
# -*- coding: utf-8 -*-

# Test ellipsoidal earth model functions and methods.

__all__ = ('Tests',)
__version__ = '18.09.30'

from base import geographiclib, isWindows
from testLatLon import Tests as _TestsLL
from testVectorial import Tests as _TestsV

from pygeodesy import EPS, F_D, F_DMS, bearingDMS, compassDMS, \
                      Datums, fStr, m2SM, normDMS, wrap360


class Tests(_TestsLL, _TestsV):

    def testEllipsoidal(self, module, Cartesian, Nvector):
        # ellipsoidal modules tests

        self.subtitle(module, 'Ellipsoidal')

        LatLon = module.LatLon

        p = LatLon(51.4778, -0.0016, 0, Datums.WGS84)
        self.test('isEllipsoidal', p.isEllipsoidal, True)
        self.test('isSpherical', p.isSpherical, False)

        d = p.convertDatum(Datums.OSGB36)
        self.test('isEllipsoidal', d.isEllipsoidal, True)
        self.test('isSpherical', d.isSpherical, False)

        self.test('convertDatum', d, '51.477284°N, 000.00002°E, -45.91m')  # 51.4773°N, 000.0000°E, -45.91m
        self.test('convertDatum', d.toStr(F_D, prec=4), '51.4773°N, 000.0°E, -45.91m')

        if Cartesian and Nvector:
            c = Cartesian(3980581, 97, 4966825)
            n = c.toNvector()  # {x: 0.6228, y: 0.0000, z: 0.7824, h: 0.0000}  # XXX height
            self.test('toNVector', n.toStr(4), '(0.6228, 0.0, 0.7824, +0.24)')
            self.test('toNvector', isinstance(n, Nvector), True)
            c = n.toCartesian()
            self.test('toCartesian', c.toStr(0), '[3980581, 97, 4966825]')
            self.test('toCartesian', isinstance(c, Cartesian), True)

            n = Nvector(0.5, 0.5, 0.7071)
            self.test('Nvector', n, '(0.5, 0.5, 0.7071)')

            c = n.toCartesian()  # [3194434, 3194434, 4487327]
            self.test('toCartesian', c, '[3194434.411, 3194434.411, 4487326.82]')
            self.test('toCartesian', isinstance(c, Cartesian), True)

            p = c.toLatLon()  # 45.0°N, 45.0°E
            self.test('toLatLon', p.toStr('d', 2), '45.0°N, 045.0°E, +0.00m')  # 45.0°N, 45.0°E
            self.test('toLatLon', isinstance(p, LatLon), True)

            n = Nvector(0.51, 0.512, 0.7071, 1).toStr(3)
            self.test('Nvector', n, '(0.51, 0.512, 0.707, +1.00)')

    def testKarney(self, module, datum):

        d = datum
        self.subtitle(module, 'Karney', datum=d.name)
        LatLon = module.LatLon

        Newport_RI = LatLon(41.49008, -71.312796, datum=d)

        Cleveland_OH = LatLon(41.499498, -81.695391, datum=d)
        m = Newport_RI.distanceTo(Cleveland_OH)
        self.test('distanceTo', m, '866455.4329', fmt='%.4f')

        m = Newport_RI.distanceTo(Newport_RI)
        self.test('coincident', m, 0.0)

        if hasattr(LatLon, 'toCartesian'):
            try:
                m = Newport_RI.distanceTo(Cleveland_OH.convertDatum(Datums.OSGB36))
                self.test('ValueError', None, 'other Ellipsoid mistmatch: ...' + d.ellipsoid.name)
            except ValueError as x:
                self.test('ValueError', x, 'other Ellipsoid mistmatch: Ellipsoids.Airy1830 vs Ellipsoids.' + d.ellipsoid.name)
            except Exception as x:
                self.test('ValueError', x, 'ValueError ...' + d.ellipsoid.name)

        p = LatLon(-37.95103342, 144.42486789, datum=d)
        self.test('isEllipsoidal', p.isEllipsoidal, True)

        q = p.copy()
        self.test('copy', q.isequalTo(p), True)
        self.test('isEllipsoidal', q.isEllipsoidal, True)
        self.test('isSpherical', q.isSpherical, False)

        self.test('copy', q.toStr(F_DMS, prec=4), '37°57′03.7203″S, 144°25′29.5244″E')

