| /third_party/boost/boost/geometry/strategies/spherical/ |
| D | envelope_segment.hpp | 117 CalculationType& lon2, in swap() argument
120 std::swap(lon1, lon2); in swap()
142 CoordinateType const& lon2) in crosses_antimeridian() argument
149 return math::abs(lon1 - lon2) > constants::half_period(); // > pi in crosses_antimeridian()
156 CalculationType& lon2, in compute_box_corners() argument
163 BOOST_GEOMETRY_ASSERT(lon1 <= lon2); in compute_box_corners()
164 boost::ignore_unused(lon1, lon2); in compute_box_corners()
218 CalculationType& lon2, in special_cases() argument
235 lon2 = 0; in special_cases()
242 lon1 = lon2; in special_cases()
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| D | distance_segment_box.hpp | 115 CT lon2 = geometry::get_as_radian<0>(p1); in segment_below_of_box() local
118 if (lon1 > lon2) in segment_below_of_box()
120 std::swap(lon1, lon2); in segment_below_of_box()
134 az_strategy.apply(lon1, lat1, lon2, lat2, alp1); in segment_below_of_box()
139 >::apply(lon1, lat1, lon2, lat2, in segment_below_of_box()
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| D | side_by_cross_track.hpp | 66 calc_t lon2 = geometry::get_as_radian<0>(p2); in apply() local
75 (lon1, lat1, lon2, lat2).azimuth; in apply()
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| /third_party/boost/libs/geometry/test/strategies/ |
| D | andoyer.cpp | 69 void test_distance(double lon1, double lat1, double lon2, double lat2, double expected_km) in test_distance() argument
97 bg::assign_values(p2, lon2, lat2); in test_distance()
103 double diff = bg::math::longitude_distance_signed<bg::degree>(lon1, lon2); in test_distance()
117 to_rad(lon2), to_rad(lat2), in test_distance()
129 double lon2, double lat2, in test_azimuth() argument
141 …rtype a_formula = andoyer_inverse_type::apply(to_rad(lon1), to_rad(lat1), to_rad(lon2), to_rad(lat… in test_azimuth()
161 void test_distazi(double lon1, double lat1, double lon2, double lat2, in test_distazi() argument
164 test_distance<P1, P2>(lon1, lat1, lon2, lat2, expected_km); in test_distazi()
165 test_azimuth<P1, P2>(lon1, lat1, lon2, lat2, expected_azimuth_deg); in test_distazi()
170 void test_distazi_symm(double lon1, double lat1, double lon2, double lat2, in test_distazi_symm() argument
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| D | distance.cpp | 40 void test_distance(double lon1, double lat1, double lon2, double lat2) in test_distance() argument
54 bg::assign_values(p2, lon2, lat2); in test_distance()
66 lon2 * bg::math::d2r<double>(), in test_distance()
77 double lon2, double lat2) in test_distance_reverse() argument
79 test_distance<P1, P2, FormulaPolicy>(lon1, lat1, lon2, lat2); in test_distance_reverse()
80 test_distance<P1, P2, FormulaPolicy>(lon2, lat2, lon1, lat1); in test_distance_reverse()
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| D | vincenty.cpp | 108 void test_vincenty(double lon1, double lat1, double lon2, double lat2, in test_vincenty() argument
133 lon2 * d2r, in test_vincenty()
154 calc_t direct_lon2 = result_d.lon2; in test_vincenty()
162 check_deg("direct_lon2_deg", direct_lon2_deg, calc_t(lon2), tolerance, error); in test_vincenty()
185 bg::assign_values(p2, lon2, lat2); in test_vincenty()
194 void test_vincenty(double lon1, double lat1, double lon2, double lat2, in test_vincenty() argument
199 test_vincenty<P1, P2>(lon1, lat1, lon2, lat2, in test_vincenty()
206 double lon2, double lat2, in test_side() argument
228 bg::assign_values(p2, lon2, lat2); in test_side()
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| D | thomas.cpp | 42 void test_distance(double lon1, double lat1, double lon2, double lat2, double expected_km) in test_distance() argument
