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CockroachDB v21.1 is no longer supported as of November 18, 2022. For more details, refer to the Release Support Policy.
In this tutorial, you will plan a vacation from New York City to the Adirondack Mountains in northern New York State to do some birdwatching while visiting local independent bookstores. In the process, you will explore several of CockroachDB's spatial capabilities:
- Importing spatial data from SQL files (including how to build spatial geometries from data in CSV files).
- Putting together separate spatial data sets to ask and answer potentially interesting questions.
- Using various built-in functions for operating on spatial data.
- Creating indexes on spatial data.
- Performing joins on spatial data, and using
EXPLAINto make sure indexes are effective. - Visualizing the output of your queries using free tools like https://geojson.io
Step 1. Review the scenario
You live in New York City and are an avid birdwatcher and reader of books. You are going on a vacation up to the Adirondack Mountains in northern New York State. Although you are interested in many bird species, you are most interested in seeing (and hearing) the Common Loon, a bird that can be found near the lakes and ponds of the north woods.
As a connoisseur of bookstores, you also want to make sure to visit as many of the local independent bookstores as possible on your trip, as long as they are nearby to Loon habitat.
Therefore, in order to plan your vacation trip effectively and optimize for having the most fun, you want to make sure to visit:
- Loon habitat (at minimum -- ideally you would like to go on the "hunt" for other interesting bird species).
- Independent bookstores that are located within the approximate home range of the loon.
To accomplish the above, you have put together a data set that consists of what are normally several different data sets, namely:
NY State bird sighting data from the years 2000-2019, taken from the North American Breeding Bird Survey (NABBS). The full survey covers the US and Canada from the years 1966-2019 and is very large, so you have decided to import just the recent NY data since that is all you need to plan your trip.
Road data from the US National Atlas - Major Roads of the United States data set. This consists of a full road map of the United States. It was last modified in 2016, so it should be reasonably accurate.
Bookstore information (name, address, website, etc.) you scraped from the American Booksellers Association website's member directory.
For more information about how this data set is put together, see the Data set description.
Step 2. Start CockroachDB
This tutorial can be accomplished in any CockroachDB cluster running v20.2 or later.
The simplest way to get up and running is with cockroach demo, which starts a temporary, in-memory CockroachDB cluster and opens an interactive SQL shell:
$ cockroach demo
You will see a SQL client prompt that looks like the one shown below. You will use this prompt for the rest of the tutorial.
root@127.0.0.1:34839/movr>
Step 3. Load the data set
Create a
tutorialdatabase, and use it.CREATE DATABASE tutorial; USE tutorial;IMPORTthe parts of the data set that live in thetutorialdatabase.IMPORT PGDUMP ('https://spatial-tutorial.s3.us-east-2.amazonaws.com/bookstores-and-roads-20210125.sql') WITH ignore_unsupported_statements;job_id | status | fraction_completed | rows | index_entries | bytes ---------------------+-----------+--------------------+--------+---------------+----------- 629565276454256641 | succeeded | 1 | 228807 | 0 | 75952972 (1 row) Time: 17.745s total (execution 17.744s / network 0.000s)Create a
birdsdatabase, and use it.CREATE DATABASE birds; USE birds;IMPORTthe parts of the data set that live in thebirdsdatabase.IMPORT PGDUMP ('https://spatial-tutorial.s3.us-east-2.amazonaws.com/birds-20210125.sql') WITH ignore_unsupported_statements;job_id | status | fraction_completed | rows | index_entries | bytes ---------------------+-----------+--------------------+-------+---------------+---------- 629565605599412225 | succeeded | 1 | 86616 | 0 | 4096847 (1 row)Switch back to the
tutorialdatabase. All of the queries in this tutorial assume you are in thetutorialdatabase.USE tutorial;
Step 4. Scout loon locations
(1) Where has the Common Loon been sighted by the NABBS in the years 2000-2019 in NY state?
As a first step, you'd like to know where exactly the Common Loon has been sighted in New York State. You know that many of the loon sightings will have taken place in the Adirondacks (our overall destination) due to the nature of the loon's preferred habitat of northern lakes and ponds, but it will be useful to know the precise locations for trip planning, and for asking further related questions about other bird habitats as well as nearby bookstores you'd like to visit.
Because of the structure of the birds database, you will wrap the results of a subquery against the birds database in a common table expression (CTE) to provide a shorthand name for referring to this data. This step will be necessary every time you want to get information about bird sightings. Therefore, the general pattern for many of these queries will be something like:
- Get bird information (usually including location data) and store the results in a named CTE.
- Using the named CTE, perform additional processing against the results of the CTE combined with other data you have (e.g., bookstores, roads). Depending on the complexity of the questions asked, you may even need to create multiple CTEs.
In the query below, to answer the question "where are the loons?", take the following steps:
- Join
birds.birds,birds.routes, andbirds.observationson the bird ID and route IDs where the bird name is "Common Loon". - Collect the resulting birdwatcher route geometries (
routes.geom) into one geometry (a MultiPoint). - Give the resulting table a name,
loon_sightings, and query against it. In this case the query is rather simple: since the geometries have been collected into one in step 2 above, output the geometry as GeoJSON so the result can be pasted into https://geojson.io to generate a map of the sightings.
WITH
loon_sightings
AS (
SELECT
st_collect(routes.geom) AS the_geom
FROM
birds.birds,
birds.observations,
birds.routes
WHERE
birds.name = 'Common Loon'
AND birds.id = observations.bird_id
AND observations.route_id = routes.id
)
SELECT
st_asgeojson(the_geom)
FROM
loon_sightings;
st_asgeojson
--------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------
{"type":"MultiPoint","coordinates":[[-75.078218,43.662991],[-75.078218,43.662991],[-75.078218,43.662991],[-75.078218,43.662991],[-75.078218,43.662991],[-75.078218,43.662991],[-75.078218,43.662991],[-74.389678,43.652701],[-74.389678,43.652701],[-74.389678,43.652701],[-74.389678,43.652701],[-74.389678,43.652701],[-74.389678,43.652701],[-74.389678,43.652701],[-74.389678,43.652701],[-74.389678,43.652701],[-74.9492509,43.6625207],[-74.473788,43.726581],[-74.473788,43.726581],[-74.473788,43.726581],[-74.234828,43.971271],[-74.234828,43.971271],[-74.234828,43.971271],[-74.234828,43.971271],[-74.234828,43.971271],[-74.234828,43.971271],[-74.3975289,43.5654587],[-74.3975289,43.5654587],[-74.7918689,43.7217467],[-74.7918689,43.7217467],[-74.7918689,43.7217467],[-74.7918689,43.7217467],[-74.7918689,43.7217467],[-74.7918689,43.7217467],[-74.7918689,43.7217467],[-74.7918689,43.7217467],[-74.0622389,43.6884937],[-74.0622389,43.6884937],[-73.7371009,43.6098217],[-75.0557089,44.4354227],[-74.9230359,44.1319167],[-74.9230359,44.1319167],[-74.9230359,44.1319167],[-74.9230359,44.1319167],[-74.9230359,44.1319167],[-74.9230359,44.1319167],[-74.9230359,44.1319167],[-74.9230359,44.1319167],[-74.9230359,44.1319167],[-74.9230359,44.1319167],[-74.9230359,44.1319167],[-74.1807169,44.4319917],[-74.1807169,44.4319917],[-74.1807169,44.4319917],[-74.1807169,44.4319917],[-74.1807169,44.4319917],[-74.1807169,44.4319917],[-74.1807169,44.4319917],[-74.1807169,44.4319917],[-74.1807169,44.4319917],[-74.1807169,44.4319917],[-74.1807169,44.4319917],[-74.1807169,44.4319917],[-74.1807169,44.4319917],[-74.1807169,44.4319917],[-74.1807169,44.4319917],[-74.1807169,44.4319917],[-74.1807169,44.4319917],[-74.7210849,44.5376687],[-74.7210849,44.5376687],[-74.7210849,44.5376687],[-73.4887779,44.4433387],[-73.4887779,44.4433387],[-75.7014799,44.1487467],[-75.7014799,44.1487467],[-75.7014799,44.1487467],[-75.7014799,44.1487467],[-75.7014799,44.1487467],[-74.9852279,42.0781957],[-74.9852279,42.0781957],[-74.966888,43.679941],[-74.966888,43.679941],[-74.966888,43.679941],[-74.966888,43.679941],[-74.966888,43.679941],[-74.966888,43.679941],[-74.966888,43.679941],[-74.966888,43.679941],[-74.966888,43.679941],[-74.966888,43.679941],[-74.966888,43.679941],[-74.492148,44.522881],[-74.492148,44.522881],[-74.492148,44.522881],[-74.6305979,44.1294587],[-74.6305979,44.1294587],[-74.6305979,44.1294587],[-74.6305979,44.1294587],[-74.6305979,44.1294587],[-74.6305979,44.1294587],[-74.6305979,44.1294587],[-74.6305979,44.1294587],[-74.6305979,44.1294587],[-74.6305979,44.1294587],[-74.6305979,44.1294587]]}
(1 row)
Paste the result above into https://geojson.io and you should see the following map, with gray markers for each loon sighting from the bird survey.