        self.testKarneyVincenty(LatLon, d)

    def testKarneyPython(self, module):

        self.subtitle(module, 'KarneyPython')

        ll1 = module.LatLon(-41.32, 174.81)
        # <http://GeographicLib.SourceForge.io/1.49/python>
        d = ll1.geodesic.Inverse(-41.32, 174.81, 40.96, -5.50)
        self.test('lat1', d['lat1'], -41.320, fmt='%.3f')
        self.test('lon1', d['lon1'], 174.810, fmt='%.3f')
        self.test('azi1', d['azi1'], 161.067669986160, fmt='%.12f')
        self.test('lat2', d['lat2'],  40.960, fmt='%.3f')
        self.test('lon2', d['lon2'],  -5.500, fmt='%.3f')
        self.test('azi2', d['azi2'],  18.825195123247, fmt='%.12f')
        self.test('s12',  d['s12'], 19959679.267353821546, fmt='%.12f', known=isWindows)

        d3 = ll1.distanceTo3(module.LatLon(40.96, -5.50))
        self.test('distanceTo3', fStr(d3, prec=12), '19959679.267353821546, 161.06766998616, 18.825195123247', known=isWindows)
        ll2, d2 = ll1.destination2(19959679.26735382, 161.067669986160)
        self.test('destination2', fStr((ll2.lat, ll2.lon, d2), prec=12), '40.96, -5.5, 18.825195123247')

    def testVincenty(self, module, datum):

        d = datum
        self.subtitle(module, 'Vincenty', datum=d.name)
        LatLon = module.LatLon

        Newport_RI = LatLon(41.49008, -71.312796, datum=d)
        Cleveland_OH = LatLon(41.499498, -81.695391, datum=d)
        m = Newport_RI.distanceTo(Cleveland_OH)
        self.test('distanceTo', m, '866455.43292', fmt='%.5f')

        if hasattr(LatLon, 'toCartesian'):
            try:
                m = Newport_RI.distanceTo(Cleveland_OH.convertDatum(Datums.OSGB36))
                self.test('ValueError', None, 'other Ellipsoid mistmatch: ...' + d.ellipsoid.name)
            except ValueError as x:
                self.test('ValueError', x, 'other Ellipsoid mistmatch: Ellipsoids.Airy1830 vs Ellipsoids.' + d.ellipsoid.name)
            except Exception as x:
                self.test('ValueError', x, 'ValueError ...' + d.ellipsoid.name)

        p = LatLon(-37.95103342, 144.42486789, datum=d)
        self.test('isEllipsoidal', p.isEllipsoidal, True)
        self.test('isSpherical', p.isSpherical, False)

        self.test('epsilon', p.epsilon, 1e-12)
        self.test('iterations', p.iterations, 50)

        q = p.copy()
        self.test('copy', q.isequalTo(p), True)
        self.test('isEllipsoidal', q.isEllipsoidal, True)
        self.test('isSpherical', q.isSpherical, False)

        self.test('copy', q.toStr(F_DMS, prec=4), '37°57′03.7203″S, 144°25′29.5244″E')

        q.epsilon, q.iterations = EPS, 200
        self.test('epsilon', q.epsilon, EPS)
        self.test('iterations', q.iterations, 200)

        self.testKarneyVincenty(LatLon, d)

    def testKarneyVincenty(self, LatLon, d):

        p = LatLon(-37.95103342, 144.42486789, datum=d)
        t = p.distanceTo(p)
        self.test('coincident', t, '0.0')
        t = p.distanceTo3(p)
        self.test('coincident', fStr(t), '0.0, 0.0, 0.0')

        q = p.destination(54972.271, 306.86816)
        t = q.toStr(F_D, prec=4)
        self.test('destination', t, '37.6528°S, 143.9265°E')
        self.test('destination', isinstance(q, LatLon), True)

        q, f = p.destination2(54972.271, 306.86816)
        t = q.toStr(F_D) + ', ' + compassDMS(f, prec=4)
        self.test('destination2', t, '37.652821°S, 143.926496°E, 307.1736°NW')
        self.test('destination2', isinstance(q, LatLon), True)

