% $Id: xycirc10.mf,v 3.3 1996/12/19 03:31:56 krisrose Exp $
%
% XYCIRC10: 1/8 circles with varying radii for Xy-pic at 10 point.
% Copyright (c) 1992,1993 Kristoffer H. Rose <krisrose@brics.dk>
%
% This file is part of the Xy-pic macro package.
%
% The Xy-pic macro package 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 2 of the License, or (at your
% option) any later version.
%
% The Xy-pic macro package 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 this macro package; if not, write to the Free Software Foundation, Inc.,
% 675 Mass Ave, Cambridge, MA 02139, USA.
% _________________________________________________________________________
%
% CONTENTS: 1/8 circles with radii from 1 to 32pt dissected into the 1/8
% circle segments shown below
% 6 5
% ....... _
% 7 .. | .. 4 |
% : | | | : | radius
% : | | | : |
% Reference point ---> ___:__|___|___|__:_____|
% : | | | :
% : | | | :
% 0 .! | !. 3
% ...|...
% 1 2
%
% such that each group of 8 characters cc+0 to cc+7 constitute a full circle
% with the given radius when typeset on the same baseline (as shown).
%
% The bounding box of each segment is the vertical slice of the unit square
% around the circle.
%
% The radius is given for each character group g = cc mod 8 by the formula
%
% radius [pt] = g+1, if 0 <= g < 8
% 2(g-8) + 10, if 8 <= g < 12 [= 2g-6]
% 4(g-12) + 20, if 12 <= g < 16 [= 4g-28]
%
% The bounding box of each segment is the smallest box enclosing it (not
% including the rule width) with reference point on the horizontal line
% through the center of the circle---so segment 1256 have either height or
% depth negative.
% _________________________________________________________________________
%
font_identifier "XYCIRC"; font_size 10pt#;
mode_setup;
% METANESS...
%
rulew# = .4pt#; define_whole_blacker_pixels(rulew); % line thickness
%
pickup pencircle scaled rulew; char_pen := savepen;
% TESTING...we redefine openit because the characters extend far to the
% left of the bounding box!
%
def openit = %let echar = endchar; def endchar = echar; stop ". " enddef;
openwindow currentwindow from origin to (1000,800) at (-200,300)
enddef;
% FONT.
%
% Font dimension 8 is the rule thickness (cf. The TeXbook, app.G)
%
font_coding_scheme:="Xy-pic 1/8 circles";
fontdimen 8: rulew#; % default_rule_thickness
% Use the following macro that generates an entire group from character cc
% to cc+7 with radius:
%
def makeg(expr g,radius) =
minor# := (1 - sqrt 1/2) * radius;
major# := radius - minor#;
full# := radius;
define_pixels(minor,major,full);
beginchar(8g ,minor#,full#,full#); pickup char_pen;
z0=(0,0); z1=(minor,-major); draw z0{0,-1}..{1,-1}z1;
penlabels(0,1); endchar;
beginchar(8g+1,major#,full#,full#); pickup char_pen;
z0=(0,-major); z1=(major,-full ); draw z0{1,-1}..{1,0}z1;
penlabels(0,1); endchar;
beginchar(8g+2,major#,full#,full#); pickup char_pen;
z0=(0,-full); z1=(major,-major); draw z0{1,0}..{1, 1}z1;
penlabels(0,1); endchar;
beginchar(8g+3,minor#,full#,full#); pickup char_pen;
z0=(0,-major); z1=(minor,0); draw z0{1, 1}..{0, 1}z1;
penlabels(0,1); endchar;
beginchar(8g+4,minor#,full#,full#); pickup char_pen;
z0=(0, major); z1=(minor,0); draw z0{1,-1}..{0,-1}z1;
penlabels(0,1); endchar;
beginchar(8g+5,major#,full#,full#); pickup char_pen;
z0=(0, full); z1=(major, major); draw z0{1,0}..{1,-1}z1;
penlabels(0,1); endchar;
beginchar(8g+6,major#,full#,full#); pickup char_pen;
z0=(0, major); z1=(major, full); draw z0{1, 1}..{1,0}z1;
penlabels(0,1); endchar;
beginchar(8g+7,minor#,full#,full#); pickup char_pen;
z0=(0,0); z1=(minor, major); draw z0{0, 1}..{1, 1}z1;
penlabels(0,1); endchar
enddef;
% Make groups:
%
for g = 0 step 1 until 7: makeg(g, (g+1)*pt#); endfor;
for g = 8 step 1 until 11: makeg(g, (2g-6)*pt#); endfor;
for g = 12 step 1 until 15: makeg(g,(4g-28)*pt#); endfor;
bye.
% $Log: xycirc10.mf,v $
% Revision 3.3 1996/12/19 03:31:56 krisrose
% Maintenance release
%
% Revision 3.0 1995/07/07 20:14:21 kris
% Major release w/new User's Guide!
%
% Revision 2.13 1995/07/04 15:11:17 kris
% Ready to release v3?
%
% Revision 2.7 1994/03/08 02:09:27 kris
% Release 3alpha.
%
% Revision 2.6.9.1 1994/03/07 04:22:46 kris
% Last internal 3alpha and pre-2.7 release.
%
% NEW file to go in version 2.7!
% Based on xymisc10.mf [Revision 2.6 1992/06/24 01:23:34 kris]
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