(2) What is the total area of Loon sightings?
Now that you have some sense of how loon sightings are distributed across the state, you may wonder: What is the area of the loon's approximate habitat (per these sightings) in New York State?
To find the answer:
- Collect the geometries of all loon sightings together in a CTE as one geometry.
- Get the area of the convex hull of the resulting geometry.
- Because the
birds.routesdata uses SRID 4326, the resulting area is measured in degrees, which can be converted to square miles by casting the data to aGEOGRAPHYtype and dividing by 1609 (the number of meters in a mile) squared.
WITH
loon_sightings
AS (
SELECT
st_collect(routes.geom) AS the_geom
FROM
birds.birds,
birds.observations,
birds.routes
WHERE
birds.name = 'Common Loon'
AND birds.id = observations.bird_id
AND observations.route_id = routes.id
)
SELECT
st_area(st_convexhull(the_geom)::GEOGRAPHY) / 1609 ^ 2
FROM
loon_sightings;
The result is an area of about 10,000 square miles, which can be visualized by a box with sides that are a little over 100 miles long. This answer can be verified by looking at the map output from #1 and noting that most of the observation locations are well within 100 miles of each other.
?column?
----------------------
10430.691899422598
(1 row)
(3) How many Loon sightings have there been in NY state in the years 2000-2019?
In addition to the loon observation point locations and the area of those observations (which you can take as a proxy for the size of the loon's local habitat), you may want to know exactly how many times a loon has been sighted in the area.
To find the answer:
- Join
birds.birdsandbirds.observationson the bird ID where the bird name is "Common Loon". - Sum all of the sightings; the
GROUP BYon bird names is necessary due to the use of thesumaggregate function.
SELECT
birds.name, sum(observations.count) AS sightings
FROM
birds.birds, birds.observations
WHERE
birds.name = 'Common Loon'
AND birds.id = observations.bird_id
GROUP BY
birds.name;
name | sightings
--------------+------------
Common Loon | 269
(1 row)
(4) How many Loon sightings were there in NY state in just the year 2019?
You might like to get a sense of how many of the loon sightings were more recent. For example, if there have been fewer sightings of loons in recent years, you might wonder if the population were declining in NY State.
To determine how many sightings there were in NY state in 2019, re-use the query from #3, with the additional constraint that the observation year is 2019.
SELECT
birds.name, sum(observations.count) AS sightings
FROM
birds.birds, birds.observations
WHERE
birds.name = 'Common Loon'
AND birds.id = observations.bird_id
AND observations.year = 2019
GROUP BY
birds.name;
If the sightings are evenly distributed, you might expect this to yield about 13 sightings. In fact, it's pretty close. This suggests that the loon population may have remained fairly stable over the years 2000-2019.
name | sightings
--------------+------------
Common Loon | 12
(1 row)
(5) What is the density of Loon sightings per square mile in its range as defined by this data set in 2019?
Since you are planning to do some hiking back into the woods to find the actual loons, you may get curious as to how densely the loon population is scattered over its habitat. From a practical perspective, the distribution is not actually even, since loons are most frequently located on lakes and ponds. Even so, it may serve as a useful proxy for the general areas in which to focus your birdwatching travels.
To answer this question:
- Build a CTE that returns both the convex hull of loon habitat, as well as the sum of all loon observations in NY.
- Query the result table of the CTE from step 1 to divide the number of sightings by the area of the loon's habitat (the convex hull). As in #2, do some arithmetic to convert from the unit of degrees returned by SRID 4326 to square miles.
WITH
loon_habitat
AS (
SELECT
sum(observations.count) AS sightings,
st_convexhull(st_collect(routes.geom))
AS the_hull
FROM
birds.birds,
birds.observations,
birds.routes
WHERE
birds.name = 'Common Loon'
AND birds.id = observations.bird_id
AND observations.route_id = routes.id
AND observations.year = 2019
)
SELECT
loon_habitat.sightings::FLOAT8
/ (
SELECT
st_area(loon_habitat.the_hull::GEOGRAPHY)
/ 1609 ^ 2
)
FROM
loon_habitat;
It turns out that this is a pretty small number. There are not very many loon sightings per square mile within its overall habitat area, since lakes and ponds make up a small portion of the physical space inside the convex hull of observations.
?column?
------------------------
0.005078531189694916
(1 row)
Step 5. Find bookstores to visit
(6) What are the bookstores that lie within the Loon's habitat range in NY state?
Now that you have asked (and answered) some exploratory questions that may inform your birdwatching activities while on vacation, it would be good to start thinking about what bookstores to visit as part of your travels.
A natural question that arises is: given that you are looking for loon habitat, what are the bookstores located within that habitat?
To answer this question:
- Build a CTE that returns the convex hull of Common Loon habitat.
- Join the results of the above CTE with a query against the
bookstorestable that checks whether a bookstore's location is contained by the loon habitat. Note that the query below orders by the store geometries so that stores in the list are clustered by location. This ordering may be useful if you want to travel between nearby stores. For more information about how this ordering is calculated, see How CockroachDB's spatial indexing works.
WITH
loon_sightings
AS (
SELECT
st_convexhull(st_collect(routes.geom))
AS loon_hull
FROM
birds.birds,
birds.observations,
birds.routes
WHERE
birds.name = 'Common Loon'
AND birds.id = observations.bird_id
AND observations.route_id = routes.id
)
SELECT
name, street, city, state, url, phone
FROM
tutorial.bookstores, loon_sightings
WHERE
st_contains(loon_hull, geom)
ORDER BY
geom;
name | street | city | state | url | phone
---------------------------------------------------+-----------------------+----------------+-------+-------------------------------------------------+-----------------
Blacktree Books | 5006 State Highway 23 | Oneonta | NY | https://blacktreeoneonta.square.site/ | 6074321200
The Green Toad Bookstore | 198 Main St | Oneonta | NY | http://www.greentoadbookstore.com | (607) 433-8898
The Treehouse Reading and Arts Center | 587 Main St Ste 304 | New York Mills | NY | http://treehousebookshop.com | 315-765-6262
Gansevoort House Books at Gems Along the Mohawk | 800 Mohawk St | Herkimer | NY | |
Gansevoort House Books at The Shoppes at 25 West | 25 W Mill Street | Little Falls | NY | http://www.gansevoorthouse.com/bookstore/ |
Mysteries On Main Street | 144 W Main St | Johnstown | NY | https://www.facebook.com/MysteriesOnMainStreet/ | (518) 736-2665
The Bookstore Plus Music & Art | 2491 Main St | Lake Placid | NY | http://www.thebookstoreplus.com | (518) 523-2950
The Book Nook (Saranac Lake, NY) | 7 Broadway | Saranac Lake | NY | https://www.facebook.com/slbooknook/ | 6315999511
(8 rows)
(7) How many different species of bird habitats contain the location of the Book Nook in Saranac Lake, NY?
As a birdwatcher, you probably do not want to only see the Common Loon. As long as you are spending time outside, it would be nice to see what other species of bird are in the area. This may provide even more birdwatching fun.
Since you know you will want to hit up The Book Nook in Saranac Lake, NY at least once on your trip, you decide to see what bird species' habitats contain the store's location. That way you can get a sense of the diversity of bird species in the area.
To answer this question:
- Build a CTE that returns some information about the bookstore you want to visit.
- Build another CTE that returns information about the habitats of birds observed in NY state, and collects the habitat geometries together into one geometry.
- Join the results of the above CTEs and query the count of birds whose habitats contain the location of the bookstore.
Note:
The final SELECT in the query below is doing a join that will not benefit from spatial indexing, since both sides of the join are the results of CTEs, and are therefore not indexed.
