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double | GetMaximumRadius () |
| Gets the maximum radius of the ellipsoid in any dimension.
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double | GetMinimumRadius () |
| Gets the minimum radius of the ellipsoid in any dimension.
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partial double3 | GetRadii () |
| Returns the radii of this ellipsoid.
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partial void | SetRadii (double3 newRadii) |
| Sets the radii of this ellipsoid to the given values.
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partial? double3 | ScaleToGeodeticSurface (double3 ellipsoidCenteredEllipsoidFixed) |
| Scale the given Ellipsoid-Centered, Ellipsoid-Fixed (ECEF) position along the geodetic surface normal so that it is on the surface of the ellipsoid.
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partial double3 | GeodeticSurfaceNormal (double3 ellipsoidCenteredEllipsoidFixed) |
| Computes the normal of the plane tangent to the surface of the ellipsoid at the provided Ellipsoid-Centered, Ellipsoid-Fixed position.
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partial double3 | LongitudeLatitudeHeightToCenteredFixed (double3 longitudeLatitudeHeight) |
| Convert longitude, latitude, and height to Ellipsoid-Centered, Ellipsoid-Fixed (ECEF) coordinates.
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partial double3 | CenteredFixedToLongitudeLatitudeHeight (double3 ellipsoidCenteredEllipsoidFixed) |
| Convert Ellipsoid-Centered, Ellipsoid-Fixed (ECEF) coordinates to longitude, latitude, and height.
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Definition at line 11 of file CesiumEllipsoid.cs.
◆ CenteredFixedToLongitudeLatitudeHeight()
partial double3 CesiumForUnity.CesiumEllipsoid.CenteredFixedToLongitudeLatitudeHeight |
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double3 | ellipsoidCenteredEllipsoidFixed | ) |
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Convert Ellipsoid-Centered, Ellipsoid-Fixed (ECEF) coordinates to longitude, latitude, and height.
- Parameters
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ellipsoidCenteredEllipsoidFixed | The ECEF coordinates in meters. |
- Returns
- The longitude (X) and latitude (Y) are in degrees. The height (Z) is in meters above the ellipsoid, and should not be confused with a geoid, orthometric, or mean sea level height.
◆ GeodeticSurfaceNormal()
partial double3 CesiumForUnity.CesiumEllipsoid.GeodeticSurfaceNormal |
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double3 | ellipsoidCenteredEllipsoidFixed | ) |
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Computes the normal of the plane tangent to the surface of the ellipsoid at the provided Ellipsoid-Centered, Ellipsoid-Fixed position.
- Parameters
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ellipsoidCenteredEllipsoidFixed | The ECEF position in meters. |
- Returns
- The normal at the ECEF position
◆ GetMaximumRadius()
double CesiumForUnity.CesiumEllipsoid.GetMaximumRadius |
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Gets the maximum radius of the ellipsoid in any dimension.
- Returns
- The maximum radius of the ellipsoid.
Definition at line 46 of file CesiumEllipsoid.cs.
◆ GetMinimumRadius()
double CesiumForUnity.CesiumEllipsoid.GetMinimumRadius |
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Gets the minimum radius of the ellipsoid in any dimension.
- Returns
- The minimum radius of the ellipsoid.
Definition at line 55 of file CesiumEllipsoid.cs.
◆ GetRadii()
partial double3 CesiumForUnity.CesiumEllipsoid.GetRadii |
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Returns the radii of this ellipsoid.
◆ LongitudeLatitudeHeightToCenteredFixed()
partial double3 CesiumForUnity.CesiumEllipsoid.LongitudeLatitudeHeightToCenteredFixed |
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double3 | longitudeLatitudeHeight | ) |
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Convert longitude, latitude, and height to Ellipsoid-Centered, Ellipsoid-Fixed (ECEF) coordinates.
- Parameters
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longitudeLatitudeHeight | The longitude (X) and latitude (Y) are in degrees. The height (Z) is in meters above the ellipsoid, and should not be confused with a geoid, orthometric, or mean sea level height. |
- Returns
- The ECEF coordinates in meters.
◆ ScaleToGeodeticSurface()
partial? double3 CesiumForUnity.CesiumEllipsoid.ScaleToGeodeticSurface |
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double3 | ellipsoidCenteredEllipsoidFixed | ) |
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Scale the given Ellipsoid-Centered, Ellipsoid-Fixed (ECEF) position along the geodetic surface normal so that it is on the surface of the ellipsoid.
If the position is at the center of the ellipsoid, the result will be null.
- Parameters
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ellipsoidCenteredEllipsoidFixed | The ECEF position in meters. |
- Returns
- The scaled position, or null if the position is at the center of the ellipsoid.
◆ SetRadii()
partial void CesiumForUnity.CesiumEllipsoid.SetRadii |
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double3 | newRadii | ) |
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Sets the radii of this ellipsoid to the given values.
- Parameters
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newRadii | The new (x, y, z) radii of the ellipsoid. |
◆ WGS84
The documentation for this class was generated from the following file: