There are some other posts out there related to this one, such as these: Post 1, Post 2, Post 3. However, none of them deliver what I am hoping for. What I want is to be able to draw a line segment from a specific point (a sampling location) to the edge of a polygon fully surrounding that point (a lake border) in a specific direction ("due south" aka downward). I then want to measure the length of that line segment in between the sampling point and the polygon edge (really, it's only the distance I want, so if we can get the distance without drawing the line segment, so much the better!). Unfortunately, it doesn't seem like functionality to do this already exists within the sf package: See closed issue here.
I suspect, though, that this is possible through a modification of the solution offered here: See copy-pasted code below, modified by me. However, I am pretty lousy with the tools in sf--I got as far as making line segments that just go from the points themselves to the southern extent of the polygon, intersecting the polygon at some point:
library(sf)
library(dplyr)
df = data.frame(
lon = c(119.4, 119.4, 119.4, 119.5, 119.5),
lat = c(-5.192,-5.192,-5.167,-5.167,-5.191)
)
polygon <- df %>%
st_as_sf(coords = c("lon", "lat"), crs = 4326) %>%
summarise(geometry = st_combine(geometry)) %>%
st_cast("POLYGON")
plot(polygon)
df2 <- data.frame(lon = c(119.45, 119.49, 119.47),
lat = c(-5.172,-5.190,-5.183))
points <- df2 %>%
st_as_sf(coords = c("lon", "lat"), crs = 4326) %>%
summarise(geometry = st_combine(geometry)) %>%
st_cast("MULTIPOINT")
plot(points, add = TRUE, col = "red")
# Solution via a loop
xmin <- min(df$lat)
m = list()
# Iterate and create lines
for (i in 1:3) {
m[[i]] = st_linestring(matrix(
c(df2[i, "lon"],
df2[i, "lat"],
df2[i, "lon"],
xmin),
nrow = 2,
byrow = TRUE
))
}
test = st_multilinestring(m)
# Result is line MULTILINESTRING object
plot(test, col = "green", add = TRUE)
But now I can't figure out how to use st_intersection or any such function to figure out where the intersection points are. Most of the trouble lies, I think, in the fact that what I'm creating is not an sf object, and I can't figure out how to get it to be one. I assume that, if I could figure out where the segments intersect the polygon (or the most-northern time they do so, ideally), I could somehow measure from the intersection points to the sampling points using a function like st_distance. Since lake polygons are often really complex, though, it's possible a segment will intersect the polygon multiple times (such as if there is a peninsula south of a given point), in which case I figure I can find the "furthest north" intersection point for each sampling point and use that or else take the minimum such distance for each sampling point.
Anyhow, if someone can show me the couple of steps I'm missing, that'd be great! I feel like I'm so close and yet so far...


