/// <summary>
/// Move a coordinate a specified distance towards a target coordinate.
/// </summary>
/// <param name="target">Target coordinate</param>
/// <param name="distance">Distance toward target</param>
/// <param name="shape">Shape of earth</param>
/// <example>
/// The following example moves a coordinate 10km towards a target coordinate using
/// ellipsoidal earth calculations.
/// <code>
/// //N 25º 0' 0" E 25º 0' 0"
/// Coordinate coord = Coordinate(25,25);
///
/// //Target Coordinate
/// Coordinate target = new Coordinate(26.5, 23.2);
///
/// Distance distance = new Distance(10, DistanceType.Kilometers);
///
/// //Move coordinate the specified distance
/// //towards target using ellipsoidal calculations
/// coord.Move(target, distance, Shape.Ellipsoid);
///
/// //New Coordinate - N 24º 56' 21.526" E 25º 4' 23.944"
/// </code>
/// </example>
public void Move(Coordinate target, Distance distance, Shape shape)
{
Distance d = new Distance(this, target, shape);
//Convert to Radians for formula
double lat1 = latitude.ToRadians();
double lon1 = longitude.ToRadians();
double crs12 = d.Bearing * Math.PI / 180; //Convert bearing to radians
double[] ellipse = new double[] { equatorial_radius, inverse_flattening };
if (shape == Shape.Sphere)
{
double[] cd = Distance_Assistant.Direct(lat1, lon1, crs12, distance.Meters);
double lat2 = cd[0] * (180 / Math.PI);
double lon2 = cd[1] * (180 / Math.PI);
//ADJUST CORD
Latitude.DecimalDegree = lat2;
Longitude.DecimalDegree = -lon2; //v2.1.1.1 update
}
else
{
double[] cde = Distance_Assistant.Direct_Ell(lat1, -lon1, crs12, distance.Meters, ellipse);
//Convert back from radians
double lat2 = cde[0] * (180 / Math.PI);
double lon2 = cde[1] * (180 / Math.PI); //v2.1.1.1
//ADJUST CORD
Latitude.DecimalDegree = lat2;
Longitude.DecimalDegree = lon2;
}
}
/// <summary>
/// Move coordinate based on provided bearing and distance (in meters).
/// </summary>
/// <param name="distance">Distance in meters</param>
/// <param name="bearing">Bearing</param>
/// <param name="shape">Shape of earth</param>
/// <example>
/// The following example moves a coordinate 10km in the direction of
/// the specified bearing using ellipsoidal earth calculations.
/// <code>
/// //N 25º 0' 0" E 25º 0' 0"
/// Coordinate c = Coordinate(25,25);
///
/// double meters = 10000;
/// double bearing = 25;
///
/// //Move coordinate the specified meters
/// //and direction using ellipsoidal calculations
/// c.Move(meters, bearing, Shape.Ellipsoid);
///
/// //New Coordinate - N 25º 4' 54.517" E 24º 57' 29.189"
/// </code>
/// </example>
public void Move(double distance, double bearing, Shape shape)
{
//Convert to Radians for formula
double lat1 = latitude.ToRadians();
double lon1 = longitude.ToRadians();
double crs12 = bearing * Math.PI / 180; //Convert bearing to radians
double[] ellipse = new double[] { equatorial_radius, inverse_flattening };
if (shape == Shape.Sphere)
{
double[] cd = Distance_Assistant.Direct(lat1, lon1, crs12, distance);
double lat2 = cd[0] * (180 / Math.PI);
double lon2 = cd[1] * (180 / Math.PI);
//ADJUST CORD
Latitude.DecimalDegree = lat2;
Longitude.DecimalDegree = -lon2;//v2.1.1.1
}
else
{
double[] cde = Distance_Assistant.Direct_Ell(lat1, -lon1, crs12, distance, ellipse); // ellipse uses East negative
//Convert back from radians
double lat2 = cde[0] * (180 / Math.PI);
double lon2 = cde[1] * (180 / Math.PI); //v2.1.1.1
//ADJUST CORD
Latitude.DecimalDegree = lat2;
Longitude.DecimalDegree = lon2;
}
}