ClickHouse/docs/en/query_language/functions/geo.md
BayoNet 324fd98de6 Update of english documentation (#2918)
* Updating of english translation.

* Some bugs are fixed.
2018-09-04 14:18:59 +03:00

2.4 KiB

Functions for working with geographical coordinates

greatCircleDistance

Calculate the distance between two points on the Earth's surface using the great-circle formula.

greatCircleDistance(lon1Deg, lat1Deg, lon2Deg, lat2Deg)

Input parameters

  • lon1Deg — Latitude of the first point in degrees. Range: [-90°, 90°].
  • lat1Deg — Longitude of the first point in degrees. Range: [-180°, 180°].
  • lon2Deg — Latitude of the second point in degrees. Range: [-90°, 90°].
  • lat2Deg — Longitude of the second point in degrees. Range: [-180°, 180°].

Positive values correspond to North latitude and East longitude, and negative values correspond to South latitude and West longitude.

Returned value

The distance between two points on the Earth's surface, in meters.

Generates an exception when the input parameter values fall outside of the range.

Example

SELECT greatCircleDistance(55.755831, 37.617673, -55.755831, -37.617673)
┌─greatCircleDistance(55.755831, 37.617673, -55.755831, -37.617673)─┐
│                                                14132374.194975413 │
└───────────────────────────────────────────────────────────────────┘

pointInEllipses

Checks whether the point belongs to at least one of the ellipses.

pointInEllipses(x, y, x₀, y₀, a₀, b₀,...,xₙ, yₙ, aₙ, bₙ)

Input parameters

  • x — Latitude of the point.
  • y — Longitude of the point.
  • xᵢ, yᵢ — Coordinates of the center of the i-th ellipsis.
  • aᵢ, bᵢ — Axes of the i-th ellipsis in meters.

The input parameters must be 2+4⋅n, where n is the number of ellipses.

Returned values

1 if the point is inside at least one of the ellipses; 0if it is not.

Examples:

SELECT pointInEllipses(55.755831, 37.617673, 55.755831, 37.617673, 1.0, 2.0)
┌─pointInEllipses(55.755831, 37.617673, 55.755831, 37.617673, 1., 2.)─┐
│                                                                   1 │
└─────────────────────────────────────────────────────────────────────┘