Mercurial > hg > octave-nkf
view scripts/plot/__quiver__.m @ 8046:c4482fc30c7f
Add the ezplot function
author | David Bateman <dbateman@free.fr> |
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date | Thu, 21 Aug 2008 11:29:06 -0400 |
parents | a2d9f325b65a |
children | 9a6f4713f765 |
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## Copyright (C) 2007 David Bateman ## ## This file is part of Octave. ## ## Octave is free software; you can redistribute it and/or modify it ## under the terms of the GNU General Public License as published by ## the Free Software Foundation; either version 3 of the License, or (at ## your option) any later version. ## ## Octave is distributed in the hope that it will be useful, but ## WITHOUT ANY WARRANTY; without even the implied warranty of ## MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU ## General Public License for more details. ## ## You should have received a copy of the GNU General Public License ## along with Octave; see the file COPYING. If not, see ## <http://www.gnu.org/licenses/>. ## Undocumented internal function function hlist = __quiver__ (varargin) h = varargin{1}; is3d = varargin{2}; s = 1; arrowsize = 0.33; firstnonnumeric = Inf; for i = 3:nargin if (! isnumeric (varargin{i})) firstnonnumeric = i; break; endif endfor ioff = 3; if (nargin < (6 + is3d) || firstnonnumeric < (6 + is3d)) u = varargin{ioff++}; v = varargin{ioff++}; if (is3d) w = varargin{ioff++} [x, y, z] = meshgrid (1:size(u,1), 1:size(u,2), 1:max(size(w))); else [x, y] = meshgrid (1:size(u,1), 1:size(u,2)); endif if (nargin >= ioff && isnumeric (varargin{ioff}) && isscalar (varargin{ioff})) s = varargin{ioff++}; endif else x = varargin{ioff++}; y = varargin{ioff++}; if (is3d) z = varargin{ioff++}; endif u = varargin{ioff++}; v = varargin{ioff++}; if (is3d) w = varargin{ioff++}; if (isvector (x) && isvector (y) && isvector (z) && (! isvector (u) || ! isvector (v) || ! isvector(w))) [x, y, z] = meshgrid (x, y, z); endif else if (isvector (x) && isvector (y) && (! isvector (u) || ! isvector (v))) [x, y] = meshgrid (x, y); endif endif if (nargin >= ioff && isnumeric (varargin{ioff}) && isscalar (varargin{ioff})) s = varargin{ioff++}; endif endif have_filled = false; have_line_spec = false; while (ioff <= nargin) arg = varargin{ioff++}; if (ischar (arg) && strncmp (tolower (arg), "filled", 6)) have_filled = true; elseif ((ischar (arg) || iscell (arg)) && ! have_line_spec) [linespec, valid] = __pltopt__ ("quiver", arg, false); if (valid) have_line_spec = true; if (strncmp (linespec.linestyle, "none", 4)) linespec.linestyle = "-"; endif else error ("quiver: invalid linespec"); endif else error ("quiver: unrecognized argument"); endif endwhile if (s) ## Scale the arrows to fit in the grid dx = (max(x(:)) - min(x(:))) ./ size (x, 2); dy = (max(y(:)) - min(y(:))) ./ size (y, 1); if (is3d) ## What should this be divided by? The below seems right dz = (max(z(:)) - min(z(:))) ./ max (size (z)); len = max (sqrt (u(:).^2 + dy(:).^2) + dz(:).^2); else len = max (sqrt (u(:).^2 + dy(:).