# $Id: tpic2pdftex.awk,v 1.88 2004/12/16 20:36:00 hahe Exp hahe $ # # Experimental awk-script for conversion of tpic \specials as produced # by (groff-)pic into pdfTeX \pdfliteral sections for further processing # by pdftex. # # Usage: # $ export LANG="C" # $ pic -t somefile.pic | awk -f tpic2pdftex.awk > somefile.tex # # Process somefile.tex by pdftex/pdflatex. # # tpic \special desciption see e. g.: # Goossens, Rahtz, Mittelbach: 'The LaTeX Graphics Companion', # Addison-Wesley, 1997, pp. 464. # # Bugs: # Spline curve shapes not fully authentic (unknown algorithm). # Bounding box does not care for line thickness (groff pic feature). # Splines might be outside bounding box. # # Copyright (C) 2002--2004 by Hartmut Henkel # # This program 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. # # This program 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 program; if not, write to the # Free Software Foundation, Inc., 59 Temple Place, Suite 330, Boston, # MA 02111-1307 USA # # The author may be contacted via the e-mail address # # hartmut_henkel@gmx.de # # NEWS: # 16 Dec. 2004 - Replaced // {print} by {print} (some AWKs did choke) # 09 Apr. 2004 - Locale check: Decimal point in float numbers? # 30 Oct. 2003 - Replaced print statements by printf to avoid # underflow numbers like 1e-14 in \pdfliterals. Remove trailing # zeroes of floating point numbers. # 02 May 2003 - Lines starting with \ allow TeX insertions, # e. g. of pdfTeX \pdfliteral{} # 29 Apr. 2003 - Changed for pic of groff 1.19 # 16 Mar. 2003 - Bug corrected: Dashed lines shorter than minimum # dash-pause length now drawn solid. # 11 Nov. 2002 - Spline drawing improved: First half of first and last # half of last spline segments are drawn by straight lines. # 28 Nov. 2002 - Arc and circle drawing cleaned up. Full circle is now # drawn by 4 B\'ezier curves, as is common use. Arcs split evenly into # B\'ezier curves, to minimize max. error. # 02 Dec. 2002 - Experimental pic (groff > 1.18.1) with improved # vertical picture positioning supported. # 04 Dec. 2002 - Experiment with modified pic (\vtop -> \vbox), # Formula for B\'ezier constant c reduced. # ######################################################################## function qprintf(a) { gsub(/0* /," ", a); # trailing zeroes in %f gsub(/\. /," ", a); # orphaned decimal dots gsub(/0*]/,"]", a); # trailing zeroes in brackets gsub(/0X/,"0", a); # guard integer zeroes gsub(/-0 /,"0 ", a); # correct -0 to 0 print a; } function startpdfliteral() { if (pdfliteral == 0) { print "\\pdfliteral{"; printf("q [] 0 d %d J %d j\n", linecap, linejoin); # no qprintf! qprintf(sprintf("%f w", linethickness * wscale)); } pdfliteral = 1; } function stoppdfliteral() { if (pdfliteral == 1) { print "Q"; print "}%"; } pdfliteral = 0; } ######################################################################## BEGIN{ wscale = 72.0 / 1000; tpicmode = 0; pdfliteral = 0; pointbuf = 0; filled = 0; fillval = 0; linecap = 1; linejoin = 1; defaultlinethickness = 8; drawarc = 0; pi = atan2(0, -1); if (match(sprintf("%f", 0.5), /\./) == 0) { print "ERROR: Floating point numbers miss decimal point. Do" print " export LANG=\"C\"" print "before calling