Chapter 16 Dates and Times
library(tidyverse)
library(lubridate)
Attaching package: ‘lubridate’
The following object is masked from ‘package:igraph’:
%--%
The following object is masked from ‘package:base’:
date
library(nycflights13)
today()
[1] "2018-12-03"
now()
[1] "2018-12-03 10:23:15 PST"
Dates from strings
ymd("2017-01-31")
[1] "2017-01-31"
mdy("January 31st, 2017")
[1] "2017-01-31"
dmy("31-Jan-2017")
[1] "2017-01-31"
Dates with times
ymd_hms("2017-01-31 20:11:59")
[1] "2017-01-31 20:11:59 UTC"
mdy_hm("01/31/2017 08:01")
[1] "2017-01-31 08:01:00 UTC"
flights %>%
select(year, month, day, hour, minute)
flights %>%
select(year, month, day, hour, minute) %>%
mutate(departure = make_datetime(year, month, day, hour, minute))
make_datetime_100 <- function(year, month, day, time) {
make_datetime(year, month, day, time %/% 100, time %% 100)
}
flights_dt <- flights %>%
filter(!is.na(dep_time), !is.na(arr_time)) %>%
mutate(
dep_time = make_datetime_100(year, month, day, dep_time),
arr_time = make_datetime_100(year, month, day, arr_time),
sched_dep_time = make_datetime_100(year, month, day, sched_dep_time),
sched_arr_time = make_datetime_100(year, month, day, sched_arr_time)
) %>%
select(origin, dest, ends_with("delay"), ends_with("time"))
flights_dt
flights_dt %>%
ggplot(aes(dep_time)) +
geom_freqpoly(binwidth = 86400) # 86400 seconds = 1 day
![](data:image/png;base64,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)
flights_dt %>%
filter(dep_time < ymd(20130102)) %>%
ggplot(aes(dep_time)) +
geom_freqpoly(binwidth = 600) # 600 s = 10 minutes
![](data:image/png;base64,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)
Getting the components
datetime <- ymd_hms("2016-07-08 12:34:56")
year(datetime)
[1] 2016
month(datetime)
[1] 7
mday(datetime)
[1] 8
yday(datetime)
[1] 190
wday(datetime)
[1] 6
flights_dt %>%
mutate(wday = wday(dep_time, label = TRUE)) %>%
ggplot(aes(x = wday)) +
geom_bar()
![](data:image/png;base64,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)
flights_dt %>%
mutate(minute = minute(dep_time)) %>%
group_by(minute) %>%
summarise(
avg_delay = mean(arr_delay, na.rm = TRUE),
n = n()) %>%
ggplot(aes(minute, avg_delay)) +
geom_line()
![](data:image/png;base64,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)
sched_dep <- flights_dt %>%
mutate(minute = minute(sched_dep_time)) %>%
group_by(minute) %>%
summarise(
avg_delay = mean(arr_delay, na.rm = TRUE),
n = n())
ggplot(sched_dep, aes(minute, avg_delay)) +
geom_line()
![](data:image/png;base64,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)
Time zones
Sys.timezone()
[1] "America/Los_Angeles"
All of the time zones
length(OlsonNames())
[1] 606
head(OlsonNames())
[1] "Africa/Abidjan" "Africa/Accra" "Africa/Addis_Ababa" "Africa/Algiers" "Africa/Asmara"
[6] "Africa/Asmera"
(x1 <- ymd_hms("2015-06-01 12:00:00", tz = "America/New_York"))
[1] "2015-06-01 12:00:00 EDT"
(x2 <- ymd_hms("2015-06-01 18:00:00", tz = "Europe/Copenhagen"))
[1] "2015-06-01 18:00:00 CEST"
(x3 <- ymd_hms("2015-06-02 04:00:00", tz = "Pacific/Auckland"))
[1] "2015-06-02 04:00:00 NZST"
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