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Microsoft SQL provides two spatial data types that you can use through the mssql-python driver. Choose the type based on what your coordinates represent:
| Type | Description | Use case |
|---|---|---|
geography |
Round-earth coordinate system | GPS coordinates, maps, anything on the Earth's surface. Distances are in meters. SRID 4326 (WGS 84) is standard for GPS. |
geometry |
Flat-plane coordinate system | Floor plans, CAD drawings, game worlds, or any Cartesian coordinate system. Distances are in the units of your coordinate system. |
Insert spatial data
Use Microsoft SQL's constructor functions such as geography::Point() or pass Well-Known Text (WKT) strings.
Geography data (points)
Insert geographic points using the Point constructor with latitude, longitude, and SRID.
import mssql_python
connection_string = "Server=<server>.database.windows.net;Database=AdventureWorks2022;Authentication=ActiveDirectoryDefault;Encrypt=yes"
conn = mssql_python.connect(connection_string)
cursor = conn.cursor()
# Insert a geographic point (longitude, latitude)
# Note: Microsoft SQL uses (longitude, latitude) order
cursor.execute("CREATE TABLE #Locations (Name NVARCHAR(100), GeoLocation GEOGRAPHY)")
cursor.execute("""
INSERT INTO #Locations (Name, GeoLocation)
VALUES (%(name)s, geography::Point(%(lat)s, %(lon)s, 4326))
""", {"name": "Seattle", "lat": 47.6062, "lon": -122.3321})
conn.commit()
Geography from WKT (Well-Known Text)
Insert geographic data using Well-Known Text format, which supports points, linestrings, and polygons.
# Well-Known Text format
wkt_point = "POINT(-122.3321 47.6062)"
wkt_line = "LINESTRING(-122.3321 47.6062, -122.4194 37.7749)"
wkt_polygon = "POLYGON((-122.40 47.60, -122.30 47.60, -122.30 47.65, -122.40 47.65, -122.40 47.60))"
cursor.execute("DROP TABLE IF EXISTS #Locations")
cursor.execute("CREATE TABLE #Locations (Name NVARCHAR(100), GeoLocation GEOGRAPHY)")
cursor.execute("""
INSERT INTO #Locations (Name, GeoLocation)
VALUES (%(name)s, geography::STGeomFromText(%(wkt)s, 4326))
""", {"name": "Route", "wkt": wkt_line})
conn.commit()
Geometry data
Insert flat-plane geometry data using points and polygons for CAD drawings or floor plans.
# Insert a geometry point (flat coordinate system)
cursor.execute("CREATE TABLE #FloorPlan (RoomName NVARCHAR(100), RoomShape GEOMETRY)")
cursor.execute("""
INSERT INTO #FloorPlan (RoomName, RoomShape)
VALUES (%(name)s, geometry::Point(%(x)s, %(y)s, 0))
""", {"name": "Office 101", "x": 50.0, "y": 100.0})
# Insert a geometry polygon
room_wkt = "POLYGON((0 0, 0 10, 20 10, 20 0, 0 0))"
cursor.execute("""
INSERT INTO #FloorPlan (RoomName, RoomShape)
VALUES (%(name)s, geometry::STGeomFromText(%(wkt)s, 0))
""", {"name": "Conference Room", "wkt": room_wkt})
conn.commit()
Query spatial data
Use spatial methods like STAsText() and the Lat/Long properties to retrieve coordinates in a readable format.
Retrieve as text
Retrieve spatial coordinates as Well-Known Text format along with latitude and longitude properties.
cursor.execute("""
SELECT
City,
SpatialLocation.STAsText() AS LocationWKT,
SpatialLocation.Lat AS Latitude,
SpatialLocation.Long AS Longitude
FROM Person.Address
WHERE SpatialLocation IS NOT NULL
""")
for row in cursor.fetchall()[:5]:
print(f"{row.City}: {row.Latitude}, {row.Longitude}")
print(f" WKT: {row.LocationWKT}")
Retrieve as GeoJSON
Microsoft SQL supports GeoJSON conversion. In SQL Server 2017+, you can use string functions to build GeoJSON directly, or convert in Python as shown below:
cursor.execute("""
SELECT
City,
SpatialLocation.STAsText() AS WKT
FROM Person.Address
WHERE SpatialLocation IS NOT NULL AND City = %(city)s
""", {"city": "Seattle"})
for row in cursor:
print(f"{row.City}: {row.WKT}")
Find nearby points
Find all locations within a specified distance of a reference point using spatial distance functions.
