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removed name nullptr too

This commit is contained in:
Zeno Rogue 2023-03-16 23:18:16 +01:00
parent 2527398a3e
commit 4bface6860
2 changed files with 58 additions and 62 deletions
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114
classes.cpp
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@ -992,8 +992,6 @@ struct modelinfo {
const char *name_spherical;
flagtype flags;
const char* name;
};
enum eModel : int {
@ -1027,69 +1025,67 @@ enum eModel : int {
// (other bits are used for other information)
#define X3(x) x, x, x
#define DEFAULTS nullptr
/** list of available models (i.e., projections) */
EX vector<modelinfo> mdinf = {
{"disk/Gans", "general perspective", "general perspective", mf::azimuthal | mf::conformal, DEFAULTS},
{"half-plane", "inversion", "stereographic projection [VR]", mf::conformal | mf::orientation | mf::horocyclic, DEFAULTS},
{"band", "band", "Mercator", mf::band | mf::conformal | mf::transition, DEFAULTS},
{X3("polygonal"), mf::conformal | mf::orientation, DEFAULTS},
{X3("formula"), 0, DEFAULTS},
{X3("azimuthal equidistant"), mf::azimuthal | mf::equidistant | mf::euc_boring | mf::product_special, DEFAULTS},
{X3("azimuthal equi-area"), mf::azimuthal | mf::equiarea | mf::euc_boring, DEFAULTS},
{X3("ball model"), mf::conformal | mf::azimuthal | mf::space, DEFAULTS},
{"Minkowski hyperboloid", "plane", "sphere", mf::conformal | mf::space | mf::euc_boring, DEFAULTS},
{"hemisphere", "sphere", "Minkowski hyperboloid", mf::conformal | mf::space, DEFAULTS},
{X3("band equidistant"), mf::band | mf::equidistant | mf::euc_boring, DEFAULTS},
{X3("band equi-area"), mf::band | mf::equiarea | mf::euc_boring, DEFAULTS},
{X3("sinusoidal"), mf::pseudoband | mf::equiarea | mf::euc_boring, DEFAULTS},
{X3("two-point equidistant"), mf::equidistant | mf::euc_boring | mf::twopoint | mf::orientation, DEFAULTS},
{X3("fisheye"), 0, DEFAULTS},
{X3("Joukowsky transform"), mf::hyper_only | mf::conformal | mf::transition | mf::orientation, DEFAULTS},
{X3("Joukowsky+inversion"), mf::hyper_only | mf::conformal | mf::transition | mf::orientation, DEFAULTS},
{X3("rotated hyperboles"), mf::hyper_only | mf::orientation, DEFAULTS},
{X3("spiral/ring"), mf::hyper_or_torus | mf::uses_bandshift | mf::orientation, DEFAULTS},
{X3("native perspective"), mf::perspective | mf::product_special, DEFAULTS},
{X3("azimuthal equi-volume"), mf::azimuthal | mf::equivolume | mf::euc_boring, DEFAULTS},
{X3("central inversion"), mf::azimuthal | mf::conformal, DEFAULTS},
{X3("two-point azimuthal"), mf::euc_boring | mf::azimuthal | mf::twopoint | mf::orientation, DEFAULTS},
{X3("two-point hybrid"), mf::euc_boring | mf::azimuthal | mf::equidistant | mf::twopoint | mf::orientation, DEFAULTS},
{X3("geodesic"), mf::perspective | mf::product_special, DEFAULTS},
{X3("Mollweide"), mf::euc_boring | mf::pseudoband | mf::equiarea, DEFAULTS},
{X3("central cylindrical"), mf::euc_boring | mf::band, DEFAULTS},
{X3("Collignon"), mf::pseudoband | mf::equiarea, DEFAULTS},
{X3("horocyclic coordinates"), mf::euc_boring | mf::orientation | mf::horocyclic, DEFAULTS},
{X3("quadrant coordinates"), mf::euc_boring | mf::orientation, DEFAULTS},
{X3("axial coordinates"), mf::euc_boring | mf::transition | mf::orientation, DEFAULTS},
{X3("anti-axial coordinates"), mf::euc_boring | mf::orientation, DEFAULTS},
{X3("Werner projection"), mf::euc_boring | mf::broken | mf::werner | mf::orientation, DEFAULTS}, // keep distances from pole, and distances along parallels
{X3("Aitoff projection"), mf::euc_boring | mf::broken | mf::orientation, DEFAULTS}, // halve longitudes, do azequid, double x
{X3("Hammer projection"), mf::euc_boring | mf::broken | mf::orientation, DEFAULTS}, // halve longitudes, do azequia, double x
