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/dports/astro/geographiclib/GeographicLib-1.52/java/src/main/java/net/sf/geographiclib/
H A DGeodesic.java749 s12x = v.s12b; m12x = v.m12b; in InverseInt()
897 s12x = v.s12b; m12x = v.m12b; in InverseInt()
1256 private double s12b, m12b, m0, M12, M21;
1258 s12b = m12b = m0 = M12 = M21 = Double.NaN;
1312 v.m12b = dn2 * (csig1 * ssig2) - dn1 * (ssig1 * csig2) -
1468 double m12b, m0;
1474 m12b = v.m12b; m0 = v.m0;
1476 x = -1 + m12b / (cbet1 * cbet2 * m0 * Math.PI);
1635 w.dlam12 = v.m12b;
/dports/astro/geographiclib/GeographicLib-1.52/src/
H A DGeodesicExact.cpp560 real& s12b, real& m12b, real& m0, in Lengths() argument
587 m12b = dn2 * (csig1 * ssig2) - dn1 * (ssig1 * csig2) - in Lengths()
730 real m12b, m0, dummy; in InverseStart() local
735 cbet1, cbet2, REDUCEDLENGTH, dummy, m12b, m0, dummy, dummy); in InverseStart()
736 x = -1 + m12b / (cbet1 * cbet2 * m0 * Math::pi()); in InverseStart()
H A DGeodesic.cpp536 real& s12b, real& m12b, real& m0, in Lengths() argument
583 m12b = dn2 * (csig1 * ssig2) - dn1 * (ssig1 * csig2) - in Lengths()
727 real m12b, m0, dummy; in InverseStart() local
733 REDUCEDLENGTH, dummy, m12b, m0, dummy, dummy, Ca); in InverseStart()
734 x = -1 + m12b / (cbet1 * cbet2 * m0 * Math::pi()); in InverseStart()
/dports/devel/wasi-libcxx/llvm-project-13.0.1.src/flang/test/Semantics/
H A Dresolve17.f90261 use m12b, only: gc => gb
/dports/devel/llvm12/llvm-project-12.0.1.src/flang/test/Semantics/
H A Dresolve17.f90260 use m12b, only: gc => gb
/dports/devel/llvm-devel/llvm-project-f05c95f10fc1d8171071735af8ad3a9e87633120/flang/test/Semantics/
H A Dresolve17.f90260 use m12b, only: gc => gb
/dports/devel/wasi-compiler-rt13/llvm-project-13.0.1.src/flang/test/Semantics/
H A Dresolve17.f90261 use m12b, only: gc => gb
/dports/devel/wasi-compiler-rt12/llvm-project-12.0.1.src/flang/test/Semantics/
H A Dresolve17.f90260 use m12b, only: gc => gb
/dports/devel/llvm13/llvm-project-13.0.1.src/flang/test/Semantics/
H A Dresolve17.f90261 use m12b, only: gc => gb
/dports/astro/geographiclib/GeographicLib-1.52/matlab/geographiclib/
H A Dgeoddistance.m397 [~, m12b, m0] = ...
401 x = -1 + m12b ./ (cbet1(s) .* cbet2(s) .* m0 * pi);
529 function [s12b, m12b, m0, M12, M21] = ...
567 m12b = dn2 .* (csig1 .* ssig2) - dn1 .* (ssig1 .* csig2) - ... variable
570 m0 = N; m12b = N; % assign arbitrary unused result
/dports/science/py-pygeodesy/PyGeodesy-21.9.16/pygeodesy/geodesicx/
H A Dgx.py888 _, m12b, m0, _, _ = self._Lengths5(atan2(sbet12a, cbet12a) + PI,
890 x = m12b / (p.cbet1 * p.cbet2 * m0 * PI) - _1_0
1032 s12b = m12b = m0 = M12 = M21 = NAN
1052 m12b = fsum_(p.dn2 * (p.csig1 * p.ssig2),
1062 return s12b, m12b, m0, M12, M21
/dports/astro/geographiclib/GeographicLib-1.52/python/geographiclib/
H A Dgeodesic.py442 s12b = m12b = m0 = M12 = M21 = Math.nan
473 m12b = (dn2 * (csig1 * ssig2) - dn1 * (ssig1 * csig2) -
480 return s12b, m12b, m0, M12, M21
560 dummy, m12b, m0, dummy, dummy = self._Lengths(
563 x = -1 + m12b / (cbet1 * cbet2 * m0 * math.pi)
/dports/devel/boost-docs/boost_1_72_0/boost/geometry/formulas/
H A Dkarney_inverse.hpp693 CT m12b, m0, dummy; in newton_start() local
698 m12b, m0, dummy, dummy, coeffs_C1); in newton_start()
700 x = -c1 + m12b / (cos_beta1 * cos_beta2 * m0 * pi); in newton_start()
/dports/devel/hyperscan/boost_1_75_0/boost/geometry/formulas/
H A Dkarney_inverse.hpp693 CT m12b, m0, dummy; in newton_start() local
698 m12b, m0, dummy, dummy, coeffs_C1); in newton_start()
700 x = -c1 + m12b / (cos_beta1 * cos_beta2 * m0 * pi); in newton_start()