# Find locations within 10 km of Seattle
cursor.execute("""
DECLARE @seattle geography = geography::Point(47.6062, -122.3321, 4326);
SELECT
City,
SpatialLocation.STDistance(@seattle) / 1000 AS DistanceKM
FROM Person.Address
WHERE SpatialLocation IS NOT NULL
AND SpatialLocation.STDistance(@seattle) < 50000 -- 50 km in meters
ORDER BY SpatialLocation.STDistance(@seattle)
""")
for row in cursor.fetchall()[:5]:
print(f"{row.City}: {row.DistanceKM:.2f} km away")
Find points within polygon
Find all points that intersect with or fall within a geographic polygon region.
# Find all addresses within a region
cursor.execute("""
DECLARE @region geography = geography::STPolyFromText(
'POLYGON((-122.5 47.5, -122.2 47.5, -122.2 47.7, -122.5 47.7, -122.5 47.5))',
4326
);
SELECT City, SpatialLocation.STAsText() AS Location
FROM Person.Address
WHERE SpatialLocation IS NOT NULL
AND @region.STIntersects(SpatialLocation) = 1
""")
Calculate distances
Microsoft SQL's STDistance() method returns distances in meters for geography types.
Distance between two points
Create a helper function to calculate the distance in kilometers between two geographic points.
def get_distance_km(cursor, point1: tuple, point2: tuple) -> float:
"""Calculate distance between two points in kilometers."""
cursor.execute("""
DECLARE @point1 geography = geography::Point(%(lat1)s, %(lon1)s, 4326);
DECLARE @point2 geography = geography::Point(%(lat2)s, %(lon2)s, 4326);
SELECT @point1.STDistance(@point2) / 1000 AS DistanceKM;
""", {
"lat1": point1[0], "lon1": point1[1],
"lat2": point2[0], "lon2": point2[1]
})
return cursor.fetchval()
# Seattle to San Francisco
distance = get_distance_km(cursor, (47.6062, -122.3321), (37.7749, -122.4194))
print(f"Distance: {distance:.2f} km")
Calculate area
Calculate the area of a geographic region in square kilometers.
cursor.execute("""
DECLARE @region geography = geography::STPolyFromText(
'POLYGON((-122.5 47.5, -122.2 47.5, -122.2 47.7, -122.5 47.7, -122.5 47.5))',
4326
);
SELECT
'Seattle Region' AS Name,
@region.STArea() / 1000000 AS AreaSqKm
""")
row = cursor.fetchone()
print(f"{row.Name}: {row.AreaSqKm:.2f} sq km")
Spatial operations
Microsoft SQL supports set operations on spatial objects, including union, intersection, and buffer.
Union of shapes
Combine two geographic polygons into a single shape and calculate the total area.
cursor.execute("""
DECLARE @parcel1 geography = geography::STPolyFromText(
'POLYGON((-122.35 47.60, -122.33 47.60, -122.33 47.62, -122.35 47.62, -122.35 47.60))',
4326
);
DECLARE @parcel2 geography = geography::STPolyFromText(
'POLYGON((-122.34 47.61, -122.32 47.61, -122.32 47.63, -122.34 47.63, -122.34 47.61))',
4326
);
DECLARE @combined geography = @parcel1.STUnion(@parcel2);
SELECT @combined.STAsText() AS CombinedWKT,
@combined.STArea() / 1000000 AS TotalAreaKM
""")
row = cursor.fetchone()
print(f"Combined area: {row.TotalAreaKM:.2f} sq km")
Intersection
Find the overlapping area where two geographic regions intersect.
polygon1_wkt = "POLYGON((-122.35 47.60, -122.33 47.60, -122.33 47.62, -122.35 47.62, -122.35 47.60))"
polygon2_wkt = "POLYGON((-122.34 47.61, -122.32 47.61, -122.32 47.63, -122.34 47.63, -122.34 47.61))"
cursor.execute("""
DECLARE @region1 geography = geography::STPolyFromText(%(wkt1)s, 4326);
DECLARE @region2 geography = geography::STPolyFromText(%(wkt2)s, 4326);
SELECT
@region1.STIntersection(@region2).STAsText() AS IntersectionWKT,
@region1.STIntersection(@region2).STArea() / 1000000 AS AreaKM
""", {"wkt1": polygon1_wkt, "wkt2": polygon2_wkt})
Buffer (expand area)
Create a buffer zone around a geographic point and find all locations within the buffer radius.