{X3("loximuthal projection"), mf::euc_boring | mf::broken | mf::orientation, DEFAULTS}, // map loxodromes azimuthally and equidistantly
{X3("Miller projection"), mf::euc_boring | mf::band, DEFAULTS}, // scale latitude 4/5 -> Mercator -> 5/4
{X3("Gall stereographic"), mf::euc_boring | mf::band, DEFAULTS}, // like central cylindrical but stereographic
{X3("Winkel tripel"), mf::euc_boring | mf::broken | mf::orientation, DEFAULTS}, // mean of equirec and Aitoff
{X3("Poor man's square"), mf::euc_boring | mf::orientation, DEFAULTS}, // https://archive.bridgesmathart.org/2018/bridges2018-59.html
{X3("Panini projection"), mf::euc_boring | mf::orientation, DEFAULTS},
{X3("Craig retroazimuthal"), mf::euc_boring | mf::broken | mf::pseudoband, DEFAULTS}, // retroazimuthal cylindrical
{X3("Littrow retroazimuthal"), mf::euc_boring | mf::broken | mf::pseudoband, DEFAULTS}, // retroazimuthal conformal
{X3("Hammer retroazimuthal"), mf::euc_boring | mf::pseudoband, DEFAULTS}, // retroazimuthal equidistant
{X3("three-point equidistant"), mf::euc_boring | mf::equidistant | mf::orientation | mf::product_special | mf::twopoint, DEFAULTS},
{X3("Lie perspective"), mf::euc_boring | mf::perspective, DEFAULTS},
{X3("Lie orthogonal"), mf::euc_boring, DEFAULTS},
{X3("relativistic perspective"), mf::euc_boring | mf::perspective, DEFAULTS},
{X3("relativistic orthogonal"), mf::euc_boring, DEFAULTS},
{X3("horocyclic equal-area"), mf::euc_boring | mf::equiarea | mf::orientation | mf::horocyclic, DEFAULTS},
{X3("guard"), mf::technical, DEFAULTS},
{X3("pixel"), mf::technical, DEFAULTS},
{X3("hypflat"), mf::technical, DEFAULTS},
{X3("polynomial"), mf::technical | mf::conformal | mf::orientation, DEFAULTS},
{X3("manual"), mf::technical, DEFAULTS},
{"disk/Gans", "general perspective", "general perspective", mf::azimuthal | mf::conformal},
{"half-plane", "inversion", "stereographic projection [VR]", mf::conformal | mf::orientation | mf::horocyclic},
{"band", "band", "Mercator", mf::band | mf::conformal | mf::transition},
{X3("polygonal"), mf::conformal | mf::orientation},
{X3("formula"), 0},
{X3("azimuthal equidistant"), mf::azimuthal | mf::equidistant | mf::euc_boring | mf::product_special},
{X3("azimuthal equi-area"), mf::azimuthal | mf::equiarea | mf::euc_boring},
{X3("ball model"), mf::conformal | mf::azimuthal | mf::space},
{"Minkowski hyperboloid", "plane", "sphere", mf::conformal | mf::space | mf::euc_boring},
{"hemisphere", "sphere", "Minkowski hyperboloid", mf::conformal | mf::space},
{X3("band equidistant"), mf::band | mf::equidistant | mf::euc_boring},
{X3("band equi-area"), mf::band | mf::equiarea | mf::euc_boring},
{X3("sinusoidal"), mf::pseudoband | mf::equiarea | mf::euc_boring},
{X3("two-point equidistant"), mf::equidistant | mf::euc_boring | mf::twopoint | mf::orientation},
{X3("fisheye"), 0},
{X3("Joukowsky transform"), mf::hyper_only | mf::conformal | mf::transition | mf::orientation},
{X3("Joukowsky+inversion"), mf::hyper_only | mf::conformal | mf::transition | mf::orientation},
{X3("rotated hyperboles"), mf::hyper_only | mf::orientation},
{X3("spiral/ring"), mf::hyper_or_torus | mf::uses_bandshift | mf::orientation},
{X3("native perspective"), mf::perspective | mf::product_special},
{X3("azimuthal equi-volume"), mf::azimuthal | mf::equivolume | mf::euc_boring},
{X3("central inversion"), mf::azimuthal | mf::conformal},
{X3("two-point azimuthal"), mf::euc_boring | mf::azimuthal | mf::twopoint | mf::orientation},
{X3("two-point hybrid"), mf::euc_boring | mf::azimuthal | mf::equidistant | mf::twopoint | mf::orientation},
{X3("geodesic"), mf::perspective | mf::product_special},
{X3("Mollweide"), mf::euc_boring | mf::pseudoband | mf::equiarea},
{X3("central cylindrical"), mf::euc_boring | mf::band},
{X3("Collignon"), mf::pseudoband | mf::equiarea},
{X3("horocyclic coordinates"), mf::euc_boring | mf::orientation | mf::horocyclic},