70 bg::assign_values(p2, lon2, lat2); in test_distance()
79 double lon2, double lat2, in test_side() argument
101 bg::assign_values(p2, lon2, lat2); in test_side()
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| /third_party/boost/boost/geometry/strategies/geographic/ |
| D | distance_cross_track.hpp | 202 CT const& lon2, CT const& lat2, //p2 in non_iterative_case() argument
206 ::apply(lon1, lat1, lon2, lat2, spheroid); in non_iterative_case()
243 CT const& lon2, CT const& lat2, //p2 in bisection() argument
261 CT pr_lon = lon2; in bisection()
285 s14 -= inverse_distance_type::apply(res14.lon2, res14.lat2, pl_lon, pl_lat, in bisection()
287 pr_lon = res14.lon2; in bisection()
292 s14 += inverse_distance_type::apply(res14.lon2, res14.lat2, pr_lon, pr_lat, in bisection()
294 pl_lon = res14.lon2; in bisection()
299 res14.lon2, res14.lat2, in bisection()
305 std::cout << "p4=" << res14.lon2 * math::r2d<CT>() << in bisection()
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| D | distance.hpp | 92 static inline CT apply(CT lon1, CT lat1, CT lon2, CT lat2, in apply() argument
101 meridian_inverse::apply(lon1, lat1, lon2, lat2, spheroid); in apply()
111 >::apply(lon1, lat1, lon2, lat2, spheroid).distance; in apply()
122 CT lon2 = get_as_radian<0>(point2); in apply() local
125 return apply(lon1, lat1, lon2, lat2, m_spheroid); in apply()
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| D | mapping_ssf.hpp | 152 calculation_type lon2 = get_as_radian<0>(p2); in apply() local
157 return detail::spherical_side_formula(lon1, lat1, lon2, lat2, lon, lat); in apply()
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| /third_party/boost/libs/geometry/test/formulas/ |
| D | direct.cpp | 33 r.lon2 = -r.lon2; in symmetrize_wrt_origin()
63 …check_one(result.lon2, expected.lon2, reference.lon2, reference_error, true, check_reference_only); in check_direct_sph()
90 result.lon2 *= r2d; in test_all()
97 result.lon2 *= r2d; in test_all()
104 result.lon2 *= r2d; in test_all()
118 result.lon2 *= r2d; in test_all()
133 result.lat2, result.lon2, result.reverse_azimuth, in test_all()
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| D | direct_meridian.cpp | 33 >(result.lon2, result.lat2); in check_meridian_direct()
39 >(reference.lon2, reference.lat2); in check_meridian_direct()
42 ss << "(" << result.lon2 * bg::math::r2d<double>() in check_meridian_direct()
45 check_one("lon:" + ss.str(), result.lon2, expected.lon, reference.lon2, in check_meridian_direct()
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| D | direct_accuracy.cpp | 79 BOOST_CHECK_CLOSE(longitude, results_6.lon2, 10171000 * CALCULATION_TOLERANCE); in test_main()
89 BOOST_CHECK_CLOSE(longitude, results_8.lon2, 10173000 * CALCULATION_TOLERANCE); in test_main()
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| /third_party/boost/boost/geometry/formulas/ |
| D | spherical.hpp | 129 T2 const& lon2, in spherical_azimuth() argument
137 CT dlon = lon2 - lon1; in spherical_azimuth()
173 T2 const& lon2, T2 const& lat2) in spherical_azimuth() argument
175 return spherical_azimuth<ReturnType, false>(lon1, lat1, lon2, lat2).azimuth; in spherical_azimuth()
179 inline T spherical_azimuth(T const& lon1, T const& lat1, T const& lon2, T const& lat2) in spherical_azimuth() argument
181 return spherical_azimuth<T, false>(lon1, lat1, lon2, lat2).azimuth; in spherical_azimuth()
262 CT const lon2 = atan2(sin_alp0 * sin_sig2, cos_sig2); in spherical_direct() local
264 result.lon2 = lon1 + lon2 - omg1; in spherical_direct()