# Find all addresses within 5km buffer of a point
cursor.execute("""
DECLARE @center geography = geography::Point(47.6062, -122.3321, 4326);
DECLARE @buffer geography = @center.STBuffer(5000); -- 5 km buffer
SELECT City
FROM Person.Address
WHERE SpatialLocation IS NOT NULL
AND @buffer.STIntersects(SpatialLocation) = 1
""")
Python integration
Retrieve WKT strings from Microsoft SQL and parse them with the Shapely library for client-side geometry processing.
With Shapely library
Install by running pip install shapely.
from shapely import wkt
from shapely.geometry import Point, Polygon
# Retrieve spatial data from Person.Address
cursor.execute("""
SELECT City, SpatialLocation.STAsText() AS WKT
FROM Person.Address
WHERE SpatialLocation IS NOT NULL AND City IN ('Seattle', 'Redmond')
""")
for row in cursor:
# Parse WKT into Shapely geometry
geom = wkt.loads(row.WKT)
if isinstance(geom, Point):
print(f"{row.City}: Point at ({geom.x}, {geom.y})")
elif isinstance(geom, Polygon):
print(f"{row.City}: Polygon with area {geom.area}")
Create spatial data with Shapely
Create geometric objects using the Shapely library and convert them to WKT format for insertion into Microsoft SQL.
from shapely.geometry import Point, Polygon, LineString
from shapely import wkt
# Create geometries in Python
seattle = Point(-122.3321, 47.6062)
seattle_wkt = wkt.dumps(seattle)
route = LineString([(-122.3321, 47.6062), (-122.4194, 37.7749)])
route_wkt = wkt.dumps(route)
# Insert into a temp table
cursor.execute("CREATE TABLE #Routes (Name NVARCHAR(100), Path NVARCHAR(MAX))")
cursor.execute("""
INSERT INTO #Routes (Name, Path)
VALUES (%(name)s, %(wkt)s)
""", {"name": "Seattle to SF", "wkt": route_wkt})
cursor.execute("SELECT Name, Path FROM #Routes")
row = cursor.fetchone()
print(f"{row.Name}: {row.Path[:40]}...")
Convert to GeoJSON
Convert spatial data from WKT format to GeoJSON for web-based applications and mapping services.
import json
from shapely import wkt
from shapely.geometry import mapping
cursor.execute("""
SELECT City, SpatialLocation.STAsText() AS WKT
FROM Person.Address
WHERE SpatialLocation IS NOT NULL AND City = 'Seattle'
""")
row = cursor.fetchone()
geom = wkt.loads(row.WKT)
geojson = {
"type": "Feature",
"properties": {"name": row.City},
"geometry": mapping(geom)
}
print(json.dumps(geojson, indent=2))
GeoDataFrame integration
Load spatial data from Microsoft SQL into a GeoPandas GeoDataFrame for advanced geospatial analysis.
import geopandas as gpd
from shapely import wkt
import pandas as pd
cursor.execute("""
SELECT AddressID, City, SpatialLocation.STAsText() AS WKT
FROM Person.Address
WHERE SpatialLocation IS NOT NULL AND City = 'Seattle'
""")
# Build DataFrame
rows = cursor.fetchall()
df = pd.DataFrame(
[(r.AddressID, r.City, r.WKT) for r in rows],
columns=['id', 'city', 'wkt']
)
# Convert to GeoDataFrame
df['geometry'] = df['wkt'].apply(wkt.loads)
gdf = gpd.GeoDataFrame(df, geometry='geometry', crs="EPSG:4326")
# Now use GeoPandas operations
print(gdf.head())
Spatial indexes
Create spatial indexes in Microsoft SQL to accelerate queries on large spatial datasets.
