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The data is transformed into the PoR system before the interpolation. The interpolation grid is returned in geographical coordinates and azimuths.

Usage

PoR_stress2grid(
  x,
  PoR,
  grid = NULL,
  PoR_grid = TRUE,
  lon_range = NULL,
  lat_range = NULL,
  gridsize = 2.5,
  ...
)

PoR_stress2grid_stats(
  x,
  PoR,
  grid = NULL,
  PoR_grid = TRUE,
  lon_range = NULL,
  lat_range = NULL,
  gridsize = 2.5,
  ...
)

Arguments

x

sf object containing

azi

SHmax in degree

unc

Uncertainties of SHmax in degree

type

Methods used for the determination of the orientation of SHmax

PoR

Pole of Rotation. "data.frame" or object of class "euler.pole" containing the geographical coordinates of the Euler pole

grid

(optional) Point object of class sf.

PoR_grid

logical. Whether the grid should be generated based on the coordinate range in the PoR (TRUE, the default) CRS or the geographical CRS (FALSE). Is ignored if grid is specified.

lon_range, lat_range

(optional) numeric vector specifying the minimum and maximum longitudes and latitudes (are ignored if "grid" is specified).

gridsize

Numeric. Target spacing of the regular grid in decimal degree. Default is 2.5 (is ignored if grid is specified)

...

Arguments passed to stress2grid()

Value

sf object containing

lon,lat

longitude and latitude in geographical CRS (in degrees)

lon.PoR,lat.PoR

longitude and latitude in PoR CRS (in degrees)

azi

geographical mean SHmax in degree

azi.PoR

PoR mean SHmax in degree

sd

Standard deviation of SHmax in degrees

R

Search radius in km

mdr

Mean distance of datapoints per search radius

N

Number of data points in search radius

Details

Stress field and wavelength analysis in PoR system and back-transformed

Examples

data("san_andreas")
data("nuvel1")
PoR <- subset(nuvel1, nuvel1$plate.rot == "na")
PoR_stress2grid(san_andreas, PoR) |> head()
#> Simple feature collection with 6 features and 10 fields
#> Geometry type: POINT
#> Dimension:     XY
#> Bounding box:  xmin: -125.0802 ymin: 34.07892 xmax: -125.0802 ymax: 34.07892
#> Geodetic CRS:  WGS 84
#>     lon.PoR  lat.PoR  azi.PoR       sd   R   N       mdr
#> 1 -84.77055 52.59628 170.9189 63.41127 400   9 0.8735345
#> 2 -84.77055 52.59628 159.7174 49.17816 450  46 0.9219984
#> 3 -84.77055 52.59628 156.3241 45.59581 500  85 0.8866905
#> 4 -84.77055 52.59628 157.2108 42.26910 550 187 0.8907467
#> 5 -84.77055 52.59628 149.8193 42.12546 600 298 0.8673966
#> 6 -84.77055 52.59628 143.4995 42.83745 650 385 0.8371344
#>                     geometry      lat       lon      azi
#> 1 POINT (-125.0802 34.07892) 34.07892 -125.0802 43.42221
#> 2 POINT (-125.0802 34.07892) 34.07892 -125.0802 32.22071
#> 3 POINT (-125.0802 34.07892) 34.07892 -125.0802 28.82740
#> 4 POINT (-125.0802 34.07892) 34.07892 -125.0802 29.71412
#> 5 POINT (-125.0802 34.07892) 34.07892 -125.0802 22.32255
#> 6 POINT (-125.0802 34.07892) 34.07892 -125.0802 16.00277

if (FALSE) { # \dontrun{
PoR_stress2grid_stats(san_andreas, PoR, mode = TRUE) |> head()
} # }