{X3("quadrant coordinates"), mf::euc_boring | mf::orientation},
{X3("axial coordinates"), mf::euc_boring | mf::transition | mf::orientation},
{X3("anti-axial coordinates"), mf::euc_boring | mf::orientation},
{X3("Werner projection"), mf::euc_boring | mf::broken | mf::werner | mf::orientation}, // keep distances from pole, and distances along parallels
{X3("Aitoff projection"), mf::euc_boring | mf::broken | mf::orientation}, // halve longitudes, do azequid, double x
{X3("Hammer projection"), mf::euc_boring | mf::broken | mf::orientation}, // halve longitudes, do azequia, double x
{X3("loximuthal projection"), mf::euc_boring | mf::broken | mf::orientation}, // map loxodromes azimuthally and equidistantly
{X3("Miller projection"), mf::euc_boring | mf::band}, // scale latitude 4/5 -> Mercator -> 5/4
{X3("Gall stereographic"), mf::euc_boring | mf::band}, // like central cylindrical but stereographic
{X3("Winkel tripel"), mf::euc_boring | mf::broken | mf::orientation}, // mean of equirec and Aitoff
{X3("Poor man's square"), mf::euc_boring | mf::orientation}, // https://archive.bridgesmathart.org/2018/bridges2018-59.html
{X3("Panini projection"), mf::euc_boring | mf::orientation},
{X3("Craig retroazimuthal"), mf::euc_boring | mf::broken | mf::pseudoband}, // retroazimuthal cylindrical
{X3("Littrow retroazimuthal"), mf::euc_boring | mf::broken | mf::pseudoband}, // retroazimuthal conformal
{X3("Hammer retroazimuthal"), mf::euc_boring | mf::pseudoband}, // retroazimuthal equidistant
{X3("three-point equidistant"), mf::euc_boring | mf::equidistant | mf::orientation | mf::product_special | mf::twopoint},
{X3("Lie perspective"), mf::euc_boring | mf::perspective},
{X3("Lie orthogonal"), mf::euc_boring},
{X3("relativistic perspective"), mf::euc_boring | mf::perspective},
{X3("relativistic orthogonal"), mf::euc_boring},
{X3("horocyclic equal-area"), mf::euc_boring | mf::equiarea | mf::orientation | mf::horocyclic},
{X3("guard"), mf::technical},
{X3("pixel"), mf::technical},
{X3("hypflat"), mf::technical},
{X3("polynomial"), mf::technical | mf::conformal | mf::orientation},
{X3("manual"), mf::technical},
};
#undef X3
#undef DEFAULTS
#if HDR
static inline bool orbProtection(eItem it) { return false; } // not implemented

6
rogueviz/extra-projections.cpp
View File

@ -24,7 +24,7 @@ template<class T> void makeband_complex(shiftpoint H, hyperpoint& ret, const T&
template<class T> void add_complex(const char *name, flagtype flag, const T& f) {
int q = isize(mdinf);
mdinf.emplace_back(modelinfo{name, name, name, mf::euc_boring | mf::broken | flag, nullptr});
mdinf.emplace_back(modelinfo{name, name, name, mf::euc_boring | mf::broken | flag});
while(isize(extra_projections) < q) extra_projections.emplace_back();
extra_projections.emplace_back([f] (shiftpoint& H_orig, hyperpoint& H, hyperpoint& ret) {
makeband_complex(H_orig, ret, f);
@ -33,14 +33,14 @@ template<class T> void add_complex(const char *name, flagtype flag, const T& f)
template<class T> void add_extra(const char *name, flagtype flag, const T& f) {
int q = isize(mdinf);
mdinf.emplace_back(modelinfo{name, name, name, mf::euc_boring | mf::broken | flag, nullptr});
mdinf.emplace_back(modelinfo{name, name, name, mf::euc_boring | mf::broken | flag});
while(isize(extra_projections) < q) extra_projections.emplace_back();
extra_projections.emplace_back(f);
}
template<class T> void add_band(const char *name, flagtype flag, const T& f) {
int q = isize(mdinf);
mdinf.emplace_back(modelinfo{name, name, name, mf::euc_boring | mf::broken | flag, nullptr});
mdinf.emplace_back(modelinfo{name, name, name, mf::euc_boring | mf::broken | flag});
while(isize(extra_projections) < q) extra_projections.emplace_back();
extra_projections.emplace_back([f] (shiftpoint& H_orig, hyperpoint& H, hyperpoint& ret) {
makeband_f(H_orig, ret, f);