WITH
the_book_nook
AS (
SELECT
bookstores.name, street, city, state, geom
FROM
tutorial.bookstores
WHERE
state = 'NY' AND city = 'Saranac Lake'
),
local_birds
AS (
SELECT
birds.name,
st_convexhull(st_collect(routes.geom))
AS the_hull
FROM
birds.birds,
birds.observations,
birds.routes
WHERE
birds.id = observations.bird_id
AND observations.route_id = routes.id
GROUP BY
birds.name
)
SELECT
count(local_birds.name)
FROM
local_birds, the_book_nook
WHERE
st_contains(local_birds.the_hull, the_book_nook.geom);
This is encouraging; there are over 120 species of birds for you to choose from whose habitats include the bookstore you want to visit!
count
---------
124
(1 row)
You can verify the results by checking how many bird species have been sighted by the bird survey overall; you should expect that this number will be much larger than 124, and indeed it is:
SELECT COUNT(name) FROM birds.birds;
count
---------
756
(1 row)
(8) Which 25 birds were most often sighted within 10 miles of the Book Nook in Saranac Lake, NY during the 2000-2019 observation period?
It's great that you know how many bird species may be near a given bookstore; however, that query didn't tell you which birds you have the best chance of seeing. Therefore, you'd like to figure out what birds are the most commonly seen in the area near a bookstore you want to visit: The Book Nook in Saranac Lake, NY.
To answer this question:
- Build a CTE that returns some information about the bookstore you want to visit.
- Join the results of the above CTE and a query against the
birdsdatabase that lists the names and observation totals (sums) of birds whose habitats are within 10 miles of the location of the bookstore.
Note:
The query below can also be written using an explicit ST_DWithin, which is an index-accelerated function. CockroachDB optimizes ST_Distance(...) < $some_value to use ST_DWithin (see this query's EXPLAIN output for details).
WITH
the_book_nook
AS (
SELECT
bookstores.name, street, city, state, geom
FROM
tutorial.bookstores
WHERE
state = 'NY' AND city = 'Saranac Lake'
)
SELECT
birds.name, sum(observations.count) AS sightings
FROM
birds.birds,
birds.observations,
birds.routes,
the_book_nook
WHERE
birds.id = observations.bird_id
AND observations.route_id = routes.id
AND st_distance(
the_book_nook.geom::GEOGRAPHY,
routes.geom::GEOGRAPHY
)
< (1609 * 10)
GROUP BY
birds.name
ORDER BY
sightings DESC
LIMIT
25;
Perhaps surprisingly, the Red-eyed Vireo is the "winner", followed by a number of other fairly common birds. If you want a birdwatching challenge, you can reverse the sort order of the above query to find the rarest birds.
name | sightings
-----------------------------------------+------------
Red-eyed Vireo | 2557
White-throated Sparrow | 928
Hermit Thrush | 924
American Robin | 691
Ovenbird | 650
American Crow | 528
(Myrtle Warbler) Yellow-rumped Warbler | 506
Chipping Sparrow | 465
Black-capped Chickadee | 390
Yellow-bellied Sapsucker | 359
Blue-headed Vireo | 357
Blue Jay | 345
Winter Wren | 344
Cedar Waxwing | 272
Blackburnian Warbler | 248
Magnolia Warbler | 236
Black-throated Green Warbler | 226
Common Grackle | 218
Red-breasted Nuthatch | 209
Common Yellowthroat | 184
Northern Parula | 175
Nashville Warbler | 164
Red-winged Blackbird | 152
Least Flycatcher | 128
American Redstart | 123
(25 rows)
(9) What does the shape of all bookstore locations that lie within the Loon's habitat look like?
You already discovered which bookstores are located within loon habitat. However, you cannot really tell where these stores are located based on reading that query's output. You need to see them on the map. Therefore, for trip planning purposes, you decide you would like to look at the shape of the convex hull of the store locations.
To answer this question:
- Build a CTE that returns the convex hull of Common Loon habitat.
- Join the results of the above CTE with a query against the
bookstorestable that checks whether a bookstore's location is contained by the loon habitat. - Collect the geometries that result from the step above into a single geometry, calculate its convex hull, and return the results as GeoJSON.
WITH
loon_habitat
AS (
SELECT
st_convexhull(st_collect(routes.geom))
AS the_hull
FROM
birds.birds,
birds.observations,
birds.routes
WHERE
birds.name = 'Common Loon'
AND birds.id = observations.bird_id
AND observations.route_id = routes.id
)
SELECT
st_asgeojson(st_convexhull(st_collect(geom)))
FROM
tutorial.bookstores, loon_habitat
WHERE
st_contains(the_hull, geom);
st_asgeojson
---------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------
{"type":"Polygon","coordinates":[[[-75.036815,42.448793],[-75.062138,42.454003],[-75.296575,43.098322],[-74.131673,44.326892],[-73.980251,44.279377],[-74.374175,43.006495],[-75.036815,42.448793]]]}
(1 row)
Paste the result above into https://geojson.io and you should see the following map:
(10) What is the area of the shape of all bookstore locations that are in the Loon's habitat range within NY state?
You have already visualized the convex hull, but now you would like to calculate its area in square miles.
To answer this question:
- Build a CTE that returns the convex hull of Common Loon habitat.
- Join the results of the above CTE with a query against the
bookstorestable that checks whether a bookstore's location is contained by the loon habitat. - Get the area of the convex hull of the resulting geometry.
- Collect the geometries that result from the step above into a single geometry, calculate its convex hull, and calculate the area of the hull. As in previous examples, note that because the
birds.routesdata uses SRID 4326, the resulting area is measured in degrees, which is converted to square miles by casting the data to aGEOGRAPHYtype and dividing by 1609 (the number of meters in a mile) squared.
WITH
loon_habitat
AS (
SELECT
st_convexhull(st_collect(routes.geom))
AS the_hull
FROM
birds.birds,
birds.observations,
birds.routes
WHERE
birds.name = 'Common Loon'
AND birds.id = observations.bird_id
AND observations.route_id = routes.id
)
SELECT
st_area(st_convexhull(st_collect(geom))::GEOGRAPHY)
/ 1609 ^ 2
FROM
tutorial.bookstores, loon_habitat
WHERE
st_contains(the_hull, geom);
The result is an area of about 3,500 square miles, which can be visualized by a box with sides that are approximately 60 miles long. This answer can be verified by looking at the map output from #9 and noting that most of the points on the hull are within about 60 miles of each other.
?column?
----------------------
3564.1722404508437
(1 row)
Step 6. Plan your route
(11) How long is the route from Mysteries on Main Street in Johnstown, NY to The Book Nook in Saranac Lake, NY?
So far, you have written queries that ask questions about bird habitats, bookstore locations, or some combination of the two. Because you are planning a trip, you want to think about how to travel between the bookstores in the loon habitat area. Depending on how far apart the bookstores are, you may want to visit more than one of them in a day, perhaps doing some birdwatching along the way.
In order to accomplish this, you start looking at the bookstore_routes table to see how far the distance is in miles between two of the bookstores you'd like to visit.
To answer this question:
- Issue subqueries that find the IDs of two of the bookstores you'd like to travel between, as start and end points.
- Measure the length of the geometry that corresponds to those start and end IDs. Note that because the
bookstore_routes.geomcolumn has a SRID of 0 (which it inherited from theroadsdatabase from which it was created), you can convert to miles by casting the data to aGEOGRAPHYtype, which uses meters, and then dividing by 1609 (the number of meters in a mile).
SELECT
st_length(geom::GEOGRAPHY) / 1609
FROM
bookstore_routes
WHERE
end_store_id
= (
SELECT
id
FROM
tutorial.bookstores
WHERE
city = 'Johnstown' AND state = 'NY'
)
AND start_store_id
= (
SELECT
id
FROM
tutorial.bookstores
WHERE
city = 'Saranac Lake' AND state = 'NY'
);
The answer is: these two stores are about 132 miles apart, measured in road miles.
?column?
---------------------
132.6837073049756
(1 row)
(12) What does the route from Mysteries on Main Street in Johnstown, NY to The Book Nook in Saranac Lake, NY look like?
You have determined how long the drive between these two stores will be, but you would like to see what it looks like on the map.
To find this out, you can re-use the query from the previous question, using ST_AsGeoJSON instead of ST_Length, and skipping the distance math to generate output in miles.