-- Geography index on Person.Address
CREATE SPATIAL INDEX SIX_Address_SpatialLocation
ON Person.Address(SpatialLocation)
USING GEOGRAPHY_GRID
WITH (
GRIDS = (LEVEL_1 = MEDIUM, LEVEL_2 = MEDIUM, LEVEL_3 = MEDIUM, LEVEL_4 = MEDIUM),
CELLS_PER_OBJECT = 16
);
-- Geometry index (example with custom table)
CREATE SPATIAL INDEX SIX_FloorPlan_RoomShape
ON dbo.FloorPlan(RoomShape)
USING GEOMETRY_GRID
WITH (
BOUNDING_BOX = (0, 0, 1000, 1000),
GRIDS = (LEVEL_1 = HIGH, LEVEL_2 = HIGH, LEVEL_3 = HIGH, LEVEL_4 = HIGH)
);
Performance tips
Apply these techniques to keep spatial queries efficient at scale.
Use spatial index hints
Use spatial indexes to accelerate queries on large spatial datasets.
cursor.execute("""
DECLARE @region geography = geography::STPolyFromText(
'POLYGON((-122.5 47.5, -122.2 47.5, -122.2 47.7, -122.5 47.7, -122.5 47.5))',
4326
);
SELECT City
FROM Person.Address
WHERE SpatialLocation IS NOT NULL
AND SpatialLocation.STIntersects(@region) = 1
""")
Filter first, then calculate
Optimize spatial queries by first applying a fast bounding box filter, then performing precise distance calculations.
# Approximate filter with bounding box, then precise calculation
cursor.execute("""
DECLARE @center geography = geography::Point(47.6062, -122.3321, 4326);
SELECT City, SpatialLocation.STDistance(@center) AS Distance
FROM Person.Address
WHERE SpatialLocation IS NOT NULL
AND SpatialLocation.Filter(@center.STBuffer(10000)) = 1 -- Fast bounding box filter
AND SpatialLocation.STDistance(@center) < 10000 -- Precise distance check
ORDER BY Distance
""")
Reduce precision for display
Simplify spatial geometries for display by reducing coordinate precision.
cursor.execute("""
SELECT
City,
SpatialLocation.Reduce(100).STAsText() AS SimplifiedWKT -- 100 meter tolerance
FROM Person.Address
WHERE SpatialLocation IS NOT NULL AND City = 'Seattle'
""")
Coordinate reference systems
The SRID determines the coordinate system and affects how Microsoft SQL calculates distances and areas.
Common SRID values
The SRID (Spatial Reference Identifier) defines the coordinate system for your data. Using the wrong SRID produces incorrect distance and area calculations.
| SRID | Name | Use case |
|---|---|---|
| 4326 | WGS 84 | GPS coordinates, web mapping |
| 4269 | NAD 83 | North American surveys |
| 0 | No SRID | Flat geometry, local coordinates |
Convert between SRIDs
Retrieve spatial data and check its SRID to verify the coordinate system.
cursor.execute("""
-- Geography is always round-earth, but SRID defines datum
SELECT SpatialLocation.STAsText() AS WKT,
SpatialLocation.STSrid AS SRID
FROM Person.Address
WHERE SpatialLocation IS NOT NULL
""")
Best practices
Apply these guidelines to work with spatial data correctly and efficiently.
Validate geometry
Check spatial data for validity and identify any geometric problems before processing.
cursor.execute("""
SELECT
City,
SpatialLocation.STIsValid() AS IsValid,
SpatialLocation.IsValidDetailed() AS InvalidReason
FROM Person.Address
WHERE SpatialLocation IS NOT NULL
AND SpatialLocation.STIsValid() = 0
""")
for row in cursor:
print(f"Invalid: {row.City} - {row.InvalidReason}")
Make geometry valid
Use the MakeValid() method to automatically correct invalid geometric shapes.
# Example with a temp table
cursor.execute("""
CREATE TABLE #SpatialFix (Name NVARCHAR(100), GeoLocation GEOGRAPHY);
INSERT INTO #SpatialFix VALUES ('Test', geography::STGeomFromText('POLYGON((0 0, 0 1, 1 0, 0 0))', 4326));
UPDATE #SpatialFix
SET GeoLocation = GeoLocation.MakeValid()
WHERE GeoLocation.STIsValid() = 0
""")
Choose the right type
The choice between geography and geometry determines how Microsoft SQL calculates distances and areas:
- geography: Real-world locations (GPS points), earth surface calculations, distances in meters.
- geometry: Flat surfaces (floor plans, CAD), Cartesian coordinate systems, or when SRID doesn't matter.