/dports/devel/R-cran-BH/BH/inst/include/boost/geometry/formulas/
H A Dkarney_inverse.hpp696 CT m12b = c0; in newton_start() local
703 m12b, m0, dummy, dummy, coeffs_C1); in newton_start()
705 x = -c1 + m12b / (cos_beta1 * cos_beta2 * m0 * pi); in newton_start()
/dports/math/stanmath/math-4.2.0/lib/boost_1.75.0/boost/geometry/formulas/
H A Dkarney_inverse.hpp693 CT m12b, m0, dummy; in newton_start() local
698 m12b, m0, dummy, dummy, coeffs_C1); in newton_start()
700 x = -c1 + m12b / (cos_beta1 * cos_beta2 * m0 * pi); in newton_start()
/dports/science/py-scipy/scipy-1.7.1/scipy/_lib/boost/boost/geometry/formulas/
H A Dkarney_inverse.hpp693 CT m12b, m0, dummy; in newton_start() local
698 m12b, m0, dummy, dummy, coeffs_C1); in newton_start()
700 x = -c1 + m12b / (cos_beta1 * cos_beta2 * m0 * pi); in newton_start()
/dports/devel/boost-libs/boost_1_72_0/boost/geometry/formulas/
H A Dkarney_inverse.hpp693 CT m12b, m0, dummy; in newton_start() local
698 m12b, m0, dummy, dummy, coeffs_C1); in newton_start()
700 x = -c1 + m12b / (cos_beta1 * cos_beta2 * m0 * pi); in newton_start()
/dports/devel/boost-python-libs/boost_1_72_0/boost/geometry/formulas/
H A Dkarney_inverse.hpp693 CT m12b, m0, dummy; in newton_start() local
698 m12b, m0, dummy, dummy, coeffs_C1); in newton_start()
700 x = -c1 + m12b / (cos_beta1 * cos_beta2 * m0 * pi); in newton_start()
/dports/math/R-cran-raster/raster/src/
H A Dgeodesic.c970 real s12b = 0, m12b = 0, m0 = 0, M12 = 0, M21 = 0; in Lengths() local
988 m12b = dn2 * (csig1 * ssig2) - dn1 * (ssig1 * csig2) - csig1 * csig2 * J12; in Lengths()
998 *pm12b = m12b; in Lengths()
1154 real m12b, m0, dummy; in InverseStart() local
1159 cbet1, cbet2, &dummy, &m12b, &m0, FALSE, in InverseStart()
1161 x = -1 + m12b / (cbet1 * cbet2 * m0 * pi); in InverseStart()
/dports/astro/geographiclib/GeographicLib-1.52/maxima/
H A Dgeodesic.mac829 /* Return [s12b, m12b, m0, M12, M21] */
832 s12b : 0b0, m12b : 0b0, m0 : 0b0, M12 : 0b0, M21 : 0b0,
834 /* Return m12b = (reduced length)/b; also calculate s12b = distance/b,
853 m12b : dn2 * (csig1 * ssig2) - dn1 * (ssig1 * csig2) - csig1 * csig2 * J12,
864 [s12b, m12b, m0, M12, M21])$
970 [cbet12a : cbet2 * cbet1 - sbet2 * sbet1,bet12a,m12b, m0],
978 m12b:r[2], m0:r[3]),
979 x : -1 + m12b / (cbet1 * cbet2 * m0 * pi),
/dports/x11-fonts/terminus-font/terminus-font-4.48/win32/
H A DMakefile33 FNT_BG_MIK = ter-m12n.fnt ter-m12b.fnt ter-m14n.fnt ter-m14b.fnt ter-m16n.fnt ter-m16b.fnt ter-m18…
/dports/astro/geographiclib/GeographicLib-1.52/legacy/Fortran/
H A Dgeodesic.for1102 + s12b, m12b, m0, MM12, MM21, ep2, Ca) argument
1108 double precision s12b, m12b, m0, MM12, MM21 local
1120 * Return m12b = (reduced length)/b; also calculate s12b = distance/b,
1166 m12b = dn2 * (csig1 * ssig2) - dn1 * (ssig1 * csig2) -
1272 + x, y, lamscl, betscl, cbt12a, bt12a, m12b, m0, dummy, local
1370 + dummy, m12b, m0, dummy, dummy, ep2, Ca)
1371 x = -1 + m12b / (cbet1 * cbet2 * m0 * pi)
/dports/math/vtk9/VTK-9.1.0/ThirdParty/libproj/vtklibproj/src/
H A Dgeodesic.c1295 real m12b, m0; in InverseStart() local
1300 cbet1, cbet2, 0, &m12b, &m0, 0, 0, Ca); in InverseStart()
1301 x = -1 + m12b / (cbet1 * cbet2 * m0 * pi); in InverseStart()
/dports/math/vtk8/VTK-8.2.0/ThirdParty/libproj/vtklibproj/src/
H A Dgeodesic.c1295 real m12b, m0; in InverseStart() local
1300 cbet1, cbet2, 0, &m12b, &m0, 0, 0, Ca); in InverseStart()
1301 x = -1 + m12b / (cbet1 * cbet2 * m0 * pi); in InverseStart()

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