        f = p.finalBearingOn(54972.271, 306.86816)
        t = bearingDMS(f, prec=4) + ', ' + compassDMS(f, form=F_DMS, prec=2)
        self.test('finalBearingOn', t, '307.1736°, 307°10′25.07″NW')

        p = LatLon(50.06632, -5.71475, datum=d)
        q = LatLon(58.64402, -3.07009, datum=d)
        m = p.distanceTo(q)
        self.test('distanceTo', m, '969954.166', fmt='%.3f')

        t = p.distanceTo3(q)
        t = fStr(t, prec=6)
        self.test('distanceTo3', t, '969954.166314, 9.141877, 11.29722')

        t = p.distanceTo2(q)
        t = fStr(t, prec=5)
        self.test('distanceTo2', t, '972708.16174, 11.22502')

        b = p.initialBearingTo(q)
        t = bearingDMS(b, prec=4) + ', ' + compassDMS(b, form=F_DMS, prec=2)
        self.test('initialBearingTo', t, '9.1419°, 9°08′30.76″N')

        f = p.finalBearingTo(q)
        t = bearingDMS(f, prec=4) + ', ' + compassDMS(f, form=F_DMS, prec=2)
        self.test('finalBearingTo', t, '11.2972°, 11°17′49.99″NNE')

        p = LatLon(52.205, 0.119)
        q = LatLon(48.857, 2.351)
        m = p.distanceTo(q)
        self.test('distanceTo', m, '404607.806', fmt='%.3f')

        t = p.distanceTo3(q)
        t = fStr(t, prec=6)
        self.test('distanceTo3', t, '404607.805988, 156.11064, 157.8345')

        t = p.distanceTo2(q)
        t = fStr(t, prec=6)
        self.test('distanceTo2', t, '402574.597287, 157.726344')

        b = p.initialBearingTo(q)
        t = bearingDMS(b, prec=4) + ', ' + compassDMS(b, form=F_DMS, prec=2)
        self.test('initialBearingTo', t, '156.1106°, 156°06′38.31″SSE')

        f = p.finalBearingTo(q)
        t = bearingDMS(f, prec=4) + ', ' + compassDMS(f, form=F_DMS, prec=2)
        self.test('finalBearingTo', t, '157.8345°, 157°50′04.2″SSE')  # 157.9

        p = LatLon(37.95103, 144.42487, datum=d)
        q = LatLon(37.65280, 143.9265, datum=d)
        m = p.distanceTo(q)
        self.test('distanceTo', m, '54973.295', fmt='%.3f')

        t = p.distanceTo3(q)
        t = fStr(t, prec=5)
        self.test('distanceTo3', t, '54973.29527, 233.13008, 232.82461')

        t = p.distanceTo2(q)
        t = fStr(t, prec=5)
        self.test('distanceTo2', t, '54903.41209, 232.9209')

        b = p.initialBearingTo(q)
        t = bearingDMS(b, prec=4) + ', ' + compassDMS(b, form=F_DMS, prec=2)
        self.test('initialBearingTo', t, '233.1301°, 233°07′48.28″SW')

        f = p.finalBearingTo(q)
        t = bearingDMS(f, prec=4) + ', ' + compassDMS(f, form=F_DMS, prec=2)
        self.test('finalBearingTo', t, '232.8246°, 232°49′28.59″SW')

        # <http://GitHub.com/maurycyp/vincenty> Maurycy Pietrzak
        Boston = LatLon(42.3541165, -71.0693514, datum=d)
        NewYork = LatLon(40.7791472, -73.9680804, datum=d)
        m = Boston.distanceTo(NewYork)
        self.test('distanceToMP', m, '298396.057', fmt='%.3f')
        self.test('distanceToSM', m2SM(m), 185.414, fmt='%.3f')

        p = LatLon(0, 0, datum=d)
        q = LatLon(0, 1, datum=d)
        m = p.distanceTo(q)
        self.test('distanceToMP', m, '111319.491', fmt='%.3f')

        q = LatLon(1, 0, datum=d)
        m = p.distanceTo(q)
        self.test('distanceToMP', m, '110574.389', fmt='%.3f')

        # <http://PyPI.org/project/pygc> Kyle Wilcox
        p = LatLon(0, 50, datum=d)
        q = LatLon(0, 52, datum=d)
        m = p.distanceTo(q)
        self.test('distanceToKW', m, '222638.982', fmt='%.3f')

        q = LatLon(0, 49, datum=d)
        m = p.distanceTo(q)
        self.test('distanceToKW', m, '111319.491', fmt='%.3f')

