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Code cleanup
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@ -2,24 +2,59 @@
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#include "rd.h"
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#include "lambertconic.h"
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#ifndef M_PI_2
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#define M_PI_2 1.57079632679489661923
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#endif // M_PI_2
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#ifndef M_PI_4
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#define M_PI_4 0.78539816339744830962
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#endif // M_PI_4
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static double q(const Ellipsoid &el, double b)
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{
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double e = sqrt(el.flattening() * (2. - el.flattening()));
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double esb = e * sin(b);
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return log(tan(M_PI_4 + b / 2.) * pow((1. - esb) / (1. + esb), e / 2.));
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}
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static double iq(const Ellipsoid &el, double q)
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{
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double e = sqrt(el.flattening() * (2. - el.flattening()));
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double b0 = 0.;
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double b = 2. * atan(exp(q)) - M_PI_2;
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do {
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b0 = b;
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double esb = e * sin(b);
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b = 2. * atan(exp(q) * pow((1. - esb) / (1. + esb), -e / 2.)) - M_PI_2;
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} while (fabs(b - b0) > 1e-10);
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return b;
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}
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static double nradius(const Ellipsoid &el, double phi)
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{
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double sin_phi = sin(phi);
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return (el.radius() / sqrt(1. - (el.flattening() * (2. - el.flattening()))
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* sin_phi * sin_phi));
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}
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LambertConic::LambertConic(const Ellipsoid &ellipsoid, double standardParallel1,
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double standardParallel2, double centralParallel, double centralMeridian,
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double standardParallel2, double latitudeOrigin, double longitudeOrigin,
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double scale, double falseEasting, double falseNorthing) : _e(ellipsoid)
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{
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_cm = centralMeridian;
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_cm = longitudeOrigin;
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_fe = falseEasting;
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_fn = falseNorthing;
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double sp1 = deg2rad(standardParallel1);
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double sp2 = deg2rad(standardParallel2);
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double N1 = _e.nradius(sp1);
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double N2 = _e.nradius(sp2);
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double N1 = nradius(_e, sp1);
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double N2 = nradius(_e, sp2);
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_q0 = ellipsoid.q(deg2rad(centralParallel));
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double q1 = _e.q(sp1);
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double q2 = _e.q(sp2);
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_q0 = q(_e, deg2rad(latitudeOrigin));
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double q1 = q(_e, sp1);
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double q2 = q(_e, sp2);
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_n = log((N1 * cos(sp1)) / (N2 * cos(sp2))) / (q2 - q1);
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double R1 = N1 * cos(sp1) / _n;
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@ -29,7 +64,7 @@ LambertConic::LambertConic(const Ellipsoid &ellipsoid, double standardParallel1,
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QPointF LambertConic::ll2xy(const Coordinates &c) const
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{
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double dl = _n * (deg2rad(c.lon()) - deg2rad(_cm));
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double R = _R0 * exp(_n * (_q0 - _e.q(deg2rad(c.lat()))));
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double R = _R0 * exp(_n * (_q0 - q(_e, deg2rad(c.lat()))));
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return QPointF(_fe + R * sin(dl), _fn + _R0 - R * cos(dl));
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}
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@ -42,5 +77,5 @@ Coordinates LambertConic::xy2ll(const QPointF &p) const
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double R = sqrt(dx * dx + dy * dy);
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double q = _q0 - log(R / _R0) / _n;
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return Coordinates(rad2deg(deg2rad(_cm) + dl / _n), rad2deg(_e.iq(q)));
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return Coordinates(rad2deg(deg2rad(_cm) + dl / _n), rad2deg(iq(_e, q)));
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}
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