View source: R/weight_categories.R
wgtcat_gen | R Documentation |
This will take a reporting unit polygon and produce weight category polygons for it using an appropriately formatted sample design database and, optionally, Landscape Management Framework (LMF) stratification polygons. Please note that all input polygons MUST be dissolved by their unique identifiers before use.
wgtcat_gen(
reportingunit,
reportingunit_path = NULL,
sdd_path,
lmf_strata = NULL,
lmf_path = NULL,
pointvisits = NULL,
pointvisits_path = NULL,
output = "sf",
verbose = FALSE
)
reportingunit |
An sf polygons object, Spatial Polygons Data Frame, or character string. If a character string, it must be the name of a polygon feature class found in |
reportingunit_path |
Optional character string. The filepath to the folder or geodatabase containing the feature class specified with the character string |
sdd_path |
Character string. The full filepath to the sample design database (SDD), including .GDB file extension. The SDD must follow the standard schema, including the feature classes: TerrestrialPointEvaluation, TerrestrialSamplePoints, TerrestrialStrata, and TerrestrialSampleFrame. |
lmf_strata |
Optional sf polygons object, Spatial Polygons Data Frame, or character string. If a character string, it must be the name of a polygon feature class found in |
lmf_path |
Optional character string. If the weight categories need to account for the Landscape Monitoring Framework (LMF) strata, this must be the full filepath, including file extension, to the geodatabase containing the strata feature class with the LMF strata. |
pointvisits |
Optional sf points object, Spatial Points Data Frame, or character string. If a character string, it must be the name of a point feature class found in |
pointvisits_path |
Optional character string. If |
output |
Character string. Determines the output format and must be either |
verbose |
Logical. If |
An sf polygon or Spatial Polygons Data Frame object with the attributes "unique_id" and "area_ha" (area in hectares) projected in Albers Equal Area Conic
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