield, F. 1983. The assessment of ^210^Pb data from sites with varying sediment accumulation rates. Hydrobiologia, 103: 29–35. https://doi.org/10.1007/BF00028424
Appleby, P.G., and Oldfield, F. 1978. The calculation of lead-210 dates assuming a constant rate of supply of unsupported ^210^Pb to the sediment. CATENA, 5: 1–8. https://doi.org/10.1016/S0341-8162(78)80002-2
Robbins, J.A. 1978. Geochemical and geophysical applications of radioactive lead isotopes. In The Biogeochemistry of lead in the environment. Edited by J.O. Nriagu. Elsevier/North-Holland Biomedical Press, Amsterdam. pp. 285–393. https://books.google.com/books?id=N4wMAQAAMAAJ
# simulate a core core <- pb210_simulate_core() %>% pb210_simulate_counting() # calculate ages using the CRS model crs <- pb210_crs( pb210_cumulative_mass(core$slice_mass), set_errors( core$activity_estimate, core$activity_se ) )#> Error in check_mass_and_activity(cumulative_dry_mass, without_errors(excess)): sum(is.finite(excess) & (excess > 0)) >= 3 is not TRUEpredict(crs)#> Error in predict(crs): object 'crs' not found