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[/Title (PostSCTipt piCTures: farbe.li.tu-berlin.de/hep6/hep6.HTM)
/Author (compare K. Richter "Computergrafik ...": ISBN 3-8007-1775-1)
/Subject (goto: http://farbe.li.tu-berlin.de or http://color.li.tu-berlin.de)
/Keywords (image reproduction, colour devices)
/Creator (klaus.richter@mac.com)
/CreationDate (D:2024110112000)
/ModDate (D:20241101112000)
/DOCINFO pdfmark13
[ /View [ /Fit ]
/DOCVIEW pdfmark13
%END PDFDE011
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/cvsshow4 {10000 mul cvi 0.0001 mul 10 string cvs show} def
/cvsshow1x {/nxx exch def %example nxx=99.1/99.0
nxx 0 lt {(-) show}
{() show} ifelse
nxx 10 mul cvi abs /nxi exch def %nxi=991/990
nxi 10 idiv /nxa exch def %nxa=99
nxi nxa 10 mul sub /nxb exch def %nxb=1/0
nxa cvishow (,) show %nxa=99
nxb cvishow %nxb=1/0
} def
/cvsshow2x {/nxx exch def %example nxx=99.12/99,02/99,00
nxx 0 lt {(-) show}
{() show} ifelse
nxx 100 mul cvi abs /nxi exch def %nxi=9912/9902/00
nxi 100 idiv /nxa exch def %nxa=99
nxi nxa 100 mul sub /nxb exch def %nxb=12/02/00
nxa cvishow (,) show %nxb=99,
nxb 10 ge {nxb cvishow} if %nxb=12
nxb 1 ge
nxb 9 le and {(0) show nxb cvishow} if %nxb=02
nxb 0 eq {(00) show} if %nxb=00
} def
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nxx 0 lt {(-) show}
{() show} ifelse
nxx 1000 mul cvi abs /nxi exch def %nxi=99123/99012/99001/99000
nxi 1000 idiv /nxa exch def %nxa=99
nxi nxa 1000 mul sub /nxb exch def %nxb=123/012/001/000
nxa cvishow (,) show %nxb=99,
nxb 100 ge {nxb cvishow} if %nxb=123/012/001/000
nxb 10 ge
nxb 99 le and {(0) show nxb cvishow} if %nxb=012
nxb 1 ge
nxb 9 le and {(00) show nxb cvishow} if %nxb=001
nxb 0 eq {(000) show} if %nxb=000
} def
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nxx 0 lt {(-) show}
{() show} ifelse
nxx 10000 mul cvi abs /nxi exch def %nxi=99123/99012/99001/9
nxi 10000 idiv /nxa exch def %nxa=99
nxi nxa 10000 mul sub /nxb exch def %nxb=123/012/001/000
nxa cvishow (,) show %nxb=99,
nxb 1000 ge {nxb cvishow} if %nxb=123/012/001/000
nxb 100 ge
nxb 999 le and {(0) show nxb cvishow} if %nxb=012
nxb 10 ge
nxb 99 le and {(00) show nxb cvishow} if %nxb=012
nxb 1 ge
nxb 9 le and {(000) show nxb cvishow} if %nxb=001
nxb 0 eq {(0000) show} if %nxb=000
} def
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nxx 0 lt {(-0,) show}
{(0,) show} ifelse
/nxi nxx 10000 mul cvi abs def %nxi=1234
nxi 1000 ge {nxi cvishow} if %nxb=123/012/001/000
nxi 100 ge
nxi 999 le and {(0) show nxi cvishow} if %nxb=123/012/001/000
nxi 10 ge
nxi 99 le and {(00) show nxi cvishow} if %nxb=012
nxi 1 ge
nxi 9 le and {(000) show nxi cvishow} if %nxb=001
nxi 0 eq {(0000) show} if %nxb=000
} def
%XCHA01.PS BEG
/rec %x, y width heigth
{/heigth exch def /width exch def
moveto width 0 rlineto 0 heigth rlineto width neg 0 rlineto
closepath } bind def
/colrecfi %x y width heigth r g b
