| inCone {NetLogoR} | R Documentation |
Agents in cone
Description
Report the agents within the "cone of vision" in front of each one of the
turtles.
Usage
inCone(turtles, radius, angle, agents, world, torus = FALSE)
## S4 method for signature 'agentMatrix,numeric,numeric,matrix'
inCone(turtles, radius, angle, agents, world, torus = FALSE)
Arguments
turtles |
|
radius |
Numeric. Vector of distances from |
angle |
Numeric. Vector of angles to define the size of the cone of vision
for the |
agents |
Matrix ( `AgentMatrix` object representing the moving `agents`. |
world |
|
torus |
Logical to determine if the |
Details
agents are reported if there are within radius
distance of the turtle and their direction from the turtle is within
[-angle, + angle] of the turtle's heading.
Distances to `patches` are calculated to their center.
If `torus = FALSE`, `world` does not need to be provided.
If `torus = TRUE`, the `radius` distances are calculated
around the sides of the `world` to select `agents`.
Value
Matrix (ncol = 3) with the first column pxcor
and the second column pycor representing the coordinates of the
patches among agents2 within the cone of vision of each of the
turtles
which are represented by the id column, if
agents are patches, or
Matrix (`ncol` = 2) with the first column `who`
representing the `who` numbers of the
`turtles` among `agents2` within the cone of vision of each of the
`turtles`
which are represented by the `id` column, if
`agents` are `turtles`.
Author(s)
Sarah Bauduin
References
Wilensky, U. 1999. NetLogo. http://ccl.northwestern.edu/netlogo/. Center for Connected Learning and Computer-Based Modeling, Northwestern University. Evanston, IL.
See Also
https://ccl.northwestern.edu/netlogo/docs/dictionary.html#in-cone
Examples
w1 <- createWorld(minPxcor = 0, maxPxcor = 4, minPycor = 0, maxPycor = 4)
t1 <- createTurtles(n = 10, coords = randomXYcor(w1, n = 10))
if (requireNamespace("sf", quietly = TRUE)) {
p1 <- inCone(turtles = t1, radius = 2, agents = patches(w1), angle = 90)
t2 <- inCone(turtles = turtle(t1, who = 0), radius = 2, angle = 90, agents = t1)
}