View source: R/calc_numbers_at_age.r
calc_numbers_at_age | R Documentation |
Given the landings (expanded by length), the age-length key and the length-weight relationship, the number of fish at a given age is calculated
calc_numbers_at_age(expLandings, ageLenKeys, lengthWeightParams)
expLandings |
Tibble. Expanded landings by length (from |
lengthWeightParams |
List. alpha = intercept, betas = slope(s), var = residual variance used to formulate the mean (?see Notes section below) |
ageLengthKeys |
Tibble. Age Length Keys (from |
A Tibble of expanded landings to represent weight of landings by length
YEAR |
Year of landings |
NEGEAR |
3 digit gear code as defined in cfdbs.gear |
TIME |
Quarter/Half year of landings (The presence of this field depends on whether it was present in the |
MARKET_CODE |
Market code assigned to landed fish (The presence of this field depends on whether it was present in the |
LENGTH |
Length of sampled fish |
NUMLEN |
number of sampled for fish stated LENGTH |
weight |
expanded weight (mt) of all fish of given LENGTH in YEAR, NEGEAR etc.. |
The length weight relationship (see fit_length_weight
) is fit assuming log normal errors (normal on the log scale).
Therefore when exponentiating a correction for the estimate is required:
E(W) = \alpha L^\beta exp(\sigma^2 / 2)
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