{setrgbcolor rec fill} bind def
/colrecst %x y width heigth r g b
{setrgbcolor rec stroke} bind def
/rem %x, y width heigth
{/heigth exch 0.5 mul def /width exch 0.5 mul def
/yleftb exch heigth 0.5 mul add def
/xleftb exch width 0.5 mul add def
xleftb yleftb
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{setrgbcolor rem stroke} bind def
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%***************************************************
%old: proc_functab
/proc_funcHAU1 {%BEG proc_funcHAU1 function Haubner 4 versions, ifunc-0 to 3
%from 'hnq5'Y10-3R_R.EPS, line 259:371
/Haubdatj 28 array def %phi, Cr(phi), S0(phi), S1(phi)
%BEG Haubdati Table 1, 7x4 data
%A Unified Relationship between Brightness an Luminance
%P. Haubner, H.-W. Bodmann and A.W. Marsden
%Siemens Forsch. u. Entwickl.Ber. Bd. 9 (1980), Nr. 6, p.315-318
/phk 7 array def %form above publication, i=ichart=6,0 10,20,..,120
/CTk 7 array def
/S0k 7 array def
/S1k 7 array def
/Ltk 7 array def %t=black threshold, equ. (71), Haubner, PhD-thesis
/phi 7 array def %form above publication, i=ichart=0,6 120,90,..,10
/CTi 7 array def
/S0i 7 array def
/S1i 7 array def
/Lti 7 array def %t=black threshold, equ. (71), Haubner, PhD-thesis
%Lti=[S0i + S1i*(La)^n]^(1/n)
%Table 1 order of Haubner
%/phk [010 020 030 060 090 100 120 ] def
%/CTk [30.747 27.971 26.235 23.973 23.415 23.128 22.969 ] def
%/S0k [0.27308 0.20132 0.17975 0.13133 0.10838 0.07473 0.07186] def
%/S1k [0.39842 0.35557 0.31888 0.26578 0.25265 0.24943 0.24481] def
%inverse Table 1 order of Haubner, used as default, index i=ichart=0,6
/phi [120 100 090 060 030 020 010 ] def
/CTi [22.969 23.128 23.415 23.973 26.235 27.971 30.747 ] def
/S0i [0.07186 0.07473 0.10868 0.13133 0.17975 0.20132 0.27308] def
/S1i [0.24481 0.24943 0.25265 0.26578 0.31888 0.35557 0.39842] def
/Haub_Laj 7 array def %300 default, index j=jchart=0,6
%j 0 1 2 3 4 5 6
jLaj 0 eq {/Haub_Laj [0300 1000 0200 0040 0008 01.6 0.32 ] def} if
jLaj 1 eq {/Haub_Laj [1000 0200 0040 0008 01.6 0.32 0.064] def} if
jLaj 2 eq {/Haub_Laj [3000 0300 0030 0003 00.3 0.03 0.003] def} if
/Haub_n 0.31 def %fix
/Haub_1Mn 1 0.31 div def %=3.2268 (1Mn=1-Minus-n)
/Haub_B0ij 49 array def %=7x7 options for ichart=0,6 and jchart=0,6
/Haub_Ltij 49 array def %t=black threshold
/Haub_B*ij 49 array def %brightness - Hellheit
/Laj Haub_Laj jchart get def %a=7 Adaptations white La=300, 1000, ..0.32
/Lajen Laj Haub_n exp def
/Lr 300 def %r=reference=La0
/Lren Lr Haub_n exp def %e=exponent
/Lrdaj Lr Laj div def
/Lrdajen Lrdaj Haub_n exp def
/Lajdr Laj Lr div def
/Lajdren Lajdr Haub_n exp def
/LTj Laj def %0.01Laj < Haub_Laj < 10Laj
%or 0,16 <= Haub_Laj <= 5000 cd/m^2
/LTjen LTj Haub_n exp def
/LTjdaj LTj Laj div def
/LTjdajen LTjdaj Haub_n exp def
/Lu Lr 0.18 mul def
/Luen Lu Haub_n exp def
/B0ij 49 array def
/B*ij 49 array def %original
/B*Lij 49 array def
/B*Yij 49 array def %=B*ij
/Ltij 49 array def