SELECT
st_asgeojson(geom)
FROM
bookstore_routes
WHERE
end_store_id
= (
SELECT
id
FROM
tutorial.bookstores
WHERE
city = 'Johnstown' AND state = 'NY'
)
AND start_store_id
= (
SELECT
id
FROM
tutorial.bookstores
WHERE
city = 'Saranac Lake' AND state = 'NY'
);
The result is a very large chunk of JSON:
st_asgeojson
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--------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------
{"type":"MultiLineString","coordinates":[[[-74.152265,44.317412001],[-74.150683244,44.320361245],[-74.149541,44.322491001]],[[-74.357329,44.244378001],[-74.356093,44.243859001],[-74.354178,44.242898001],[-74.348143,44.239648001],[-74.343626,44.237058001],[-74.342321,44.236058001],[-74.341749001,44.235410001],[-74.33975,44.232579001],[-74.339208,44.231977001],[-74.338667001,44.231599001],[-74.337461,44.231248001],[-74.326169,44.228478001],[-74.324681,44.228200001],[-74.322827,44.228066001],[-74.319936001,44.228040001],[-74.318920999,44.228200001],[-74.316251,44.228909001],[-74.315228,44.229337001],[-74.313824,44.230576001],[-74.310864,44.234299001],[-74.308766,44.236287001],[-74.30769,44.237137001],[-74.306668,44.237778001],[-74.305104,44.238369001],[-74.300305,44.239258001],[-74.298489,44.239849001],[-74.296765,44.240559001],[-74.293965,44.241978001],[-74.285755,44.246469001],[-74.284199,44.246998001],[-74.283496,44.247158001],[-74.278659999,44.246807001],[-74.277065,44.246487001],[-74.27103,44.244926001],[-74.269977,44.244766001],[-74.268862,44.244926001],[-74.267528001,44.245315001],[-74.264667,44.246425001],[-74.263103,44.246887001],[-74.262439,44.246956001],[-74.261516,44.246887001],[-74.258806999,44.246215001],[-74.258105,44.246128001],[-74.256106,44.246376001],[-74.249583,44.248748001],[-74.242563999,44.250486001],[-74.240374,44.251056001],[-74.237955,44.251956001],[-74.236117,44.252757001],[-74.234713,44.253264001],[-74.233477,44.253375001],[-74.232264001,44.253214001],[-74.230066,44.252714001],[-74.228067,44.252554001],[-74.224855,44.252695001],[-74.222374999,44.253027001],[-74.220468,44.253485001],[-74.219284999,44.253916001],[-74.218202,44.254465001],[-74.217285999,44.255606001],[-74.216554001,44.256914001],[-74.216272,44.258444001],[-74.216172,44.260206001],[-74.215837,44.261663001],[-74.215417,44.262537001],[-74.215105,44.262884001],[-74.210526,44.266176001],[-74.209443,44.267164001],[-74.205635,44.272016001],[-74.204712,44.272855001],[-74.203781,44.273633001],[-74.20137,44.275014001],[-74.199875,44.276155001],[-74.189735,44.286454001],[-74.1883,44.287625001],[-74.187415,44.288033001],[-74.186333,44.288353001],[-74.184364869,44.288747417],[-74.184364734,44.288747444],[-74.180854001,44.289451001],[-74.178374,44.290524001],[-74.177191,44.291213001],[-74.176085,44.292084001],[-74.175354,44.292725001],[-74.174521,44.293915001],[-74.173979,44.295353001],[-74.173468,44.297363001],[-74.172934001,44.298374001],[-74.166349,44.306545001],[-74.165144,44.308003001],[-74.160711,44.311824001],[-74.159916999,44.312461001],[-74.157789,44.313514001],[-74.154476999,44.315021001],[-74.153623,44.315642001],[-74.152265,44.317412001]],[[-74.464373,44.224200001],[-74.462122,44.224250001],[-74.461046,44.224318001],[-74.455468999,44.22478],[-74.442636406,44.225904612],[-74.437326,44.226370001],[-74.436273,44.226599001],[-74.416718001,44.232618001],[-74.398811,44.238371001],[-74.396683,44.238729001],[-74.390892,44.239401001],[-74.386916999,44.240198001],[-74.376418001,44.242708001],[-74.37461,44.243078001],[-74.369964,44.243669001],[-74.358573,44.244409001],[-74.357329,44.244378001]],[[-74.538494,44.124160001],[-74.537784999,44.125049001],[-74.534733,44.128341001],[-74.533054,44.129662001],[-74.531116,44.130992001],[-74.528957,44.132541001],[-74.527345325,44.134460927],[-74.527338703,44.134468817],[-74.527332393,44.134476334],[-74.525867,44.136222001],[-74.525164999,44.137359001],[-74.524524,44.138992001],[-74.524012999,44.140750001],[-74.522853,44.151859001],[-74.522876,44.154721001],[-74.523166,44.156341001],[-74.523501999,44.157512001],[-74.523822,44.158702001],[-74.523914,44.160320001],[-74.523753999,44.161079001],[-74.523371,44.161991001],[-74.521656,44.164352001],[-74.518795,44.167732001],[-74.517734,44.168800001],[-74.515415,44.170791001],[-74.512392,44.173229001],[-74.511211,44.174079001],[-74.507396,44.176181001],[-74.500621,44.180629001],[-74.492266,44.190040001],[-74.487185,44.193339001],[-74.485827,44.194141001],[-74.480456,44.196220001],[-74.478991,44.196551001],[-74.474985,44.197211001],[-74.472384001,44.197902001],[-74.471864933,44.198667258],[-74.471781,44.198791001],[-74.471609775,44.199419986],[-74.47160767,44.199427717],[-74.471357398,44.200347074],[-74.471238999,44.200782001],[-74.470742999,44.204081001],[-74.470324,44.205100001],[-74.470011,44.205630001],[-74.468932391,44.207118271],[-74.468927664,44.207124794],[-74.467852,44.208609001],[-74.464525,44.213050001],[-74.462816,44.215560001],[-74.462626,44.216022001],[-74.462687,44.217509001],[-74.46288977,44.21846686],[-74.46306,44.219271001],[-74.463861,44.220321001],[-74.464914999,44.221049001],[-74.465776999,44.221599001],[-74.466311,44.222030001],[-74.466249999,44.222491001],[-74.465655,44.223059001],[-74.464373,44.224200001]],[[-74.529117,44.099819001],[-74.531985,44.102500001],[-74.532741,44.103572001],[-74.533183,44.104492001],[-74.533435,44.106109001],[-74.533527,44.108600001],[-74.534061,44.111190001],[-74.534503,44.112152001],[-74.535045,44.11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(1 row)
Paste the result above into https://geojson.io and you should see the following map:
(13) What were the 25 most-commonly-sighted birds in 2019 within 10 miles of the route between Mysteries on Main Street in Johnstown, NY and The Bookstore Plus in Lake Placid, NY?
A natural question that arises once you start traveling between stores is: if I decide to visit two of these stores in a day, and do some birdwatching in between, what are some of the bird species I may expect to find? In this case you are looking at what species are near the route between Mysteries on Main Street in Johnstown, NY, and The Bookstore Plus in Lake Placid, NY.
To answer this question:
- Build a CTE that returns the route between the two stores of interest (a geometry).
- Join the results of the above CTE with a query against the
birdsdatabase that checks whether the distance between the route geometry and the location of the bird observation (birds.routes.geom) bookstore's location is less than the desired length of 10 miles. Note that because the call toST_Distanceis operating on shapes cast toGEOGRAPHYdata type, the results are in meters, which then have to be converted to miles by dividing the result by 1609 (the number of meters in a mile).
Note:
The query below can also be written using an explicit ST_DWithin, which is an index-accelerated function. CockroachDB optimizes ST_Distance(...) < $some_value to use ST_DWithin (see this query's EXPLAIN output for details).
WITH
bookstore_trip
AS (
SELECT
geom
FROM
bookstore_routes
WHERE
start_store_id
= (
SELECT
id
FROM
tutorial.bookstores
WHERE
city = 'Johnstown'
AND state = 'NY'
)
AND end_store_id
= (
SELECT
id
FROM
tutorial.bookstores
WHERE
city = 'Lake Placid'
AND state = 'NY'
)
)
SELECT
birds.birds.name,
sum(birds.observations.count) AS sightings
FROM
birds.birds,
birds.observations,
birds.routes,
bookstore_trip
WHERE
birds.birds.id = birds.observations.bird_id
AND observations.route_id = routes.id
AND observations.year = 2019
AND st_distance(
bookstore_trip.geom::GEOGRAPHY,
birds.routes.geom::GEOGRAPHY
)
< (1609 * 10)
GROUP BY
birds.name
ORDER BY
sightings DESC
LIMIT
25;
name | sightings
-----------------------------------------+------------
Red-eyed Vireo | 124
Ovenbird | 98
Blue Jay | 56
Black-capped Chickadee | 44
American Robin | 43
American Crow | 31
White-throated Sparrow | 26
Common Yellowthroat | 25
Red-breasted Nuthatch | 19
Blue-headed Vireo | 18
Red-winged Blackbird | 16
Veery | 16
Winter Wren | 16
American Redstart | 15
Blackburnian Warbler | 15
Chipping Sparrow | 14
Least Flycatcher | 13
Northern Parula | 13
American Goldfinch | 13
Magnolia Warbler | 12
Cedar Waxwing | 12
Song Sparrow | 11
Hermit Thrush | 11
Common Raven | 10
(Myrtle Warbler) Yellow-rumped Warbler | 10
(25 rows)
(14) What are the 25 least often sighted other species of birds in the loon's sightings range?