^2)); dz = 0; endif if (len > 0) s = s / sqrt (2) * sqrt (dx.^2 + dy.^2 + dz.^2) / len; u = s * u; v = s * v; if (is3d) w = s*w; endif endif endif x = x(:); y = y(:); xend = x + u(:); yend = y + v(:); if (is3d) z = z(:); zend = z + w(:); endif hstate = get (h, "nextplot"); unwind_protect if (have_line_spec) if (is3d) h1 = plot3 ([x.'; xend.'; NaN(1, length (x))](:), [y.'; yend.'; NaN(1, length (y))](:), [z.'; zend.'; NaN(1, length (z))](:), "linestyle", linespec.linestyle, "color", linespec.color); else h1 = plot ([x.'; xend.'; NaN(1, length (x))](:), [y.'; yend.'; NaN(1, length (y))](:), "linestyle", linespec.linestyle, "color", linespec.color); endif else if (is3d) h1 = plot3 ([x.'; xend.'; NaN(1, length (x))](:), [y.'; yend.'; NaN(1, length (y))](:), [z.'; zend.'; NaN(1, length (z))](:)); else h1 = plot ([x.'; xend.'; NaN(1, length (x))](:), [y.'; yend.'; NaN(1, length (y))](:)); endif endif hold on; xtmp = x + u(:) .* (1 - arrowsize); ytmp = y + v(:) .* (1 - arrowsize); xarrw1 = xtmp + (y - yend) * arrowsize / 3; xarrw2 = xtmp - (y - yend) * arrowsize / 3; yarrw1 = ytmp - (x - xend) * arrowsize / 3; yarrw2 = ytmp + (x - xend) * arrowsize / 3; if (is3d) zarrw1 = zarrw2 = zend - w(:) * arrowsize; endif if (have_line_spec) if (isfield (linespec, "marker") && ! strncmp (linespec.marker, "none", 4)) if (is3d) h2 = plot3 ([xarrw1.'; xend.'; xarrw2.'; NaN(1, length (x))](:), [yarrw1.'; yend.'; yarrw2.'; NaN(1, length (y))](:), [zarrw1.'; zend.'; zarrw2.'; NaN(1, length (z))](:), "linestyle", "none"); else h2 = plot ([xarrw1.'; xend.'; xarrw2.'; NaN(1, length (x))](:), [yarrw1.'; yend.'; yarrw2.'; NaN(1, length (y))](:), "linestyle", "none"); endif else if (is3d) h2 = plot3 ([xarrw1.'; xend.'; xarrw2.'; NaN(1, length (x))](:), [yarrw1.'; yend.'; yarrw2.'; NaN(1, length (y))](:), [zarrw1.'; zend.'; zarrw2.'; NaN(1, length (z))](:), "linestyle", linespec.linestyle, "color", linespec.color); else h2 = plot ([xarrw1.'; xend.'; xarrw2.'; NaN(1, length (x))](:), [yarrw1.'; yend.'; yarrw2.'; NaN(1, length (y))](:), "linestyle", linespec.linestyle, "color", linespec.color); endif endif elseif (is3d) h2 = plot3 ([xarrw1.'; xend.'; xarrw2.'; NaN(1, length (x))](:), [yarrw1.'; yend.'; yarrw2.'; NaN(1, length (y))](:), [zarrw1.'; zend.'; zarrw2.'; NaN(1, length (z))](:)); else h2 = plot ([xarrw1.'; xend.'; xarrw2.'; NaN(1, length (x))](:), [yarrw1.'; yend.'; yarrw2.'; NaN(1, length (y))](:)); endif if (! have_line_spec || (isfield (linespec, "marker") && strncmp (linespec.marker, "none", 4))) if (is3d) h3 = plot3 (x, y, z, "linestyle", "none", "marker", "none"); else h3 = plot (x, y, "linestyle", "none", "marker", "none"); endif else if (is3d) h3 = plot3 (x, y, z, "linestyle", "none", "marker", linespec.marker); else h3 = plot (x, y, "linestyle", "none", "marker", linespec.marker); endif endif if (have_filled) ## FIXME gnuplot doesn't respect the markerfacecolor field set (h3, "markerfacecolor", get (h1, "color")); endif unwind_protect_cleanup set (h, "nextplot", hstate); end_unwind_protect hlist = [h1; h2; h3]; endfunction