/Ytij 49 array def
/CTij 49 array def
/sxij 49 array def
/dxij 49 array def
/syij 49 array def
/dyij 49 array def
%STOP0
0 1 6 {/j exch def %j=0,6
0 1 6 {/i exch def %i=0,6
/k i 6 mul j add def
%This is for original Haubner for La=300 normalized to B*Lij=B0ij=100
%B0(La,p) = Cri(p) [S0i(p) + S1i(p) * La^n]
B0ij k S0i i get S1i i get Lajen mul add CTi i get mul put
sxij k CTi i get put
dxij k B0ij k get put
syij k CTi i get Lrdajen mul put
dyij k B0ij k get Lrdajen mul put
Ltij k S0i i get S1i i get Lajen mul add Haub_1Mn exp put
Ytij k Ltij k get Lrdajen mul put
B*Lij k CTi i get LTjen mul B0ij k get sub put
ifunc 2 eq {B*Yij k B*Lij k get Lrdajen mul put} if
ifunc 3 eq {B*Yij k syij k get LTjen mul dyij k get sub put} if
CTij k Laj Ltij k get div put
} for %i=0,6
} for %j=0,6
%%$STOP0
/Haub_n 0.31 def
/Haub_1Mn 1 0.31 div def
%for phi 0 get=120'(i=0), B0ij 0 get=34,60 (i=0,j=0),
%CTi 0 get (i=0), S0i 0 get (i=0), S1i 0 get (i=0), n=0,31
/phu phi 0 get def %i=0
/CTu CTi 0 get def %i=0
/S0u S0i 0 get def %i=0
/S1u S1i 0 get def %i=0
%/k i 6 mul j add def %phi i=0,1,..,6, Haub_Laj j=0,1,2,3
%Attention also LTu & YTu. therefore 'tt'
ifunc 0 eq {/Lttu Ltij 0 get def} if %i=0,j=0,k=6*i+j=0 phi=120', La=0300
ifunc 1 eq {/Lttu Ltij 1 get def} if %i=0,j=1,k=6*i+j=1 phi=120', La=1000
ifunc 2 eq {/Lttu Ltij 2 get def} if %i=0,j=2,k=6*i+j=2 phi=120', La=0200
ifunc 3 eq {/Lttu Ltij 3 get def} if %i=0,j=3,k=6*i+j=3 phi=120', La=0040
ifunc 0 eq {/Yttu Ytij 0 get def} if %i=0,j=0,k=6*i+j=0 phi=120', La=0300
ifunc 1 eq {/Yttu Ytij 1 get def} if %i=0,j=1,k=6*i+j=1 phi=120', La=1000
ifunc 2 eq {/Yttu Ytij 2 get def} if %i=0,j=2,k=6*i+j=2 phi=120', La=0200
ifunc 3 eq {/Yttu Ytij 3 get def} if %i=0,j=3,k=6*i+j=3 phi=120', La=0040
ifunc 0 eq {/CTtu CTij 0 get def} if %i=0,j=0,k=6*i+j=0 phi=120', La=0300
ifunc 1 eq {/CTtu CTij 1 get def} if %i=0,j=1,k=6*i+j=1 phi=120', La=1000
ifunc 2 eq {/CTtu CTij 2 get def} if %i=0,j=2,k=6*i+j=2 phi=120', La=0200
ifunc 3 eq {/CTtu CTij 3 get def} if %i=0,j=3,k=6*i+j=3 phi=120', La=0040
ifunc 0 eq {/sxu sxij 0 get def} if %i=0,j=0,k=6*i+j=0 phi=120', La=0300
ifunc 1 eq {/sxu sxij 1 get def} if %i=0,j=1,k=6*i+j=1 phi=120', La=1000
ifunc 2 eq {/sxu sxij 2 get def} if %i=0,j=2,k=6*i+j=2 phi=120', La=0200
ifunc 3 eq {/sxu sxij 3 get def} if %i=0,j=3,k=6*i+j=3 phi=120', La=0040
ifunc 0 eq {/dxu dxij 0 get def} if %i=0,j=0,k=6*i+j=0 phi=120', La=0300
ifunc 1 eq {/dxu dxij 1 get def} if %i=0,j=1,k=6*i+j=1 phi=120', La=1000
ifunc 2 eq {/dxu dxij 2 get def} if %i=0,j=2,k=6*i+j=2 phi=120', La=0200
ifunc 3 eq {/dxu dxij 3 get def} if %i=0,j=3,k=6*i+j=3 phi=120', La=0040
ifunc 0 eq {/syu syij 0 get def} if %i=0,j=0,k=6*i+j=0 phi=120', La=0300
ifunc 1 eq {/syu syij 1 get def} if %i=0,j=1,k=6*i+j=1 phi=120', La=1000
ifunc 2 eq {/syu syij 2 get def} if %i=0,j=2,k=6*i+j=2 phi=120', La=0200
ifunc 3 eq {/syu syij 3 get def} if %i=0,j=3,k=6*i+j=3 phi=120', La=0040
