radiansPairToGreatArc Method
- For a given pair of points on an ellipsoid, construct an arc (possibly elliptical) which
- passes through both points
- is completely within the ellipsoid surface
- has its centerEvaluate a point on the ellipsoid at angles give in radians.
- If the ellipsoid is a sphere, this is the shortest great-circle arc between the two points.
- If the ellipsoid is not a sphere, this is close to but not precisely the shortest path.
radiansPairToGreatArc(thetaARadians: number, phiARadians: number, thetaBRadians: number, phiBRadians: number, result?: Arc3d): undefined | Arc3d
| Parameter | Type | Description |
|---|---|---|
| thetaARadians | number | longitude, in radians, for pointA |
| phiARadians | number | latitude, in radians, for pointA |
| thetaBRadians | number | longitude, in radians, for pointB |
| phiBRadians | number | latitude, in radians, for pointB |
| result | Arc3d | optional preallocated result |
Returns - undefined | Arc3d
Defined in
- geometry3d/Ellipsoid.ts Line 376
Last Updated: 14 November, 2024
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