Since you are already looking for loons, you would like to know if there are other, more challenging birdwatching opportunities available within the loon habitat you are already visiting. Specifically, you would like to know: What are the least-often-observed bird species in the loon's habitat?
To answer this question:
- Build a CTE that returns the convex hull of Common Loon habitat.
- Join the results of the above CTE and a query against the
birdsdatabase that lists the names and observation totals (sums) of birds whose habitats are contained within the convex hull of loon habitat.
WITH
loon_habitat
AS (
SELECT
st_convexhull(st_collect(routes.geom))
AS loon_hull
FROM
birds.birds,
birds.observations,
birds.routes
WHERE
birds.name = 'Common Loon'
AND birds.id = observations.bird_id
AND observations.route_id = routes.id
)
SELECT
birds.name, sum(birds.observations.count) AS sightings
FROM
birds.birds,
birds.observations,
birds.routes,
loon_habitat
WHERE
birds.id = observations.bird_id
AND observations.route_id = routes.id
AND st_contains(loon_hull, routes.geom)
GROUP BY
birds.name
ORDER BY
sightings ASC
LIMIT
25;
name | sightings
---------------------------------------------------+------------
Vesper Sparrow | 1
Northern Saw-whet Owl | 1
Sora | 1
Least Bittern | 1
Palm Warbler | 1
Ring-necked Duck | 1
American Three-toed Woodpecker | 1
unid. Yellow-billed Cuckoo / Black-billed Cuckoo | 1
unid. Accipiter hawk | 1
Eastern Whip-poor-will | 1
Golden-winged Warbler | 1
Eastern Screech-Owl | 1
Northern Goshawk | 1
Upland Sandpiper | 1
Hooded Warbler | 2
Grasshopper Sparrow | 2
Gadwall | 2
Brewster Warbler (Golden-winged x Blue-winged) | 2
Double-crested Cormorant | 3
White-winged Crossbill | 3
Marsh Wren | 3
Pine Siskin | 3
Great Horned Owl | 3
Northern Mockingbird | 3
Red-shouldered Hawk | 4
(25 rows)
Step 7. Get road and travel info
(15) What are the top 10 roads nearest to a Loon sighting location in NY?
So far, you have learned where the birds are, where the overlaps are between birds and bookstores, and how to travel between bookstores while finding birds.
Now you will start asking questions that involve looking at the roads table as well.
Specifically, you would like to know: What are the 10 roads that are closest to a loon observation site? The answer to this question may help you figure out exactly which roads you should travel down to start the search for loons. The closer a road is to the sighting location, the better: it means there is probably less work to do to see the birds you are looking for.
To answer this question:
- Build a CTE called
loon_habitatthat collects all of the Common Loon sightings into a single geometry. - Build another CTE called
nearby_roadsthat joins the results of the subquery above with theroadstable and pulls out the roads in NY state that are within a degree (about 60 nautical miles). Order the roads returned by their distance from a loon sighting. This will return some duplicate roads (since loons can be sighted multiple times along a single road), which is why you need toLIMITto 20 here so you can get the list down to 10 later. Because the data in theroadstable has an SRID of 0, you need to useST_SetSRIDto set its SRID to 4326. This step is necessary becauseST_Distancecannot operate on geometries with differing SRIDs. - Finally, query the results of the
nearby_roadssubquery to get a list of 10 distinct road names that you can plan to visit.
Note:
The query below can also be written using an explicit ST_DWithin, which is an index-accelerated function. CockroachDB optimizes ST_Distance(...) < $some_value to use ST_DWithin (see this query's EXPLAIN output for details).
WITH
loon_habitat
AS (
SELECT
st_collect(routes.geom) AS geom
FROM
birds.birds,
birds.observations,
birds.routes
WHERE
birds.name = 'Common Loon'
AND birds.id = observations.bird_id
AND observations.route_id = routes.id
),
nearby_roads
AS (
SELECT
roads.prime_name AS road_name
FROM
roads, loon_habitat
WHERE
st_distance(
loon_habitat.geom,
st_setsrid(roads.geom, 4326)
)
< 1
ORDER BY
st_distance(
loon_habitat.geom,
st_setsrid(roads.geom, 4326)
)
ASC
LIMIT
20
)
SELECT
DISTINCT road_name
FROM
nearby_roads
LIMIT
10;
prime_name
-----------------------
US Route 9
State Route 30
State Route 22 Spur
State Route 22
State Route 28
State Route 86
State Route 28N
Interstate 87
US Route 11
State Route 421
(10 rows)
Time: 1.447s total (execution 1.446s / network 0.000s)
Unfortunately, this query is a bit slower than you would like: about 1.5 seconds on a single-node cockroach demo cluster on a laptop. There are several reasons for this:
- You haven't created any indexes at all yet. The query is likely to be doing full table scans, which you will need to hunt down with
EXPLAIN. - CockroachDB does not yet have built-in support for index-based nearest neighbor queries. If this feature is important to you, please comment with some information about your use case on cockroachdb/cockroach#55227.
Let's look at the EXPLAIN output to see if there is something that can be done to improve this query's performance:
EXPLAIN WITH loon_habitat AS (SELECT st_collect(routes.geom) AS geom FROM birds.birds, birds.observations, birds.routes WHERE birds.name = 'Common Loon' AND birds.id = observations.bird_id AND observations.route_id = routes.id), nearby_roads AS (SELECT roads.prime_name AS road_name FROM roads, loon_habitat WHERE st_distance(loon_habitat.geom, st_setsrid(roads.geom, 4326)) < 1 ORDER BY st_distance(loon_habitat.geom, st_setsrid(roads.geom, 4326)) ASC LIMIT 20) SELECT DISTINCT road_name FROM nearby_roads LIMIT 10;
tree | field | description
-------------------------------------------------------------------+---------------------+---------------------------------------------------------
| distribution | full
| vectorized | true
limit | |
│ | count | 10
└── distinct | |
│ | distinct on | road_name
└── render | |
└── limit | |
│ | count | 20
└── sort | |
│ | order | +column48
└── render | |
└── cross join | |
│ | pred | st_dwithinexclusive(geom, st_setsrid(geom, 4326), 1.0)
├── scan | |
│ | estimated row count | 225838
│ | table | roads@primary
│ | spans | FULL SCAN
└── render | |
└── group (scalar) | |
└── hash join | |
│ | equality | (route_id) = (id)
│ | right cols are key |
├── hash join | |
│ │ | equality | (bird_id) = (id)
│ │ | right cols are key |
│ ├── scan | |
│ │ | Estimated row count | 85731
│ │ | table | observations@primary
│ │ | spans | FULL SCAN
│ └── filter | |
│ │ | filter | name = 'Common Loon'
│ └── scan | |
│ | estimated row count | 756
│ | table | birds@primary
│ | spans | FULL SCAN
└── scan | |
| estimated row count | 129
| table | routes@primary
| spans | FULL SCAN
(40 rows)
As you can see above, there are several full table scans being performed (see FULL SCAN). For each table, you have a hypothesis on what is causing the scan; usually the hypothesis is that the table is missing an index.
- For the
roadstable, there is no spatial index on theroad.geomcolumn. This is probably the worst performance offender of the bunch, since this table has almost a quarter of a million rows. It makes sense that it's quite large, since it represents a road map of the entire United States.- In addition to adding an index to
roads.geom, you will need to update the SRID of theroads.geomcolumn to use SRID 4326 so it matches the SRID of the loon habitat geometry. Updating the SRID to match will allow you to stop usingST_SetSRIDonroads.geomas shown above, which will keep CockroachDB from taking advantage of the spatial index on that column.
- In addition to adding an index to
- On the
birds.observationstable, there is no index on thebirds.observations.route_idorbirds.observations.bird_idcolumns, which are used for all bird information lookups. - On the
birds.birdstable, there is no index on thebirds.birds.namecolumn which you're filtering on (this is also used by almost all of your other bird-related queries).
Based on these hypotheses, you take the following steps:
Add an index to the
roads.geomcolumn. Note that creating the index onroads.geomtakes about a minute on a single-nodecockroach democluster, since the table is relatively large.CREATE INDEX ON roads USING GIST(geom);Update the SRID of the
roads.geomcolumn from 0 to 4326. This will take a few seconds.UPDATE roads SET geom = st_transform(st_setsrid(geom, 4326), 4326) WHERE gid IS NOT NULL RETURNING NOTHING;Add indexes on the
birds.observations.route_idandbirds.observations.bird_idcolumns:CREATE INDEX ON birds.observations(bird_id);CREATE INDEX ON birds.observations(route_id);Add an index on the
birds.birds.namecolumn:CREATE INDEX ON birds.birds(name);
Did adding all of these indexes and updating the road geometry SRIDs make this query any faster? Let's check. Note that the query below has been modified to no longer use the ST_SetSRID function.