ifunc 0 eq {/dyu dyij 0 get def} if %i=0,j=0,k=6*i+j=0 phi=120', La=0300
ifunc 1 eq {/dyu dyij 1 get def} if %i=0,j=1,k=6*i+j=1 phi=120', La=1000
ifunc 2 eq {/dyu dyij 2 get def} if %i=0,j=2,k=6*i+j=2 phi=120', La=0200
ifunc 3 eq {/dyu dyij 3 get def} if %i=0,j=3,k=6*i+j=3 phi=120', La=0040
ifunc 0 eq {/B0u B0ij 0 get def} if %i=0,j=0,k=6*i+j=0 phi=120', La=0300
ifunc 1 eq {/B0u B0ij 1 get def} if %i=0,j=1,k=6*i+j=1 phi=120', La=1000
ifunc 2 eq {/B0u B0ij 2 get def} if %i=0,j=2,k=6*i+j=2 phi=120', La=0200
ifunc 3 eq {/B0u B0ij 3 get def} if %i=0,j=3,k=6*i+j=3 phi=120', La=0040
%ifunc 1 le {B*Lij k CTi i get LTjen mul B0ij k get sub put} if
%ifunc 2 eq {B*Yij k B*Lij k get Lrdajen mul put} if
%ifunc 3 eq {B*Yij k syij k get LTjen mul dyij k get sub put} if
%B*Lu=CTu*(LTu)**n-B0u=B*Laj/2
%LTu**n=(B*Lu+B0u)/CTu
%LTu =[(B*Lu+B0u)/CTu]**(1/n)
%LTu =[(B*Laj/2+B0u)/CTu]**(1/n) %B*Laj=300, 1000, 200, 40
ifunc 0 eq {/B*Lu B*Lij 0 get 2 div def} if
ifunc 1 eq {/B*Lu B*Lij 1 get 2 div def} if
ifunc 2 eq {/B*Lu B*Lij 2 get 2 div def} if
ifunc 3 eq {/B*Lu B*Lij 3 get 2 div def} if
/LTu B*Lu B0u add CTu div Haub_1Mn exp def
%B*Yu=[CTu*(YTu)**n-B0u]*Lrda**n
%B*Yu/Lrda**n=CTu*(YTu)**n-B0u
%YTu**n=[B*Yu/Lrda**n + B0u]/CTu
%YTu ={[B*Yu/Lrda**n + B0u]/CTu}**(1/n)
%YTu ={[50 /Lrda**n + B0u]/CTu}**(1/n)
%for B*Yu=50:
ifunc 0 eq {/Lrdaen Lr Haub_Laj 0 get div Haub_n exp def} if
ifunc 1 eq {/Lrdaen Lr Haub_Laj 1 get div Haub_n exp def} if
ifunc 2 eq {/Lrdaen Lr Haub_Laj 2 get div Haub_n exp def} if
ifunc 3 eq {/Lrdaen Lr Haub_Laj 3 get div Haub_n exp def} if
/B*Yu 50 def
/YTu 50 Lrdaen div B0u add CTu div Haub_1Mn exp def
/x00t 0050 def %La
/x0pt 0150 def %equations
/x01t 0600 def %phi
/x02t 1100 def %CT
/x03t 1850 def %S0
/x04t 2600 def %S1
/x05t 3400 def %B0
/x06t 4000 def %B*LY
/x07t 4800 def %LLt/sx
/x08t 5450 def %(La/Lt)/dx
/xt0e 5740 def
/yt0t 3750 def %title
/yt0e 3200 def %main equations
/y00t 2000 def
/ydel 0250 def
/y00tp 2300 def
x00t yt0t moveto
TBL (Relationship brightness ) showen
(Beziehung Hellheit ) showde
(B*) jLs ifunc 1 le {(LT) ibLs}
{(YT) ibLs} ifelse
ifunc 1 le {%ifunc<=1,>1
TBL ( and luminance ) showen
( und Leuchtdichte ) showde
(L) jLs (T) ibLs
}
{%ifunc>1
TBL ( and tristimulus value ) showen
( und Normfarbwert ) showde
(Y) jLs (T) ibLs
} ifelse %ifunc<=1,>1
TBL ( as function of) showen
( als Funktion von) showde
x00t yt0t 250 sub moveto
TBL (viewing angle ) showen
(Sehwinkel ) showde
SL (j) show
TBL ( for test equal adaptation luminance ) showen
( f\374r Test- gleich Adaptationsleuchtdichte ) showde
(L) jLs (a) ibLs 20rm (=) bLs 20rm
Haub_Laj jchartl get cvishow
( cd/m) bLs -10 0 rmoveto (2) ebLs
0 yt0t 250 sub 80 sub moveto 6000 0 rlineto stroke
/iout 1 def
iout 1 eq {%iout=1
x0pt yt0e moveto
(B*) jLs ifunc 1 le {(LT) ibLs}
{(YT) ibLs} ifelse
(\050) bLs (L) jLs (T) ibLs (, ) bLs (L) jLs (a) ibLs
