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twilight_shifted.m 18 KB

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  1. function [map,num] = twilight_shifted(N)
  2. % Perceptually uniform cyclic colormap from MatPlotLib.
  3. %
  4. % Copyright (c) 2015 Bastian Bechtold
  5. % Copyright (c) 2017-2022 Stephen Cobeldick
  6. %
  7. %%% Syntax:
  8. % map = twilight_shifted
  9. % map = twilight_shifted(N)
  10. %
  11. % Colormap designed by Bastian Bechtold.
  12. %
  13. % Cyclic colormaps are designed for plotting data that repeats, therefore the
  14. % colormap loops around (the first and last colors tend to the same color).
  15. %
  16. %% Examples %%
  17. %
  18. %%% Plot the scheme's RGB values:
  19. % rgbplot(twilight_shifted(256))
  20. %
  21. %%% New colors for the COLORMAP example:
  22. % load spine
  23. % image(X)
  24. % colormap(twilight_shifted)
  25. %
  26. %%% New colors for the SURF example:
  27. % [X,Y,Z] = peaks(30);
  28. % surfc(X,Y,Z)
  29. % colormap(twilight_shifted)
  30. % axis([-3,3,-3,3,-10,5])
  31. %
  32. %% Input and Output Arguments %%
  33. %
  34. %%% Inputs (**=default):
  35. % N = NumericScalar, N>=0, an integer to define the colormap length.
  36. % = []**, same length as MATLAB's inbuilt colormap functions.
  37. %
  38. %%% Outputs:
  39. % map = NumericMatrix, size Nx3, a colormap of RGB values between 0 and 1.
  40. %
  41. % See also CIVIDIS INFERNO MAGMA PLASMA TWILIGHT VIRIDIS
  42. % TAB10 TAB20 TAB20B TAB20C
  43. % BREWERMAP CUBEHELIX MAXDISTCOLOR PARULA LINES COLORMAP SET
  44. if nargin<1 || isnumeric(N)&&isequal(N,[])
  45. N = cmDefaultN();
  46. else
  47. assert(isscalar(N)&&isfinite(N)&&isreal(N),...
  48. 'SC:twilight:N:NotRealFiniteScalarNumeric',...
  49. 'First argument <N> must be a real finite numeric scalar.')
  50. end
  51. %
  52. raw = 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306317,0.09804561,0.29690835;0.39823991,0.09940776,0.29837204;0.40340787,0.10079637,0.29977124;0.40856581,0.10221419,0.30110533;0.41371275,0.10366356,0.30237338;0.41884758,0.10514695,0.30357463;0.42396841,0.1066678,0.3047094;0.42907377,0.10822892,0.30577763;0.43416218,0.10983307,0.3067794;0.43923211,0.11148296,0.30771496;0.44428204,0.11318118,0.30858474;0.44931042,0.11493024,0.30938934;0.45431572,0.11673249,0.31012956;0.45929645,0.11859012,0.31080632;0.46425232,0.12050381,0.31141829;0.46918047,0.12247703,0.31196941;0.47407948,0.12451142,0.31246122;0.47894794,0.12660841,0.31289546;0.48378454,0.12876919,0.31327402;0.48858861,0.13099415,0.31359736;0.49335851,0.13328448,0.3138686;0.4980928,0.13564099,0.31409096;0.50279043,0.13806389,0.31426689;0.50745058,0.1405531,0.31439855;0.51207262,0.14310825,0.31448774;0.51665528,0.1457293,0.31453872;0.52119791,0.14841559,0.31455424;0.52569995,0.15116629,0.31453693;0.53016101,0.15398036,0.31448913;0.53458045,0.1568568,0.31441462;0.53895794,0.15979435,0.31431622;0.54329324,0.16279163,0.31419663;0.54758618,0.16584718,0.31405871;0.55183659,0.16895949,0.3139054;0.55604443,0.17212695,0.31373936;0.56020971,0.17534794,0.31356335;0.56433247,0.1786208,0.31338008;0.56841285,0.18194387,0.31319183;0.57245099,0.1853155,0.31300097;0.57644706,0.18873401,0.31281029;0.58040129,0.19219776,0.31262196;0.58431392,0.19570523,0.31243779;0.58818523,0.19925487,0.31225983;0.59201548,0.20284508,0.31209072;0.59580496,0.20647443,0.31193222;0.59955398,0.2101416,0.31178574;0.60326283,0.21384527,0.31165305;0.60693181,0.21758404,0.31153632;0.61056126,0.22135662,0.31143744;0.61415144,0.22516202,0.3113573;0.61770261,0.22899913,0.31129746;0.62121505,0.23286692,0.3112594;0.62468917,0.23676405,0.31124564;0.6281251,0.24068989,0.31125653;0.63152309,0.24464358,0.3112934;0.63488335,0.24862429,0.3113576;0.63820616,0.25263112,0.31145067;0.64149182,0.25666317,0.31157436;0.64474038,0.26072,0.31172919;0.64795203,0.26480095,0.3119164;0.65112691,0.26890541,0.31213721