269 math::detail::normalize_angle_cond<radian>(result.lon2); in spherical_direct()
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| D | vertex_longitude.hpp | 286 CT& lon2, in apply() argument
302 return lon2; in apply()
306 if (math::equals(lon1, lon2)) in apply()
310 BOOST_ASSERT(lon1 < lon2); in apply()
314 sin(lon1 - lon2), in apply()
315 cos(lon1 - lon2), in apply()
326 if (std::abs(lon1 - lon2) > pi) in apply()
342 CT& lon2, in apply() argument
348 return lon2; in apply()
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| D | sjoberg_intersection.hpp | 43 CT const& lon2, CT const& lat2, CT const& lon_b2, CT const& lat_b2, in apply()
48 lon2, lat2, lon_b2, lat_b2, in apply()
60 CT const& lon2, CT const& lat2, CT const& lon_b2, CT const& lat_b2, in apply_alt()
65 CT const cos_lon2 = cos(lon2); in apply_alt()
66 CT const sin_lon2 = sin(lon2); in apply_alt()
75 return apply(lon1, lon_a2, lon2, lon_b2, in apply_alt()
83 static inline bool apply(CT const& lon1, CT const& lon_a2, CT const& lon2, CT const& lon_b2, in apply()
98 CT const dlon2 = lon_b2 - lon2; in apply()
129 lon = lon2; in apply()
150 (std::min)(math::longitude_difference<radian>(lon2, lon), in apply()
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| D | result_direct.hpp | 22 : lon2(0) in result_direct()
29 T lon2; member
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| D | meridian_segment.hpp | 38 static inline SegmentType is_meridian(T lon1, T lat1, T lon2, T lat2) in is_meridian() argument
41 T diff = geometry::math::longitude_distance_signed<geometry::radian>(lon1, lon2); in is_meridian()
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| D | vincenty_inverse.hpp | 71 T2 const& lon2, in apply()
77 if (math::equals(lat1, lat2) && math::equals(lon1, lon2)) in apply()
94 CT L = lon2 - lon1; in apply()
208 quantities::apply(lon1, lat1, lon2, lat2, in apply()
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| D | thomas_inverse.hpp | 61 T2 const& lon2, in apply() argument
69 if ( math::equals(lon1, lon2) && math::equals(lat1, lat2) ) in apply()
97 CT const d_lambda = lon2 - lon1; in apply()
207 quantities::apply(lon1, lat1, lon2, lat2, in apply()
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| D | meridian_direct.hpp | 72 result.lon2 = lo1; in apply()
103 >(result.lon2, result.lat2); in apply()
112 quantities::apply(lo1, la1, result.lon2, result.lat2, in apply()
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| D | vincenty_direct.hpp | 151 result.lon2 = lon1 + L; in apply()
163 quantities::apply(lon1, lat1, result.lon2, result.lat2, in apply()
175 math::detail::normalize_angle_cond<radian>(result.lon2); in apply()
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| D | andoyer_inverse.hpp | 62 T2 const& lon2, in apply() argument
70 if ( math::equals(lon1, lon2) && math::equals(lat1, lat2) ) in apply()
80 CT const dlon = lon2 - lon1; in apply()
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| /third_party/boost/boost/geometry/algorithms/detail/disjoint/ |
| D | segment_box.hpp | 145 CT lon2 = geometry::get_as_radian<0>(p1_normalized); in apply() local
148 if (lon1 > lon2) in apply()
150 std::swap(lon1, lon2); in apply()
160 lon2, lat2, in apply()
178 azimuth_strategy.apply(lon1, lat1, lon2, lat2, alp1); in apply()
219 lon2, lat2, in apply()
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| /third_party/boost/boost/geometry/algorithms/detail/envelope/ |
| D | intersects_antimeridian.hpp | 34 CoordinateType const& lon2, in apply()
47 math::larger(math::abs(lon1 - lon2), constants::half_period()); in apply()
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