WITH
loon_habitat
AS (
SELECT
st_collect(routes.geom) AS geom
FROM
birds.birds,
birds.observations,
birds.routes
WHERE
birds.name = 'Common Loon'
AND birds.id = observations.bird_id
AND observations.route_id = routes.id
),
nearby_roads
AS (
SELECT
roads.prime_name AS road_name
FROM
roads, loon_habitat
WHERE
st_distance(loon_habitat.geom, roads.geom)
< 1
ORDER BY
st_distance(loon_habitat.geom, roads.geom)
ASC
LIMIT
20
)
SELECT
DISTINCT road_name
FROM
nearby_roads
LIMIT
10;
It looks like the answer is yes; you have sped up this query by about 30%:
prime_name
-----------------------
US Route 9
State Route 30
State Route 22 Spur
State Route 22
State Route 28
State Route 86
State Route 28N
Interstate 87
US Route 11
State Route 421
(10 rows)
Time: 998ms total (execution 998ms / network 0ms)
To see why, look at the EXPLAIN output:
EXPLAIN WITH loon_habitat AS (SELECT st_collect(routes.geom) AS geom FROM birds.birds, birds.observations, birds.routes WHERE birds.name = 'Common Loon' AND birds.id = observations.bird_id AND observations.route_id = routes.ID), nearby_roads AS (SELECT roads.prime_name AS road_name FROM roads, loon_habitat WHERE st_distance(loon_habitat.geom, roads.geom) < 1 ORDER BY st_distance(loon_habitat.geom, roads.geom) ASC LIMIT 20) SELECT DISTINCT road_name FROM nearby_roads LIMIT 10;
tree | field | description
--------------------------------------------------------------------------+-----------------------+----------------------------------------
| distribution | full
| vectorized | false
limit | |
│ | count | 10
└── distinct | |
│ | distinct on | road_name
└── render | |
└── limit | |
│ | count | 20
└── sort | |
│ | order | +column49
└── render | |
└── lookup join | |
│ | table | roads@primary
│ | equality | (gid) = (gid)
│ | equality cols are key |
│ | pred | st_dwithinexclusive(geom, geom, 1.0)
└── inverted join | |
│ | table | roads@roads_geom_idx
└── render | |
└── group (scalar) | |
└── hash join | |
│ | equality | (route_id) = (id)
│ | right cols are key |
├── lookup join | |
│ │ | table | observations@primary
│ │ | equality | (id) = (id)
│ │ | equality cols are key |
│ └── lookup join | |
│ │ | table | observations@observations_bird_id_idx
│ │ | equality | (id) = (bird_id)
│ └── scan | |
│ | estimated row count | 1
│ | table | birds@birds_name_idx
│ | spans | [/'Common Loon' - /'Common Loon']
└── scan | |
| estimated row count | 129
| table | routes@primary
| spans | FULL SCAN
(39 rows)
Based on the output above, you notice the following improvements:
- The spatial index on
roads.geomis being used by the join between that column and the loon habitat geometry. This is the biggest reason for improved performance, since theroadstable has ~225,000 rows. - You no longer appear to be scanning all ~85,000 rows of the
birds.observationstable thanks to the index on thebirds.observations.bird_idcolumn. - You are probably getting a small speedup from the index on
birds.birds.name(although that table is not very large, only about 750 rows).
(16) How many miles of roads are contained within the portion of the Loon habitat that lies within NY state?
It may not be immediately relevant to your birdwatching or book-buying travels, but a question of general interest that could arise is: How many miles of roads are contained within loon habitat?
To answer this:
- Build a CTE that returns the convex hull of Common Loon habitat.
- Join the results of the above CTE and a query against the
roadstable that sums the mileage of all roads that are contained within the convex hull of loon habitat.
Note:
Because you are using ST_Contains, the query below only sums the road mileages of roads whose geometries lie entirely within the loon habitat.
WITH
loon_habitat
AS (
SELECT
st_convexhull(st_collect(routes.geom))
AS hull
FROM
birds.birds,
birds.observations,
birds.routes
WHERE
birds.name = 'Common Loon'
AND birds.id = observations.bird_id
AND observations.route_id = routes.id
)
SELECT
sum(roads.miles)
FROM
roads, loon_habitat
WHERE
roads.state = 'NY'
AND st_contains(
loon_habitat.hull,
roads.geom
);
The answer to your question is that there are about 1,700 miles of roads within the Common Loon's habitat. Further, you can change the WHERE clause of the above query slightly to say AND (NOT (ST_Contains(...))) to find out how many miles of roads in NY state are not within loon habitat (it's about 14,600).
sum
-----------------------
1704.65731711040306
(1 row)
(17) Which bookstore in the Loon's region in NY has the fewest miles of roads within a 10 mile radius of the store?
As you are driving around the Adirondacks, searching for loons as well as your next great read, the question occurs to you: Which bookstore is the most remotely located? This is important since one of your goals for this vacation is to "get away from it all." You do not have population density data, but you do have road data. Therefore you decide to use "miles of roads near the store" as a rough proxy for which store location is the most remote: the fewer miles of roads near the store, the more remote you can assume it is.
To answer this question:
- Build a CTE that returns the convex hull of Common Loon habitat.
- Build a CTE that joins the
bookstorestable and the results of the above subquery to generate a set of bookstores inside the loon's habitat area. - Finally, generate a query that joins the results of the above subquery against the
roadstable based on which roads are within a 10 mile radius. This generates a list of bookstores and the number of miles of nearby roads, sorted in order of which store has the fewest miles of road nearby.
WITH
loon_habitat
AS (
SELECT
st_convexhull(st_collect(routes.geom))
AS geom
FROM
birds.birds,
birds.observations,
birds.routes
WHERE
birds.name = 'Common Loon'
AND birds.id = observations.bird_id
AND observations.route_id = routes.id
),
loon_bookstores
AS (
SELECT
bookstores.name,
address,
bookstores.geom AS geom
FROM
bookstores, loon_habitat
WHERE
st_contains(
loon_habitat.geom,
bookstores.geom
)
)
SELECT
loon_bookstores.name,
address,
sum(roads.miles)::INT AS nearby_road_miles
FROM
roads, loon_bookstores
WHERE
st_distance(
loon_bookstores.geom,
roads.geom
)
< (10 / 69)
GROUP BY
loon_bookstores.name, address
ORDER BY
nearby_road_miles ASC;
You get an answer, but unfortunately it's rather slow: about 6 seconds!
name | address | nearby_road_miles
---------------------------------------------------+------------------------------------------------+--------------------
The Bookstore Plus Music & Art | 2491 Main St, Lake Placid, NY, 12946 | 40
The Book Nook (Saranac Lake, NY) | 7 Broadway, Saranac Lake, NY, 12983 | 81
Blacktree Books | 5006 State Highway 23, Oneonta, NY, 13820 | 106
The Green Toad Bookstore | 198 Main St, Oneonta, NY, 13820 | 107
Gansevoort House Books at Gems Along the Mohawk | 800 Mohawk St, Herkimer, NY, 13350 | 136
Gansevoort House Books at The Shoppes at 25 West | 25 W Mill Street, Little Falls, NY, 13365 | 155
The Treehouse Reading and Arts Center | 587 Main St Ste 304, New York Mills, NY, 13417 | 156
Mysteries On Main Street | 144 W Main St, Johnstown, NY, 12095 | 172
(8 rows)
Time: 6.214s total (execution 6.214s / network 0.000s)
Let's look at the EXPLAIN output to see if there is something that can be done to improve this query's performance:
EXPLAIN WITH loon_habitat AS (SELECT st_convexhull(st_collect(routes.geom)) AS geom FROM birds.birds, birds.observations, birds.routes WHERE birds.name = 'Common Loon' AND birds.id = observations.bird_id AND observations.route_id = routes.id), loon_bookstores AS (SELECT bookstores.name, address, bookstores.geom AS geom FROM bookstores, loon_habitat WHERE st_contains(loon_habitat.geom, bookstores.geom)) SELECT loon_bookstores.name, address, sum(roads.miles)::INT AS nearby_road_miles FROM roads, loon_bookstores WHERE st_distance(loon_bookstores.geom, roads.geom) < (10 / 69) GROUP BY loon_bookstores.name, address ORDER BY nearby_road_miles ASC;
tree | field | description
----------------------------------------------------------------+-----------------------+-------------------------------------------------------
| distribution | full
| vectorized | true
sort | |
│ | order | +nearby_road_miles
└── render | |
└── group | |
│ | group by | name, address
└── cross join | |
│ | pred | st_dwithinexclusive(geom, geom, 0.14492753623188406)
├── scan | |
│ | estimated row count | 225838
│ | table | roads@primary
│ | spans | FULL SCAN
└── render | |
└── cross join | |
│ | pred | st_contains(geom, geom)
├── scan | |
│ | estimated row count | 2913
│ | table | bookstores@primary
│ | spans | FULL SCAN
└── render | |
└── group (scalar) | |
└── hash join | |
│ | equality | (route_id) = (id)
│ | right cols are key |
├── lookup join | |
│ │ | table | observations@primary
│ │ | equality | (id) = (id)
│ │ | equality cols are key |
│ └── lookup join | |
│ │ | table | observations@observations_bird_id_idx
│ │ | equality | (id) = (bird_id)
│ └── scan | |
│ | estimated row count | 1
│ | table | birds@birds_name_idx
│ | spans | [/'Common Loon' - /'Common Loon']
└── scan | |
| estimated row count | 129
| table | routes@primary
| spans | FULL SCAN
(40 rows)
Looking at these results from the bottom up, you can see that:
- There is a full table scan happening on the
birds.birds.routestable. Since it's so small (129 rows), let's move on for now. - There is a full table scan on the
bookstorestable. Since the predicate isST_Contains, you probably need to add a spatial index onbookstores.geom. - There is a full table scan happening on the
roadstable. This is a serious problem due to the size of that table: ~225,000 rows. You already have an index on theroads.geomcolumn for theST_DWithinpredicate to use, so you need to find another way to reduce the number of rows scanned. You can do what you did in query 16 and add a check that theroads.state = 'NY', since you are only looking at roads inside New York State.
