Reputation: 29
My issue is that I am working on a really extensive dataset and that my tracking data encompass several UTM zones (12 to be specific: 32-33-34-35-36-37-38-39-40-41-42-43).
Snip of my data:
> head(springsub)
id DateTime lat lon Altitude Sex Age Tag distance time_interval velocity velocity_kmh
1 N34234@1BF1A215 2022-03-15 10:42:00 45.50620 12.57837 5 1 6 GPS-GSM_TECHNOSMART 0.00000 NA NA NA
2 N34234@1BF1A215 2022-03-16 06:42:00 48.62932 20.51655 274 1 6 GPS-GSM_TECHNOSMART 695286.88086 72000 9.656762234 34.76434404
3 N34234@1BF1A215 2022-03-16 08:42:00 48.62761 20.51720 262 1 6 GPS-GSM_TECHNOSMART 195.38842 7200 0.027137281 0.09769421
4 N34234@1BF1A215 2022-03-16 10:42:00 48.62785 20.51662 271 1 6 GPS-GSM_TECHNOSMART 50.60765 7200 0.007028840 0.02530382
5 N34234@1BF1A215 2022-03-16 12:41:00 48.62737 20.51678 270 1 6 GPS-GSM_TECHNOSMART 54.77180 7140 0.007671121 0.02761603
6 N34234@1BF1A215 2022-03-16 18:42:00 49.30252 20.92450 914 1 6 GPS-GSM_TECHNOSMART 80799.38930 21660 3.730350383 13.42926138
utm_zone
1 33
2 34
3 34
4 34
5 34
6 34
Now many tracking data analysis workflows use Easting and Northing in UTM coordinates instead of longitude and latitude (which is what I have for now).
I tried projecting my tracks in UTM but obviously they get extremely distorted (when projecting around a "central" UTM zone).
# Project to UTM
llcoord <- st_as_sf(springsub[, c("lon", "lat")], coords =
c("lon", "lat"), crs = CRS("+proj=longlat +datum=WGS84"))
utmcoord <- st_transform(llcoord, crs = CRS("+proj=utm +zone=37
+datum=WGS84"))
# Add Easting and Northing to data (in km)
data[, c("x", "y")] <- st_coordinates(utmcoord)/1000
What should I do? Splitting by UTM zones as in Converting latitude and longitude data to UTM with points from multiple UTM zones in R doesn't sound like a good idea considering that each track encompasses several zones and represents an individual movement.
Should I use a Lambert projection or an Equal Earth projection as in Projecting long/lat with multiple UTM zones instead?
Would that mean still using Easting and Norting metric information suitable for (as an example) a Hidden Markov Model analysis?
Thank you
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