        # <http://www.Movable-Type.co.UK/scripts/latlong-vincenty.html>
        # ... Test case (from Geoscience Australia), using WGS-84
        FindersPeak = LatLon('37°57′03.72030″S', '144°25′29.52440″E')
        Buninyong = LatLon('37°39′10.15610″S', '143°55′35.38390″E')
        m, b, f = FindersPeak.distanceTo3(Buninyong)
        self.test('distanceTo3', m, '54972.271', fmt='%.3f')
        self.test('distanceTo3', bearingDMS(b, F_DMS), '306°52′05.37″')
        self.test('distanceTo3', bearingDMS(f, F_DMS), '307°10′25.07″')
        m, b = FindersPeak.distanceTo2(Buninyong)
        self.test('distanceTo2', m, '54902.390', fmt='%.3f')
        self.test('distanceTo2', bearingDMS(b, F_DMS), '307°04′38.41″')

    def testNOAA(self, module):
        # <http://www.NGS.NOAA.gov/PC_PROD/Inv_Fwd/readme.htm>

        self.subtitle(module, 'NOAA')

        LatLon= module.LatLon

        def _dfr(d, f, r):
            r = wrap360(r + 180)  # final bearing to back azimuth
            t = d, normDMS(bearingDMS(f, form=F_DMS, prec=4), norm=' '), \
                   normDMS(bearingDMS(r, form=F_DMS, prec=4), norm=' ')
            return '%.4f, %s, %s' % t

        p = LatLon('34 00 12.12345 N', '111 00 12.12345 W', datum=Datums.WGS84)  # Jones
        q = LatLon('33 22 11.54321 N', '112 55 44.33333 W', datum=Datums.WGS84)  # Smith
        t = p.distanceTo3(q)
        self.test('NOAAexample1', _dfr(*t), '191872.1190, 249 03 16.4237, 67 59 11.1619')

        p = LatLon('45 00 12.0 N', '68 00 0.0 W', datum=Datums.NAD27)  # Charlie
        q = LatLon('44 33 0.0 N', '70 12 34.7890 W', datum=Datums.NAD27)  # Sam
        t = p.distanceTo3(q)
        self.test('NOAAexample2', _dfr(*t), '182009.1679, 254 42 44.6439, 73 09 21.3315')

        p = LatLon('34 00 00.0 N', '111 00 00.0 W', height=76)  # Bill
        q = LatLon('33 31 25.93490 N', '112 12 16.40986 W', height=54)  # George
        t = p.distanceTo3(q)
        self.test('NOAAexample3', _dfr(*t), '123456.7891, 245 00 34.7001, 64 20 24.6864')  # ... 30.70, ... 24.6862

        p = LatLon('36 34 42.89133 N', '118 17 31.18182 W', height=4395.8320)  # Mt Whitney, CA
        q = LatLon('36 01 37.0 N', '116 49 32.0 W', height=-101.8680)  # Bad Water (Death valley), CA
        t = p.distanceTo3(q)
        self.test('NOAAexample4', _dfr(*t), '145239.0603, 114 29 26.9586, 295 21 32.6566')  # Ell Dist, FAZ, BAZ


if __name__ == '__main__':

    from pygeodesy import ellipsoidalKarney as K, \
                          ellipsoidalNvector as N, \
                          ellipsoidalVincenty as V

    t = Tests(__file__, __version__)

    t.testEllipsoidal(N, N.Cartesian, N.Nvector)
    t.testLatLon(N, Sph=False, Nv=True)
    t.testVectorial(N)

    t.testEllipsoidal(V, None, None)
    t.testLatLon(V, Sph=False)
    t.testNOAA(V)
    for d in (Datums.WGS84, Datums.NAD83,):  # Datums.Sphere):
        t.testVincenty(V, d)

    if geographiclib:
        t.testEllipsoidal(K, None, None)
        t.testLatLon(K, Sph=False)
        t.testNOAA(K)
        for d in (Datums.WGS84, Datums.NAD83,):  # Datums.Sphere):
            t.testKarney(K, d)
        t.testKarneyPython(K)

    t.results()
    t.exit()