awk." print "ERROR: Floating point numbers miss decimal point. Do" > "/dev/stderr" print " export LANG=\"C\"" > "/dev/stderr" print "before calling awk." > "/dev/stderr" exit 1; } } ######################################################################## # the following expression triggers tpic processing for pic <= 1.18.1 /^\\setbox\\graph=\\vtop{/ { pdfliteral = 0; tpicmode = 1; linethickness = defaultlinethickness; } # the following expression triggers tpic processing for pic = 1.19 /^\\expandafter\\setbox\\csname graph\\endcsname/ { pdfliteral = 0; tpicmode = 1; linethickness = defaultlinethickness; } # TeX parts end \pdfliteral, and also TeX parts embedded in .PS ... .PE # section end \pdfliteral /^ *\\graphtemp|^ *\\rlap|^ *\\advance|^\\|^ *\\hbox/ { if(tpicmode == 1) stoppdfliteral(); } /^}%/ { if(tpicmode == 1) tpicmode = 0; } ######################################################################## # all specials handling /^ *\\special/ { if(tpicmode == 1) startpdfliteral(); } # set pen size /^ *\\special{pn/ { gsub(/[{}]/, " "); linethickness = $3 + 0; qprintf(sprintf("%f w", linethickness * wscale)); next; } # add point to path /^ *\\special{pa/ { gsub(/[{}]/, " "); x[pointbuf] = $3 + 0; y[pointbuf] = $4 + 0; pointbuf++; next; } # print path as straight lines /^ *\\special{fp/ { if (filled == 1) qprintf(sprintf("q %f g", 1 - fillval)); qprintf(sprintf("%f %f m", x[0] * wscale, -y[0] * wscale)); for (i = 1; i < pointbuf; i++) qprintf(sprintf("%f %f l", x[i] * wscale, -y[i] * wscale)); if (filled == 1) print "B Q"; else print "S"; pointbuf = 0; filled = 0; next; } # print path as straight dashed lines /^ *\\special{da/ { gsub(/[{}]/, " "); don = ($3 + 0) * 1000; if (filled == 1) { qprintf(sprintf("q %f g", 1 - fillval)); qprintf(sprintf("%f %f m", x[0] * wscale, -y[0] * wscale)); for (i = 1; i < pointbuf; i++) qprintf(sprintf("%f %f l", x[i] * wscale, -y[i] * wscale)); print "f Q"; } for (i = 1; i < pointbuf; i++) { dx = x[i] - x[i - 1]; dy = y[i] - y[i - 1]; len = sqrt(dx * dx + dy * dy); non = int(0.5 * len / don + 0.75); noff = non - 1; lon = don * non; loff = len - lon; if(noff > 0) { doff = loff / noff; qprintf(sprintf("q [%f %f] 0X d", don * wscale, doff * wscale)); } else { print "q [] 0 d"; } qprintf(sprintf("%f %f m", x[i - 1] * wscale, -y[i - 1] * wscale)); qprintf(sprintf("%f %f l", x[i] * wscale, -y[i] * wscale)); print "S Q"; } pointbuf = 0; filled = 0; next; } #
print path as straight dotted lines /^ *\\special{dt/ { gsub(/[{}]/, " "); dt = ($3 + 0) * 1000; if (filled == 1) { qprintf(sprintf("q %f g", 1 - fillval)); qprintf(sprintf("%f %f m", x[0] * wscale, -y[0] * wscale)); for (i = 1; i < pointbuf; i++) qprintf(sprintf("%f %f l", x[i] * wscale, -y[i] * wscale)); print "f Q"; } for (i = 1; i < pointbuf; i++) { dx = x[i] - x[i - 1]; dy = y[i] - y[i - 1]; len = sqrt(dx * dx + dy * dy); dl = int (len / dt + 0.5); if (!dl) dtl = len; else dtl = len / dl; qprintf(sprintf("q [0X %f] 0X d", dtl * wscale)); qprintf(sprintf("%f %f m", x[i - 1] * wscale, -y[i - 1] * wscale)); qprintf(sprintf("%f %f l", x[i] * wscale, -y[i] * wscale)); print "S Q"; } pointbuf = 0; filled = 0; next; } # like , but path actually not drawn /^ *\\special{ip/ { if (filled == 1) qprintf(sprintf("q %f g", 1 - fillval)); qprintf(sprintf("%f %f m", x[0] * wscale, -y[0] * wscale)); for (i = 1; i < pointbuf; i++) qprintf(sprintf("%f %f l", x[i] * wscale, -y[i] * wscale)); if (filled == 1) print "f Q"; else print "f"; pointbuf = 0; filled = 0; next; } # like , but path printed as splines /^ *\\special{sp/ { gsub(/[{}]/, " "); don = ($3 + 0) * 1000; a = 0.68; # fudge, visually optimized x[pointbuf] = x[pointbuf - 1]; y[pointbuf] = y[pointbuf - 1]; if (don > 0) qprintf(sprintf("q [%f] 0X d", don * wscale)); if (don < 0) qprintf(sprintf("q [0X %f] 0X d", -don * wscale)); qprintf(sprintf("%f %f m", x[0] * wscale, -y[0] * wscale)); if(pointbuf < 3) qprintf(sprintf("%f %f l", x[pointbuf - 1] * wscale, -y[pointbuf - 1] * wscale)); else { qprintf(sprintf("%f %f l", 0.5 * (x[0] + x[1]) * wscale, \ -0.5 * (y[0] + y[1]) * wscale)); # start straight, see cstr116.ps for (i = 1; i < pointbuf - 1; i++) qprintf(sprintf("%f %f %f %f %f %f c", \ (a * x[i] + (1 - a) * 0.5 * (x[i] + x[i - 1])) * wscale, \ -(a * y[i] + (1 - a) * 0.5 * (y[i] + y[i - 1])) * wscale, \ (a * x[i] + (1 - a) * 0.5 * (x[i] + x[i + 1])) * wscale, \ -(a * y[i] + (1 - a) * 0.5 * (y[i] + y[i + 1])) * wscale, \ 0.5 * (x[i] + x[i + 1]) * wscale, -0.5 * (y[i] + y[i + 1]) * wscale)); qprintf(sprintf("%f %f l", x[pointbuf - 1] * wscale, -y[pointbuf - 1] * wscale)); } if (filled == 1) { qprintf(sprintf("q %f g", 1 - fillval)); print "B Q"; } else print "S"; if (don != 0) print "Q"; pointbuf = 0; filled = 0; next; } # prepare shading of object interior /^ *\\special{sh/ { gsub(/[{}]/, " "); fillval = $3 + 0; filled = 1; next; } # draw arc # like , but arc actually not drawn /^ *\\special{ar/ { drawarc = 1; } /^ *\\special{ar|^ *\\special{ia/ { gsub(/[{}]/, " "); xc = $3 + 0; yc = $4 + 0; rx = $5 + 0; ry = $6 + 0; s = $7 + 0; e = $8 + 0; if (e - s > 2 * pi) e = s + 2 * pi; if (s - e > 2 * pi) e = s - 2 * pi; curvespercircle = 4; # max. number B\'ezier curves per circle phi_max = 1.001 * 2 * pi / curvespercircle; if (e > s) imax = int ((e - s) / phi_max) + 1; else imax = int ((s - e) / phi_max) + 1; phi = (e - s) / imax; # parameter for B\'ezier control vectors, c(90 deg.) = 0.55228...: c = 4 * (1 - cos(0.5 * phi)) / (3 * sin(0.5 * phi)); x0 = rx * cos(s) + xc; y0 = ry * sin(s) + yc; qprintf(sprintf("%f %f m", x0 * wscale, -y0 * wscale)); for (i = 0; i < imax; i++) { x1 = x0 - rx * c * sin(s + i * phi); y1 = y0 + ry * c * cos(s + i * phi); x3 = rx * cos(s + (i + 1) * phi) + xc; y3 = ry * sin(s + (i + 1) * phi) + yc; x2 = x3 + rx * c * sin(s + (i + 1) * phi); y2 = y3 - ry * c * cos(s + (i + 1) * phi); qprintf(sprintf("%f %f %f %f %f %f c", x1 * wscale, -y1 * wscale, \ x2 * wscale, -y2 * wscale, x3 * wscale, -y3 * wscale)); x0 = x3; y0 = y3; } if(drawarc == 1) { if (filled == 1) { qprintf(sprintf("h q %f g", 1 - fillval)); print "B Q"; } else print "S"; } else { if (filled == 1) { qprintf(sprintf("h q %f g", 1 - fillval)); print "f Q"; } else print "f"; } filled = 0; drawarc = 0; next; } ######################################################################## {print} ######################################################################## # end of file