Based on these observations, you add an index to the bookstores.geom column:
CREATE INDEX ON bookstores USING GIST(geom);
After adding the index, you modify your query as shown below to filter on roads.state. This looks only at roads in New York (as in query 16):
WITH
loon_habitat
AS (
SELECT
st_convexhull(st_collect(routes.geom))
AS geom
FROM
birds.birds,
birds.observations,
birds.routes
WHERE
birds.name = 'Common Loon'
AND birds.id = observations.bird_id
AND observations.route_id = routes.id
),
loon_bookstores
AS (
SELECT
bookstores.name,
address,
bookstores.geom AS geom
FROM
bookstores, loon_habitat
WHERE
st_contains(
loon_habitat.geom,
bookstores.geom
)
)
SELECT
loon_bookstores.name,
address,
sum(roads.miles)::INT8 AS nearby_road_miles
FROM
roads, loon_bookstores
WHERE
roads.state = 'NY'
AND st_distance(
roads.geom,
loon_bookstores.geom
)
< (10 / 69)
GROUP BY
loon_bookstores.name, address
ORDER BY
nearby_road_miles ASC;
The steps above brings your query execution down to about 400ms!
name | address | nearby_road_miles
---------------------------------------------------+------------------------------------------------+--------------------
The Bookstore Plus Music & Art | 2491 Main St, Lake Placid, NY, 12946 | 40
The Book Nook (Saranac Lake, NY) | 7 Broadway, Saranac Lake, NY, 12983 | 81
Blacktree Books | 5006 State Highway 23, Oneonta, NY, 13820 | 106
The Green Toad Bookstore | 198 Main St, Oneonta, NY, 13820 | 107
Gansevoort House Books at Gems Along the Mohawk | 800 Mohawk St, Herkimer, NY, 13350 | 136
Gansevoort House Books at The Shoppes at 25 West | 25 W Mill Street, Little Falls, NY, 13365 | 155
The Treehouse Reading and Arts Center | 587 Main St Ste 304, New York Mills, NY, 13417 | 156
Mysteries On Main Street | 144 W Main St, Johnstown, NY, 12095 | 172
(8 rows)
Time: 376ms total (execution 376ms / network 0ms)
When you look at EXPLAIN for the modified query, you see why: the filter on roads.state='NY' means you are scanning far fewer columns of the roads table (~8,900), and the index on bookstores.geom means you are using that index now as well:
EXPLAIN WITH loon_habitat AS (SELECT st_convexhull(st_collect(routes.geom)) AS geom FROM birds.birds, birds.observations, birds.routes WHERE birds.name = 'Common Loon' AND birds.id = observations.bird_id AND observations.route_id = routes.id), loon_bookstores AS (SELECT bookstores.name, address, bookstores.geom AS geom FROM bookstores, loon_habitat WHERE st_contains(loon_habitat.geom, bookstores.geom)) SELECT loon_bookstores.name, address, sum(roads.miles)::INT8 AS nearby_road_miles FROM roads, loon_bookstores WHERE roads.state = 'NY' AND st_distance(roads.geom, loon_bookstores.geom) < (10 / 69) GROUP BY loon_bookstores.name, address ORDER BY nearby_road_miles ASC;
tree | field | description
---------------------------------------------------------------------+-----------------------+-------------------------------------------------------------------------
| distribution | full
| vectorized | true
sort | |
│ | order | +nearby_road_miles
└── render | |
└── group | |
│ | group by | name, address
└── cross join | |
│ | pred | st_dwithinexclusive(geom, geom, 0.14492753623188406)
├── index join | |
│ │ | table | roads@primary
│ └── scan | |
│ | estimated row count | 8899
│ | table | roads@roads_state_idx
│ | spans | [/'NY' - /'NY']
└── render | |
└── lookup join | |
│ | table | bookstores@primary
│ | equality | (id) = (id)
│ | equality cols are key |
│ | pred | st_contains(geom, geom)
└── inverted join | |
│ | table | bookstores@bookstores_geom_idx
└── render | |
└── group (scalar) | |
└── hash join | |
│ | equality | (route_id) = (id)
│ | right cols are key |
├── lookup join | |
│ │ | table | observations@primary
│ │ | equality | (id) = (id)
│ │ | equality cols are key |
│ └── lookup join | |
│ │ | table | observations@observations_bird_id_idx
│ │ | equality | (id) = (bird_id)
│ └── scan | |
│ | estimated row count | 1
│ | table | birds@birds_name_idx
│ | spans | [/'Common Loon' - /'Common Loon']
└── scan | |
| estimated row count | 129
| table | routes@primary
| spans | FULL SCAN
Step 8. Find other birds
(18) What are the hawks sighted in the same region as the Common Loon?
If you get tired of looking for Common Loons (and it's understandable that you might), you may want to widen your search to other types of birds. You have already looked at different bird species based on frequency of observation. Now you turn your attention to a specific type of bird: hawks.
Due to your long birdwatching experience, you recall that hawks are in the family "Accipitridae". You can use this knowledge to answer the question: What hawks live in the same region as the Common Loon in New York State?
To answer this question:
- Build a CTE that returns the convex hull of Common Loon habitat.
- Join the results of the above subquery with the
birdsdatabase to find the names and observation counts of the birds that:- Are in the family "Accipitridae".
- Have sighting locations whose geometry is contained by the hull describing the Common Loon's habitat.
- Order the birds in the list by how frequently they are sighted, since you may want to look for the most common hawks first.
WITH
loon_habitat
AS (
SELECT
st_collect(routes.geom) AS geom
FROM
birds.birds,
birds.observations,
birds.routes
WHERE
birds.name = 'Common Loon'
AND birds.id = observations.bird_id
AND observations.route_id = routes.id
)
SELECT
birds.name, sum(birds.observations.count) AS sightings
FROM
birds.birds,
birds.observations,
birds.routes,
loon_habitat
WHERE
birds.family = 'Accipitridae'
AND birds.id = observations.bird_id
AND observations.route_id = routes.id
AND st_contains(loon_habitat.geom, routes.geom)
GROUP BY
birds.name
ORDER BY
sightings DESC;
Based on this data, it looks like the most commonly sighted hawk by far in the area over the years 2000-2019 is the Broad-winged Hawk:
name | sightings
-----------------------+------------
Broad-winged Hawk | 115
Red-tailed Hawk | 33
Northern Harrier | 12
Red-shouldered Hawk | 11
Sharp-shinned Hawk | 9
Bald Eagle | 9
Cooper Hawk | 7
Northern Goshawk | 5
unid. Accipiter hawk | 1
(9 rows)
(19) What if you also want to look for owls as well as hawks?
If you are a fan of owls as well as hawks, you can make several updates to the previous query, which just looked for hawks. In particular, you want to group the hawks together and the owls together.
To answer this question:
- Build a CTE that returns the convex hull of Common Loon habitat.