(, ) bLs SL (j) show (\051) bLs ( = ) bLs
ifunc 2 eq {([) bLs} if %ifunc>=2
ifunc 0 eq
ifunc 2 eq or {%ifunc=0,2
(C) jLs (T) ibLs (\050) bLs SL (j) show (\051) bLs
20rm (L) jLs (T) ibLs -60 0 rmoveto (n) ebLs ( - ) bLs
(B) jLs (0) ibLs (\050) bLs (L) jLs (a) ibLs
(, ) bLs SL (j) show (\051) bLs
} if %ifunc=0,2
ifunc 1 eq {%ifunc=1
(s) bLs (x) ibLs (\050) bLs
SL (j) show (\051) bLs
20rm (L) jLs (T) ibLs -60 0 rmoveto (n) ebLs ( - ) bLs
(d) jLs (x) ibLs (\050) bLs (L) jLs (a) ibLs
(, ) bLs SL (j) show (\051) bLs
} if %ifunc=1
ifunc 2 eq {(]) bLs (L) jLs (ra) ibLs -100 0 rmoveto (n) ebLs} if
ifunc 3 eq {%ifunc=3
(s) bLs (y) ibLs (\050) bLs
(L) jLs (a) ibLs (,) bLs SL (j) show (\051) bLs
20rm (L) jLs (T) ibLs -60 0 rmoveto (n) ebLs ( - ) bLs
(d) jLs (y) ibLs (\050) bLs (L) jLs (a) ibLs
(, ) bLs SL (j) show (\051) bLs
} if %ifunc=3
ifunc 1 le {xt0e 1950 sub yt0e moveto
TBL (brightness ) showen (Hellheit ) showde
(B*) jLs (LT) ibLs}
{xt0e 1750 sub yt0e moveto
TBL (brightness ) showen (Hellheit ) showde
(B*) jLs (YT) ibLs
} ifelse
xt0e yt0e moveto
([1]) bLs
x0pt yt0e 300 sub moveto
(B) jLs (0) ibLs (\050) bLs (L) jLs (a) ibLs
(, ) bLs SL (j) show (\051) bLs ( = ) bLs
(C) jLs (T) ibLs 20rm (\050) bLs SL (j) show (\051) bLs
20rm ([) bLs
(S) jLs (0) ibLs (\050) bLs SL(j) show (\051 + ) bLs
(S) jLs (1) ibLs (\050) bLs SL(j) show (\051) bLs
20rm (L) jLs (a) ibLs -60 0 rmoveto (n) ebLs
(]) bLs
ifunc 1 le {%ifunc<=1,>=2
xt0e 1950 sub yt0e 300 sub moveto
(\050n=0,31\051) bLs}
{%ifunc>=2
xt0e 2100 sub yt0e 300 sub moveto
(\050n=0,31) bLs
(, ) bLs (L) jLs (ra) ibLs -100 0 rmoveto (n) ebLs
(=\050) bLs (L) jLs (300) ibLs 20rm (/) bLs
(L) jLs (a) ibLs 20rm (\051) bLs (n) ebLs (\051) bLs
} ifelse %ifunc>=2
xt0e yt0e 300 sub moveto
([2]) bLs
ifunc 0 eq {%ifunc=0
x0pt yt0e 600 sub moveto
(L) jLs (Lt) ibLs (\050) bLs (L) jLs (a) ibLs
(, ) bLs SL (j) show (\051) bLs ( = ) bLs
([) bLs
(S) jLs (0) ibLs (\050) bLs SL(j) show (\051 + ) bLs
(S) jLs (1) ibLs (\050) bLs SL(j) show (\051) bLs
20rm (L) jLs (a) ibLs -60 0 rmoveto (n) ebLs
(]) bLs 20rm (1/n) ebLs
} if %ifunc=0
ifunc 2 eq {%ifunc=2
x0pt yt0e 600 sub moveto
(L) jLs (Yt) ibLs (\050) bLs (L) jLs (a) ibLs
(, ) bLs SL (j) show (\051) bLs ( = ) bLs
([) bLs
(S) jLs (0) ibLs (\050) bLs SL(j) show (\051 + ) bLs
(S) jLs (1) ibLs (\050) bLs SL(j) show (\051) bLs
20rm (L) jLs (a) ibLs -60 0 rmoveto (n) ebLs
(]) bLs 20rm (1/n) ebLs
20rm (L) bLs (ra) iLs -80 0 rmoveto (n) ebLs
} if %ifunc=2
ifunc 1 eq {%ifunc=1
x0pt yt0e 600 sub moveto
(s) jLs (x) ibLs (\050) bLs SL(j) show (\051) bLs
( = ) bLs
(C) jLs (T) ibLs 20rm (\050) bLs SL (j) show (\051) bLs
( [3]) bLs
x0pt 1900 add yt0e 600 sub moveto
(d) jLs (x) ibLs
(\050) bLs (L) jLs (a) ibLs (,) bLs SL(j) show (\051) bLs
( = ) bLs
(B) jLs (0) ibLs (\050) bLs (L) jLs (a) ibLs
(, ) bLs SL (j) show (\051) bLs
( [4]) bLs
} if
ifunc 3 eq {%ifunc=3
x0pt yt0e 600 sub moveto
