Spherical

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1. final def !=(arg0: Any): Boolean

   

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2. final def ##(): Int

   

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3. final def ==(arg0: Any): Boolean

   

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6. def distanceCalculator(radius: Double): DistanceCalculator

   

   Creates an instance of the DistanceCalculator type class which use the haversine formula to determine the great-circle distance between a point and a rounding box of R-tree on a sphere with specified radius given their longitudes and latitudes.

   Creates an instance of the DistanceCalculator type class which use the haversine formula to determine the great-circle distance between a point and a rounding box of R-tree on a sphere with specified radius given their longitudes and latitudes.

   To simplify creation of entries and queries X-axis is used for latitudes an and Y-axis for longitudes.

   Calculations was borrowed from the geoflatbush project of Vladimir Agafonkin: https://github.com/mourner/geoflatbush/blob/master/index.mjs

7. def entries[A](lat: Float, lon: Float, distance: Float, value: A, radius: Double): IndexedSeq[RTreeEntry[A]]

   

   Create an indexed sequence of entries that are specified by a circular area on the sphere and a value.

   Create an indexed sequence of entries that are specified by a circular area on the sphere and a value.

   Sequence of entries required for case when the circle is crossed by the anti-meridian because the RTree which use bounding box form longitudes and latitudes for indexing doesn't support wrapping of longitudes over the sphere, so we split that entries on two by the date change meridian.

   Used formula with description is here: http://janmatuschek.de/LatitudeLongitudeBoundingCoordinates#Longitude

   A

   a type of the value being put in the r-tree

   lat

   a latitude coordinate of the given center point

   lon

   a latitude coordinate of the given center point

   distance

   a distance, from the center point to borders of the circular area on the sphere surface, if the value of distance is greater than a half of the circumference then a whole sphere will be bounded

   value

   a value to store in the r-tree

   radius

   a value of radius to calculate

   returns

   a newly created entry

8. def entry[A](minLat: Float, minLon: Float, maxLat: Float, maxLon: Float, value: A): RTreeEntry[A]

   

   Create an entry specified by a rectangle with spherical coordinates and a value.

   Create an entry specified by a rectangle with spherical coordinates and a value.

   A

   a type of the value being put in the r-tree

   minLat

   a latitude coordinate of the left bottom corner

   minLon

   a latitude coordinate of the left bottom corner

   maxLat

   a latitude coordinate of the right top corner

   maxLon

   a latitude coordinate of the right top corner

   value

   a value to store in the r-tree

   returns

   a newly created entry

9. def entry[A](lat: Float, lon: Float, value: A): RTreeEntry[A]

   

   Create an entry specified by a point with spherical coordinates and a value.

   Create an entry specified by a point with spherical coordinates and a value.

   A

   a type of the value being put in the r-tree

   lat

   a latitude coordinate of the given point

   lon

   a latitude coordinate of the given point

   value

   a value to store in the r-tree

   returns

   a newly created entry

10. final def eq(arg0: AnyRef): Boolean

    

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12. def finalize(): Unit

    

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17. final def notify(): Unit

    

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22. final def wait(arg0: Long, arg1: Int): Unit

    

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