;0.65426523,0.27303275,0.31239299;0.65736724,0.27718218,0.31268539;0.66043291,0.28135348,0.31301496;0.66346234,0.28554617,0.31338289;0.66645563,0.28975979,0.31379035;0.66941285,0.29399391,0.31423853;0.67233423,0.29824791,0.31472899;0.67521975,0.30252154,0.31526265;0.67806939,0.30681452,0.31584052;0.68088318,0.3111265,0.31646379;0.68366117,0.31545715,0.31713364;0.68640337,0.31980615,0.31785128;0.68910996,0.324173,0.31861821;0.69178081,0.32855759,0.31943534;0.6944159,0.33295966,0.32030382;0.69701522,0.33737894,0.32122489;0.69957876,0.34181516,0.32219978;0.70210653,0.34626807,0.3232297;0.7045986,0.35073729,0.32431605;0.70705492,0.35522263,0.32545997;0.70947542,0.3597239,0.32666265;0.7118601,0.36424085,0.32792534;0.71420894,0.36877323,0.3292493;0.71652194,0.37332079,0.3306358;0.71879913,0.37788325,0.33208612;0.72104061,0.38246028,0.3336016;0.72324628,0.38705172,0.33518339;0.72541618,0.3916573,0.33683277;0.72755035,0.39627674,0.33855099;0.72964884,0.40090978,0.34033932;0.73171172,0.40555611,0.34219899;0.73373911,0.41021541,0.34413127;0.73573115,0.41488736,0.34613738;0.73768789,0.41957169,0.34821851;0.73960949,0.42426807,0.35037584;0.7414961,0.42897616,0.35261056;0.74334793,0.43369562,0.35492382;0.74516521,0.43842607,0.35731674;0.74694821,0.44316712,0.35979044;0.74869724,0.44791835,0.36234598;0.75041257,0.4526794,0.36498439;0.75209454,0.45744986,0.36770666;0.75374356,0.46222929,0.37051374;0.75536003,0.46701725,0.37340656;0.75694444,0.47181326,0.37638597;0.75849733,0.47661683,0.37945279;0.76001934,0.48142741,0.38260777;0.76151097,0.48624456,0.38585161;0.76297286,0.49106776,0.38918495;0.76440573,0.49589647,0.39260837;0.76581031,0.50073015,0.39612236;0.76718741,0.50556824,0.39972737;0.76853788,0.51041015,0.40342376;0.76986291,0.51525513,0.40721173;0.77116324,0.52010271,0.41109152;0.77243989,0.5249523,0.41506327;0.77369391,0.52980327,0.41912699;0.77492645,0.53465502,0.42328264;0.77613869,0.53950688,0.42753006;0.77733187,0.54435824,0.43186902;0.77850729,0.54920844,0.43629918;0.77966679,0.55405656,0.44081985;0.78081138,0.55890219,0.4454307;0.78194248,0.56374468,0.45013112;0.7830616,0.5685834,0.45492037;0.78417029,0.57341769,0.45979765;0.78527014,0.57824693,0.46476204;0.78636281,0.58307048,0.46981252;0.78744997,0.58788771,0.474948;0.78853333,0.59269801,0.48016727;0.78961491,0.59750067,0.48546886;0.79069671,0.60229498,0.49085119;0.79178009,0.6070806,0.49631312;0.79286688,0.61185698,0.50185312;0.7939589,0.61662359,0.50746956;0.79505802,0.62137992,0.51316075;0.79616609,0.62612549,0.51892492;0.79728497,0.63085984,0.52476024;0.79841652,0.63558252,0.53066483;0.7995626,0.64029314,0.53663673;0.80072505,0.64499131,0.54267394;0.80190568,0.64967668,0.54877442;0.80310632,0.65434893,0.55493609;0.80432873,0.65900778,0.56115682;0.80557466,0.66365295,0.56743447;0.80684582,0.66828424,0.57376686;0.80814389,0.67290145,0.58015179;0.8094705,0.67750443,0.58658707;0.81082722,0.68209304,0.59307049;0.81221558,0.68666721,0.59959981;0.81363705,0.69122688,0.60617284;0.81509306,0.69577202,0.61278737;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  53. num = size(raw,1);
  54. raw = flipud(circshift(raw,[fix(num/2),0]));
  55. %
  56. % Interpolate ensuring that the first & last colors are not the same:
  57. vec = linspace(1,num,N+1);
  58. map = interp1(1:num,raw,vec(1:N),'spline');
  59. %
  60. map = max(0,min(1,map));
  61. %
  62. end
  63. %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%twilight_shifted
  64. function N = cmDefaultN()
  65. % Get the colormap size from the current figure or default colormap.
  66. try
  67. F = get(groot,'CurrentFigure');
  68. catch %#ok<CTCH> pre HG2
  69. N = size(get(gcf,'colormap'),1);
  70. return
  71. end
  72. if isempty(F)
  73. N = size(get(groot,'DefaultFigureColormap'),1);
  74. else
  75. N = size(F.Colormap,1);
  76. end
  77. end
  78. %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%cmDefaultN