Arith,GRaster,logical-method | R Documentation |
GRaster
s: You can do arithmetic operations on GRaster
s and using normal operators in R: +
, -
, *
, /
, ^
, %%
(modulus), and %/%
(integer division).
GVector
s: You can also do arithmetic operations on GVector
s:
+
operator: Same as union()
-
operator: Same as erase()
*
operator: Same as intersect()
/
operator: Same as xor()
## S4 method for signature 'GRaster,logical'
Arith(e1, e2)
## S4 method for signature 'logical,GRaster'
Arith(e1, e2)
## S4 method for signature 'GRaster,numeric'
Arith(e1, e2)
## S4 method for signature 'GRaster,integer'
Arith(e1, e2)
## S4 method for signature 'numeric,GRaster'
Arith(e1, e2)
## S4 method for signature 'integer,GRaster'
Arith(e1, e2)
## S4 method for signature 'GRaster,GRaster'
Arith(e1, e2)
## S4 method for signature 'GVector,GVector'
Arith(e1, e2)
e1 , e2 |
|
A GRaster
.
if (grassStarted()) {
# Setup
library(sf)
library(terra)
# Example data
madElev <- fastData("madElev")
# Convert a SpatRaster to a GRaster
elev <- fast(madElev)
elevs <- c(elev, elev, log10(elev) - 1, sqrt(elev))
names(elevs) <- c("elev1", "elev2", "log_elev", "sqrt_elev")
elev
elevs
# do some math
elev + 100
elev - 100
elev * 100
elev / 100
elev ^ 2
elev %/% 100 # divide then round down
elev %% 100 # modulus
100 + elev
100 %/% elev
100 %% elev
elevs + 100
100 + elevs
# math with logicals
elev + TRUE
elev - TRUE
elev * TRUE
elev / TRUE
elev ^ TRUE
elev %/% TRUE # divide then round down
elev %% TRUE # modulus
elevs + TRUE
TRUE + elevs
# Raster interacting with raster(s):
elev + elev
elev - elev
elev * elev
elev / elev
elev ^ log(elev)
elev %/% sqrt(elev) # divide then round down
elev %% sqrt(elev) # modulus
elevs + elev
elev * elevs
# sign
abs(-1 * elev)
abs(elevs)
# powers
sqrt(elevs)
# trigonometry
sin(elev)
cos(elev)
tan(elev)
asin(elev)
acos(elev)
atan(elev)
atan(elevs)
atan2(elev, elev^1.2)
atan2(elevs, elev^1.2)
atan2(elev, elevs^1.2)
atan2(elevs, elevs^1.2)
# logarithms
exp(elev)
log(elev)
ln(elev)
log2(elev)
log1p(elev)
log10(elev)
log10p(elev)
log(elev, 3)
log(elevs)
# rounding
round(elev + 0.5)
floor(elev + 0.5)
ceiling(elev + 0.5)
trunc(elev + 0.5)
}
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