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| H A D | area.hpp | 55 typename Spheroid = srs::spheroid<double>, 88 inline spheroid_constants(Spheroid const& spheroid) in spheroid_constants() 89 : m_spheroid(spheroid) in spheroid_constants() 90 , m_a2(math::sqr(get_radius<0>(spheroid))) in spheroid_constants() 91 , m_e2(formula::flattening<CT>(spheroid) in spheroid_constants() 92 * (CT(2.0) - CT(formula::flattening<CT>(spheroid)))) in spheroid_constants() 95 , m_c2(authalic_radius(spheroid, m_a2, m_e2)) in spheroid_constants() 168 explicit inline geographic(Spheroid const& spheroid = Spheroid()) in geographic() argument 169 : m_spheroid_constants(spheroid) in geographic()
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| H A D | intersection.hpp | 63 typename Spheroid = srs::spheroid<double>, 212 explicit geographic_segments(Spheroid const& spheroid = Spheroid()) in geographic_segments() 213 : m_spheroid(spheroid) in geographic_segments() 295 srs::spheroid<calc_t> spheroid = normalized_spheroid<calc_t>(m_spheroid); in apply() local 337 res_b1_b2 = inverse_dist_azi::apply(b1_lon, b1_lat, b2_lon, b2_lat, spheroid); in apply() 345 res_b1_a1 = inverse_dist_azi::apply(b1_lon, b1_lat, a1_lon, a1_lat, spheroid); in apply() 350 res_b1_a2 = inverse_dist_azi::apply(b1_lon, b1_lat, a2_lon, a2_lat, spheroid); in apply() 370 res_a1_a2 = inverse_dist_azi::apply(a1_lon, a1_lat, a2_lon, a2_lat, spheroid); in apply() 378 res_a1_b1 = inverse_dist_azi::apply(a1_lon, a1_lat, b1_lon, b1_lat, spheroid); in apply() 383 res_a1_b2 = inverse_dist_azi::apply(a1_lon, a1_lat, b2_lon, b2_lat, spheroid); in apply() [all …]
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| H A D | envelope_segment.hpp | 32 typename Spheroid = geometry::srs::spheroid<double>, 44 explicit inline geographic_segment(Spheroid const& spheroid) in geographic_segment() argument 45 : m_spheroid(spheroid) in geographic_segment() 90 srs::spheroid<double>,
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| H A D | azimuth.hpp | 33 typename Spheroid = srs::spheroid<double>, 46 explicit inline geographic(Spheroid const& spheroid) in geographic() argument 47 : m_spheroid(spheroid) in geographic() 107 srs::spheroid<double>,
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| H A D | distance.hpp | 44 typename Spheroid = srs::spheroid<double>, 69 explicit inline geographic(Spheroid const& spheroid) in geographic() argument 70 : m_spheroid(spheroid) in geographic() 177 srs::spheroid
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| H A D | disjoint_segment_box.hpp | 47 typename Spheroid = srs::spheroid<double>, 59 explicit inline segment_box_geographic(Spheroid const& spheroid) in segment_box_geographic() 60 : m_spheroid(spheroid) in segment_box_geographic()
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| H A D | distance_thomas.hpp | 42 typename Spheroid = srs::spheroid<double>, 61 explicit inline thomas(Spheroid const& spheroid) in thomas() argument 62 : base_type(spheroid) in thomas()
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| H A D | distance_vincenty.hpp | 44 typename Spheroid = srs::spheroid<double>, 63 explicit inline vincenty(Spheroid const& spheroid) in vincenty() argument 64 : base_type(spheroid) in vincenty()
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| H A D | distance_andoyer.hpp | 48 typename Spheroid = srs::spheroid<double>, 67 explicit inline andoyer(Spheroid const& spheroid) in andoyer() argument 68 : base_type(spheroid) in andoyer()
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| H A D | side_vincenty.hpp | 37 typename Spheroid = srs::spheroid<double>,
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| H A D | side_thomas.hpp | 37 typename Spheroid = srs::spheroid<double>,
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| H A D | side_andoyer.hpp | 37 typename Spheroid = srs::spheroid<double>,
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| H A D | side.hpp | 55 typename Spheroid = srs::spheroid<double>,
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| H A D | srs.hpp | 44 class spheroid class 47 spheroid(RadiusType const& a, RadiusType const& b) in spheroid() function in boost::geometry::srs::spheroid 52 spheroid() in spheroid() function in boost::geometry::srs::spheroid 85 struct tag< srs::spheroid<RadiusType> > 91 struct radius_type< srs::spheroid<RadiusType> > 97 struct radius_access<srs::spheroid<RadiusType>, Dimension> 99 typedef srs::spheroid<RadiusType> spheroid_type;
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| H A D | azimuth.hpp | 53 static inline ReturnType apply(P1 const& p1, P2 const& p2, Spheroid const& spheroid) in apply() 58 spheroid ).azimuth; in apply() 64 return apply(p1, p2, srs::spheroid<ReturnType>()); in apply()
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| H A D | andoyer_inverse.hpp | 63 Spheroid const& spheroid) in apply() argument 77 CT const f = formula::flattening<CT>(spheroid); in apply() 119 CT const a = get_radius<0>(spheroid); in apply() 206 get_radius<2>(spheroid), f, in apply()
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| H A D | vincenty_inverse.hpp | 73 Spheroid const& spheroid) in apply() 99 CT const radius_a = CT(get_radius<0>(spheroid)); in apply() 100 CT const radius_b = CT(get_radius<2>(spheroid)); in apply() 101 CT const f = formula::flattening<CT>(spheroid); in apply()
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| H A D | thomas_inverse.hpp | 63 Spheroid const& spheroid) in apply() argument 80 CT const f = formula::flattening<CT>(spheroid); in apply() 149 CT const a = get_radius<0>(spheroid); in apply() 209 get_radius<2>(spheroid), f, in apply()
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| H A D | vertex_latitude.hpp | 77 Spheroid const& spheroid) in apply() argument 79 CT const f = formula::flattening<CT>(spheroid); in apply()
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| H A D | sjoberg_intersection.hpp | 647 Spheroid const& spheroid) in apply() argument 658 inverse_result const res1 = inverse_type::apply(lon_a1, lat_a1, lon_a2, lat_a2, spheroid); in apply() 659 inverse_result const res2 = inverse_type::apply(lon_b1, lat_b1, lon_b2, lat_b2, spheroid); in apply() 663 lon, lat, spheroid); in apply() 671 Spheroid const& spheroid) in apply() argument 678 CT const f = formula::flattening<CT>(spheroid); in apply()
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| H A D | vertex_longitude.hpp | 73 Spheroid const& spheroid) in apply() argument 92 CT const f = flattening<CT>(spheroid); in apply()
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