(s) jLs (y) ibLs (\050) bLs SL(j) show (\051) bLs
( = ) bLs
(C) jLs (T) ibLs 20rm (\050) bLs SL (j) show (\051) bLs
20rm (L) jLs (ra) ibLs -100 0 rmoveto (n) ebLs
( [3]) bLs
x0pt 1900 add yt0e 600 sub moveto
(d) jLs (y) ibLs
(\050) bLs (L) jLs (a) ibLs (,) bLs SL(j) show (\051) bLs
( = ) bLs
(B) jLs (0) ibLs (\050) bLs (L) jLs (a) ibLs
(, ) bLs SL (j) show (\051) bLs
20rm (L) jLs (ra) ibLs -100 0 rmoveto (n) ebLs
( [4]) bLs
} if
ifunc 0 eq
ifunc 2 eq or {%ifunc=0,2
xt0e 1950 sub yt0e 600 sub moveto
(\050) bLs
TBL (t=black threshold) showen (t=Schwarzschwelle) showde
(\051) bLs
} if %ifunc=0,2
ifunc 1 eq
ifunc 3 eq or {%ifunc=1,3
xt0e 1350 sub yt0e 600 sub moveto
(\050) bLs
TBL (s=scaling factor) showen (s=Skalierfaktor) showde
(\051) bLs
} if %ifunc=1,3
ifunc 0 eq {%ifunc=0
xt0e yt0e 600 sub moveto
([3]) bLs
} if %ifunc=0
x00t y00tp moveto
ifunc 1 le {(L) jLs (T) ibLs}
{(Y) jLs (T) ibLs} ifelse
x01t y00tp moveto
SL (j) show
x02t y00tp moveto
(C) jLs (T) ibLs (\050) bLs SL (j) show (\051) bLs
x03t y00tp moveto
TBL (S) show (0) ibLs (\050) bLs SL (j) show (\051) bLs
x04t y00tp moveto
TBL (S) show (1) ibLs (\050) bLs SL (j) show (\051) bLs
x05t 200 sub y00tp moveto
(B) jLs (0) ibLs (\050) bLs
(L) jLs (a) ibLs (,) bLs
SL (j) show (\051) bLs
x06t y00tp moveto
(B*) jLs
ifunc 1 le {(LT) iLs}
{(YT) iLs} ifelse
x07t y00tp moveto
ifunc 0 eq {(L) jLs (Lt) ibLs} if
ifunc 1 eq {(s) bLs (x) ibLs (\050) bLs SL (j) show (\051) bLs} if
ifunc 2 eq {(L) jLs (Yt) ibLs} if
ifunc 3 eq {-250 0 rmoveto (s) bLs (y) ibLs (\050) bLs
(L) bLs (a) ibLs (,) bLs
SL (j) show (\051) bLs} if
x08t y00tp moveto
ifunc 0 eq {(L) jLs (a) ibLs (/) bLs (L) jLs (t) ibLs} if
ifunc 1 eq {-200 0 rmoveto
(d) bLs (x) ibLs (\050) bLs (L) bLs (a) iLs (,) nLs
SL (j) show (\051) bLs} if
ifunc 2 eq {(L) jLs (a) ibLs (/) bLs (L) jLs (t) ibLs} if
ifunc 3 eq {-200 0 rmoveto
(d) bLs (y) ibLs (\050) bLs (L) bLs (a) iLs (,) nLs
SL (j) show (\051) bLs} if
} if %iout=1
/j jchart def
0 1 6 {/i exch def %i=0,6
/k i 6 mul j add def
/y00ti y00t i ydel mul sub def
x00t y00ti moveto
Haub_Laj j get cvishow
x01t y00ti moveto
phi i get cvishow (') show
x02t y00ti moveto
CTi i get cvsshow3x
x03t y00ti moveto
S0i i get cvsshow4x
x04t y00ti moveto
S1i i get cvsshow4x
x05t y00ti moveto
B0ij k get cvsshow2x
x06t y00ti moveto
ifunc 0 eq {B*Lij k get cvsshow2x} if
ifunc 1 eq {B*Lij k get cvsshow2x} if
ifunc 2 eq {B*Yij k get cvsshow2x} if
ifunc 3 eq {B*Yij k get cvsshow2x} if
x07t y00ti moveto
ifunc 0 eq {Ltij k get cvsshow2x} if
ifunc 1 eq {sxij k get cvsshow2x} if
ifunc 2 eq {Ytij k get cvsshow2x} if
ifunc 3 eq {syij k get cvsshow2x} if
x08t y00ti moveto
ifunc 0 eq {CTij k get cvsshow2x} if
ifunc 1 eq {dxij k get cvsshow2x} if
ifunc 2 eq {CTij k get cvsshow2x} if
ifunc 3 eq {dyij k get cvsshow2x} if
} for %i=0,6
%calculation and output for B*Lu=0.5 B*La and B*Yu = 50
%output for B*Yu = 50
%for u: i=0, j=0,1,2,3