- Join the results of the above subquery with the
birdsdatabase to find the names and observation counts of the birds that:- Are in the family "Accipitridae" (hawks) or the family "Strigidae" (owls).
- Have sighting locations whose geometry is contained by the hull describing the Common Loon's habitat.
- Group the birds by name and family, and within each grouping order the birds by how frequently they are sighted, since you may want to look for the most common hawks or owls first.
WITH
loon_habitat
AS (
SELECT
st_collect(routes.geom) AS geom
FROM
birds.birds,
birds.observations,
birds.routes
WHERE
birds.name = 'Common Loon'
AND birds.id = observations.bird_id
AND observations.route_id = routes.id
)
SELECT
birds.name,
birds.family,
sum(birds.observations.count) AS sightings
FROM
birds.birds,
birds.observations,
birds.routes,
loon_habitat
WHERE
(
birds.family = 'Accipitridae'
OR birds.family = 'Strigidae'
)
AND birds.id = observations.bird_id
AND observations.route_id = routes.id
AND st_contains(loon_habitat.geom, routes.geom)
GROUP BY
birds.name, birds.family
ORDER BY
birds.family, sightings DESC;
name | family | sightings
------------------------+--------------+------------
Broad-winged Hawk | Accipitridae | 115
Red-tailed Hawk | Accipitridae | 33
Northern Harrier | Accipitridae | 12
Red-shouldered Hawk | Accipitridae | 11
Sharp-shinned Hawk | Accipitridae | 9
Bald Eagle | Accipitridae | 9
Cooper Hawk | Accipitridae | 7
Northern Goshawk | Accipitridae | 5
unid. Accipiter hawk | Accipitridae | 1
Barred Owl | Strigidae | 44
Eastern Screech-Owl | Strigidae | 3
Great Horned Owl | Strigidae | 1
Northern Saw-whet Owl | Strigidae | 1
(13 rows)
Next steps
Now that you are familiar with writing and tuning spatial queries, you are ready for the following steps:
Learn more details about the spatial features supported by CockroachDB.
Learn how to migrate spatial data from shapefiles, GeoPackages, GeoJSON, or OpenStreetMap into CockroachDB.
Learn how CockroachDB's spatial indexes work.
Appendix
Spatial features and corresponding queries
The queries are presented above in a "narrative order" that corresponds roughly to the order in which you might ask questions about bookstores and loon habitat as you plan for your vacation.
However, you may just want to see what queries are exercising a specific spatial feature supported by CockroachDB. The table below provides a mapping from a feature (such as 'spatial indexing' or 'spatial joins') to the queries that use that feature.
| Feature | Queries | Description(s) |
|---|---|---|
| Spatial data set preparation | N/A | For information about how this data set was prepared, see the relevant portions of the Data set description. |
| Loading spatial data | N/A | For loading instructions on loading the data set, see Loading the data set. |
| Spatial joins | #6, #7, #8, #9, #10, #13, #14, #15, #16, #17, #18, #19 | Joins that involve comparing spatial features from two or more tables, usually with a predicate such as ST_Contains. |
| Spatial indexing | #15, #17 | These queries show explicit spatial index creation; many of the spatial join queries listed above could use these indexes, once created. |
| Spatial relationships | #6, #7, #8, #9, #10, #13, #14, #15, #16, #17, #18, #19 | Comparing spatial relationships with predicates such as ST_Contains and ST_DWithin. |
| Nearest-neighbor searching | #15 | This query shows how to execute a nearest-neighbor search using CockroachDB. |
Data set description
This section contains an overview of the data sets and how they were constructed and put together. Because this data set is a "compound data set" that is built from several other data sets, there is some complexity to the schema that you will have to navigate.
The data set contains two databases:
The tutorial database
The tutorial database contains the following tables:
- The
bookstorestable stores the independent bookstore information such as name, address, geo-location, etc. - The
bookstore_routestable is a small table containing just the routes between the local bookstores that lie within the loon's Adirondack habitat (this will be explained in more detail below). - The
roadstable is where the U.S. National Atlas road data is kept.
The bookstores and bookstore_routes tables
Below is an entity-relationship diagram showing the bookstores and bookstore_routes tables (generated using DBeaver):
As mentioned above, the bookstores table was created by scraping web data from the American Booksellers Association website's member directory. In addition, the geom column was constructed by doing some address geocoding that converted each bookstore's address to a lon/lat pair and converted to a spatial object using ST_MakePoint. For each bookstore, the script did a bit of parsing and geocoding and ran essentially the following query:
INSERT
INTO
bookstores
(
name,
url,
phone,
address,
street,
city,
state,
zip,
description,
geom
)
VALUES
(
'$name',
'$url',
'$phone',
'$address',
'$street',
'$city',
'$state',
'$zip',
'$description',
(
SELECT
st_setsrid(
st_makepoint('$lon', '$lat'),
4326
)
)
);
Similarly, the paths (specifically MultiLinestrings) between bookstores in the bookstore_routes table were also calculated using a script that made use of a simple greedy algorithm to find paths between the bookstores using the roads table (described below). The algorithm always looks for the next road that will bring you closer to the destination. It is fine for this small use case, but it is not robust enough for any kind of production use, since it does not perform any backtracking when it gets stuck in a local optimum. The algorithm works as follows, and assumes a starting bookstore A and an ending bookstore B:
- (Start) Find the road nearest A; call this road RA.
- Find the road nearest the destination B; call this road RB.
- Do RA and RB intersect? If so, the algorithm is done. You have arrived at your destination. (This is the recursive base case.)
- Otherwise, find the roads that intersect with RA. Of these roads, choose the one that passes closest to RB. Call it RA'.
- Do RA' and RB intersect? If so, the algorithm is done. You have arrived at your destination.
- If the algorithm has arrived at this step without finishing, it goes back to step 4 and applies that step to the current "closest road to destination" RA', and keeps operating steps 4-6 recursively until it has found a complete path or it hits some kind of heuristic timeout.
Note:
For more information about production quality map routing software that uses OpenStreetMap, see the OpenStreetMap wiki page on Routing.
Note:
There are multiple ways to do geocoding. You can use REST API-based services or do the geocoding yourself by processing TIGER/LINE address data using a library for that purpose. For more information about some of the options available to you, see this OpenStreetMap wiki page on geocoders or this list of open source geocoding software.
The roads table
Meanwhile, the roads table has many columns; the most important ones used in this tutorial are state, geom, miles, and prime_name (the human-readable name of the road).
For more information about what the other columns in roads mean, see the full data set description.
Note:
The roads table was imported from a shapefile using the method described in Migrate from Shapefiles.
The birds database
The birds database contains several tables that you will have to join together in most of the queries shown elsewhere on this page. The multi-table design reflects the schema of the actual data set, which is split across files that map to these tables.
The tables in the birds database are diagrammed below:
birdsis a list of ~750 bird species. Most queries will use thenamecolumn.routesis a list of ~130 prescribed locations that the birdwatchers helping with the survey visit each year. Thegeomassociated with each route is a Point marking the latitude and longitude of the route's starting point. For details, see the schema (search for the text "routes.csv").observationsdescribes the ~85,000 times and places in which birds of various species were actually seen. Thebird_idis a foreign key to the ID in thebirdstable, and theroute_idpoints to the ID of theroutestable.
Each of these tables were populated using a script that parsed the CSV files available for download and added the data using INSERT statements. For the routes table, once again the ST_MakePoint function was used to create a geometry from the lon/lat values in the CSV as follows:
INSERT
INTO
routes (id, name, country, state, geom)
VALUES
(
'$route_id',
'$route_name',
'$country',
'$state',
(
SELECT
st_setsrid(
st_makepoint('$lon', '$lat'),
4326
)
)
);
Note:
This data is stored in a separate birds database due to the fact that it is split into several tables. It could also have been added to the tutorial database by naming the tables something like bird_species, bird_routes, and bird_observations.
See also
- Install CockroachDB
- Working with Spatial Data
- Spatial Features
- Spatial indexes
- Spatial & GIS Glossary of Terms
- Working with Spatial Data
- Migrate from Shapefiles
- Migrate from GeoJSON
- Migrate from GeoPackage
- Migrate from OpenStreetMap
- Spatial functions
- POINT
- LINESTRING
- POLYGON
- MULTIPOINT
- MULTILINESTRING
- MULTIPOLYGON
- GEOMETRYCOLLECTION
- Well known text
- Well known binary
- GeoJSON
- SRID 4326 - longitude and latitude
ST_ContainsST_ConvexHullST_CoveredByST_CoversST_DisjointST_EqualsST_IntersectsST_OverlapsST_TouchesST_UnionST_Within- Troubleshooting overview
- Support resources
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