FlatPoint
FlatProjection::ProjectFloat(const GeoPoint &tp) const
{
assert(IsValid());
return FlatPoint((tp.longitude - center.longitude)
.AsDelta().Native() * cos,
(tp.latitude - center.latitude)
.AsDelta().Native() * fixed_scale);
}
FlatPoint
TaskProjection::fproject(const GeoPoint& tp) const
{
assert(initialised);
return FlatPoint((tp.Longitude - location_mid.Longitude)
.as_delta().value_native() * cos_midloc,
(tp.Latitude - location_mid.Latitude)
.as_delta().value_native() * fixed_scale);
}
/**
* Convert a #LeastSquares to a #WaveInfo. Returns
* WaveInfo::Undefined() if there is no valid result in the
* #LeastSquares instance.
*/
gcc_pure
static WaveInfo
GetWaveInfo(const LeastSquares &ls, const FlatProjection &projection,
double time)
{
if (!ls.HasResult())
return WaveInfo::Undefined();
const FlatPoint flat_location(ls.GetMiddleX(), ls.GetAverageY());
const GeoPoint location(projection.Unproject(flat_location));
const GeoPoint a(projection.Unproject(FlatPoint(ls.GetMinX(),
ls.GetYAtMinX())));
const GeoPoint b(projection.Unproject(FlatPoint(ls.GetMaxX(),
ls.GetYAtMaxX())));
Angle bearing = a.Bearing(b);
Angle normal = (bearing + Angle::QuarterCircle()).AsBearing();
return {location, a, b, normal, time};
}
bool
FlatEllipse::intersect_extended(const FlatPoint &pe, FlatPoint &i1,
FlatPoint &i2) const
{
const FlatLine l_f1p(f1, pe);
const FlatLine l_pf2(pe, f2);
const Angle ang = l_f1p.angle();
const fixed d = l_pf2.d() + max(a, b); // max line length
fixed can, san;
ang.sin_cos(san, can);
FlatLine e_l(pe, FlatPoint(pe.x + d * can, pe.y + d * san));
// e_l is the line extended from p in direction of f1-p
return intersect(e_l, i1, i2);
}
bool
FlatEllipse::IntersectExtended(const FlatPoint &pe, FlatPoint &i1,
FlatPoint &i2) const
{
const FlatLine l_f1p(f1, pe);
const FlatLine l_pf2(pe, f2);
const Angle ang = l_f1p.angle();
const fixed d = l_pf2.d() + std::max(a, b); // max line length
const auto sc = ang.SinCos();
fixed san = sc.first, can = sc.second;
FlatLine e_l(pe, FlatPoint(pe.x + d * can, pe.y + d * san));
// e_l is the line extended from p in direction of f1-p
return Intersect(e_l, i1, i2);
}
constexpr
FlatPoint Half() const {
return FlatPoint(::Half(x), ::Half(y));
}
gcc_constexpr_method
FlatPoint Half() const {
return FlatPoint(::half(x), ::half(y));
}
constexpr
FlatPoint Half() const {
return FlatPoint(x / 2, y / 2);
}