/j jchart def
/i 7 def
/y00ti y00t i 0.3 add ydel mul sub def
x00t y00ti moveto
ifunc 0 eq {LTu cvsshow1x} if
ifunc 1 eq {LTu cvsshow1x} if
ifunc 2 eq {YTu cvsshow1x} if
ifunc 3 eq {YTu cvsshow1x} if
10 0 rmoveto (U) show
x01t y00ti moveto
phu cvishow (') show
x02t y00ti moveto
CTu cvsshow3x
x03t y00ti moveto
S0u cvsshow4x
x04t y00ti moveto
S1u cvsshow4x
x05t y00ti moveto
B0u cvsshow2x
x06t y00ti moveto
ifunc 0 eq {B*Lu cvsshow2x} if
ifunc 1 eq {B*Lu cvsshow2x} if
ifunc 2 eq {B*Yu cvsshow2x} if
ifunc 3 eq {B*Yu cvsshow2x} if
10 0 rmoveto (U) show
x07t y00ti moveto
ifunc 0 eq {Lttu cvsshow2x} if %attention also LTu
ifunc 1 eq {sxu cvsshow2x} if
ifunc 2 eq {Yttu cvsshow2x} if
ifunc 3 eq {syu cvsshow2x} if
x08t y00ti moveto
ifunc 0 eq {CTtu cvsshow2x} if
ifunc 1 eq {dxu cvsshow2x} if
ifunc 2 eq {CTtu cvsshow2x} if
ifunc 3 eq {dyu cvsshow2x} if
} bind def %END proc_funcHAU function Haubner 7x7 versions, ifunc-0 to 3
%***************************************************
%%EndProlog
gsave
/lanind 1 def
/lantex [(G) (E) (S) (F) (I) (J) (M)] def
/showde {0 lanind eq {show} {pop} ifelse} bind def
/showen {1 lanind eq {show} {pop} ifelse} bind def
/showes {2 lanind eq {show} {pop} ifelse} bind def
/showfr {3 lanind eq {show} {pop} ifelse} bind def
/showit {4 lanind eq {show} {pop} ifelse} bind def
/showjp {5 lanind eq {show} {pop} ifelse} bind def
/showea {1 lanind le {show} {pop} ifelse} bind def
/lanindf where {pop /lanind1 lanindf def /lanind2 lanindf def
/lanindd laninddf def}
{/lanind1 1 def /lanind2 1 def} ifelse
/colormf where {pop /colorm1 colormf def /colorm2 colormf def
/colormd colormdf def}
{/colorm1 0 def} ifelse
/deintpf where {pop /deintp1 deintpf def /deintp2 deintpf def
/deintpd deintpdf def}
{/deintp1 0 def} ifelse
/xcolorf where {pop /xcolor1 xcolorf def /xcolor2 xcolorf def
/xcolord xcolordf def}
{/xcolor1 3 def} ifelse
/xchartf where {pop /xchart1 xchartf def /xchart2 xchartf def
/xchartd xchartdf def
/xchartm xchart2f xchart1f sub 1 add def}
{/xchart1 0 def /xchartm 1 def} ifelse
/xchart3f where {pop /xchart3 xchart3f def}
{/xchart3 0 def} ifelse
/xchart4f where {pop /xchart4 xchart4f def}
{/xchart4 0 def} ifelse
/pchartf where {pop /pchart1 pchartf def /pchart2 pchartf def
/pchartd pchartdf def}
{/pchart1 3 def} ifelse
/colsepf where {pop /colsep1 colsepf def /colsep2 colsepf def
/colsepd colsepdf def}
{/colsep1 0 def} ifelse
/pmetamf where {pop /pmetam1 pmetamf def /pmetam2 pmetamf def
/pmetamd pmetamdf def}
{/pmetam1 0 def} ifelse
%either defaul values for xchart=0 or values for xchart=1
/lanind lanind1 def %
/colorm colorm1 def %
/deintp deintp1 def %
/xcolor xcolor1 def %
/xchart xchart1 def %
/pchart pchart1 def %
/colsep colsep1 def %
/pmetam pmetam1 def %
colorm 0 eq deintp 0 eq and {/Txx (d) def /Fxx (d) def} if %colorm=0, deintp=0
colorm 0 eq deintp 1 eq and {/Txx (e) def /Fxx (e) def} if %colorm=0, deintp=1
colorm 1 eq deintp 0 eq and {/Txx (dd) def /Fxx (d) def} if %colorm=1, deintp=0
colorm 1 eq deintp 1 eq and {/Txx (de) def /Fxx (e) def} if %colorm=1, deintp=1
xchart 0 eq {/Txx (-) def /Fxx (-) def} if %always independent of intended output
5 /Times-ISOL1 FS
/cvishow {cvi 6 string cvs show} def
%75 85 moveto
%lanind cvishow (-) show
%colorm cvishow
%deintp cvishow
%xcolor cvishow
%xchart cvishow
%pchart cvishow
%colsep cvishow (-L) show pmetam cvishow
gsave
%XCHA01.PS END
/cvishow0 {cvi 6 string cvs show} def
72 90 translate
0.010 MM dup scale
/xbtex0 0 def %xbtex=0 for files Y1(0/1)-(3/7)n.EPS
xbtex0 1 eq {%xbtex0=1
40 setlinewidth
/ymax1 08550 def
/xmax1 12250 def
1.0 setgray
0 0 moveto xmax1 0 rlineto 0 ymax1 rlineto xmax1 neg 0 rlineto
closepath fill
0 setgray
0 0 moveto xmax1 0 rlineto 0 ymax1 rlineto xmax1 neg 0 rlineto
closepath stroke
TK
0 setgray
150 /Times-ISOL1 FS
150 -140 moveto
(hep60-3R_R) show
} if %xbtex0=1
/xpos [00000 00000 00000 00000] def
/ypos [00000 00000 00000 00000] def
/x00t 0400 def %xpos for BEG equations
/x01t 1900 def %xpos for shift equations
/x00e 5250 def %xpos for Num equations
/jLaj 2 def %0:300,1000,200,40 %1:1000,200,40,8 %2:3000,300,30,3
/jchartl 2 def
%3 1 3 {/jchartl exch def %jchartl=0,3
jchartl 0 eq {/jchart 0 def} if %0300 cd/m^2
jchartl 1 eq {/jchart 1 def} if %1000 cd/m^2
jchartl 2 eq {/jchart 2 def} if %0200 cd/m^2
jchartl 3 eq {/jchart 3 def} if %0040 cd/m^2
/xchartl 2 def
%0 1 3 {/xchartl exch def %xchartl=0,3
/ifuncl 0 def
0 1 3 {/ifuncl exch def %ifuncl=0,3
gsave
/ifunc ifuncl def
ifunc 0 eq {/kchartl 0 def /pchartl 0 def} if %0,0:left top page
ifunc 1 eq {/kchartl 1 def /pchartl 0 def} if %1,0:right top page
ifunc 2 eq {/kchartl 0 def /pchartl 4 def} if %0,4:left down page
ifunc 3 eq {/kchartl 1 def /pchartl 4 def} if %1,4:right down page
20 setlinewidth
xpos ifuncl get ypos ifuncl get translate
0 setgray
150 /Times-ISOL1 FS
150 -140 moveto
(hep6) show 0 xchartl 2 ge {1 add} if cvishow0 (-) show
ifuncl 1 add xchartl 1 eq
xchartl 3 eq or {4 add} if cvishow0
(a) show %a
/xwidth 6000 def
/ywidth 4000 def
25 setlinewidth
1 1 1 setrgbcolor
0 0 moveto xwidth 0 rlineto 0 ywidth rlineto
xwidth neg 0 rlineto closepath fill
%0 setlinewidth
%0 0 moveto xwidth 0 rlineto 0 ywidth rlineto
% xwidth neg 0 rlineto closepath clip
20 setlinewidth
0 setgray
0 0 moveto xwidth 0 rlineto 0 ywidth rlineto
xwidth neg 0 rlineto closepath stroke
%BEG ifunc=0,1,2,3 ********************************************
proc_funcHAU1
TK
0 setgray
150 /Times-ISOL1 FS
1000 -140 moveto
(L) nSs (aj) iSs (=) nSs Laj cvishow (, ) nSs
(L) nSs (r) iSs (=) nSs Lr cvishow (, ) nSs
(Lajdr=) nSs Lajdr cvsshow2x (, ) nLs
(Lajdren=) nSs Lajdren cvsshow2x (, ) nLs
(0' <= ) nSs SS (j) show ( <= 120') nSs
xpos ifuncl get neg ypos ifuncl get neg translate
grestore
} for %ifuncl=0,3
%} for %xchartl=0,3
%} for %jchartl=0,3
showpage
grestore
%%Trailer