📄 en2fig9.eps
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%%Creator: MATLAB, The Mathworks, Inc.
%%Title: MATLAB graph
%%CreationDate: 04/01/96 14:38:56
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% MathWorks dictionary
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% definition operators
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/ldef {load def} bind def
/xdef {exch def} bdef
/xstore {exch store} bdef
% operator abbreviations
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/cc /concat ldef
/cp /closepath ldef
/gr /grestore ldef
/gs /gsave ldef
/mt /moveto ldef
/np /newpath ldef
/cm /currentmatrix ldef
/sm /setmatrix ldef
/rc {rectclip} bdef
/rf {rectfill} bdef
/rm /rmoveto ldef
/rl /rlineto ldef
/s /show ldef
/sc /setrgbcolor ldef
/w /setlinewidth ldef
/cap /setlinecap ldef
% page state control
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/epage {pgsv restore} bdef
/bplot /gsave ldef
/eplot {stroke grestore} bdef
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findfont
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makefont
setfont
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neg translate
landscapeMode eq {90 rotate} if
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% macros for lines and objects
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lineto
stroke
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3 1 roll moveto
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{rlineto} repeat
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closepath fill
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closepath stroke
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dup 0 exch rlineto
exch 0 rlineto
neg 0 exch rlineto
closepath
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/FR {
MR stroke
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MR fill
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/L1i {
{ currentfile picstr readhexstring pop } image
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/tMatrix matrix def
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newpath
tMatrix currentmatrix pop
translate scale
0 0 1 0 360 arc
tMatrix setmatrix
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/FO {
MakeOval
stroke
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/PO {
MakeOval
fill
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/PD {
2 copy moveto lineto stroke
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MathWorks begin
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bplot
/dpi2point 12 def
portraitMode 0216 7344 csm
403 92 5902 4876 MR c np
76 dict begin %Colortable dictionary
/c0 { 0 0 0 sc} bdef
/c1 { 1 1 1 sc} bdef
/c2 { 1 0 0 sc} bdef
/c3 { 0 1 0 sc} bdef
/c4 { 0 0 1 sc} bdef
/c5 { 1 1 0 sc} bdef
/c6 { 1 0 1 sc} bdef
/c7 { 0 1 1 sc} bdef
/Helvetica 144 FMS
c1
0 0 6914 5187 PR
6 w
DO
4 w
SO
6 w
c0
898 4615 mt 6256 4615 L
898 389 mt 6256 389 L
898 4615 mt 898 389 L
6256 4615 mt 6256 389 L
898 4615 mt 898 4615 L
6256 4615 mt 6256 4615 L
898 4615 mt 6256 4615 L
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858 4776 mt
(0) s
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1735 389 mt 1735 443 L
1655 4776 mt
(10) s
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2492 4776 mt
(20) s
3410 4615 mt 3410 4561 L
3410 389 mt 3410 443 L
3330 4776 mt
(30) s
4247 4615 mt 4247 4561 L
4247 389 mt 4247 443 L
4167 4776 mt
(40) s
5084 4615 mt 5084 4561 L
5084 389 mt 5084 443 L
5004 4776 mt
(50) s
5921 4615 mt 5921 4561 L
5921 389 mt 5921 443 L
5841 4776 mt
(60) s
898 4615 mt 952 4615 L
6256 4615 mt 6202 4615 L
791 4668 mt
(0) s
898 4192 mt 952 4192 L
6256 4192 mt 6202 4192 L
591 4245 mt
(0.05) s
898 3770 mt 952 3770 L
6256 3770 mt 6202 3770 L
671 3823 mt
(0.1) s
898 3347 mt 952 3347 L
6256 3347 mt 6202 3347 L
591 3400 mt
(0.15) s
898 2925 mt 952 2925 L
6256 2925 mt 6202 2925 L
671 2978 mt
(0.2) s
898 2502 mt 952 2502 L
6256 2502 mt 6202 2502 L
591 2555 mt
(0.25) s
898 2079 mt 952 2079 L
6256 2079 mt 6202 2079 L
671 2132 mt
(0.3) s
898 1657 mt 952 1657 L
6256 1657 mt 6202 1657 L
591 1710 mt
(0.35) s
898 1234 mt 952 1234 L
6256 1234 mt 6202 1234 L
671 1287 mt
(0.4) s
898 812 mt 952 812 L
6256 812 mt 6202 812 L
591 865 mt
(0.45) s
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6256 389 mt 6202 389 L
671 442 mt
(0.5) s
898 4615 mt 6256 4615 L
898 389 mt 6256 389 L
898 4615 mt 898 389 L
6256 4615 mt 6256 389 L
898 389 mt 898 389 L
6256 389 mt 6256 389 L
2894 274 mt
(Interference structure) s
3418 4936 mt
(Time) s
537 3202 mt -90 rotate
(Normalized frequency) s
90 rotate
gs 898 389 5359 4227 MR c np
7 -10 8 -11 8 -12 8 -12 9 -12 10 -13 11 -14 11 -14
12 -15 13 -16 13 -17 15 -18 17 -19 18 -20 19 -21 22 -23
24 -25 26 -26 30 -29 33 -30 38 -33 43 -37 49 -39 58 -44
69 -48 81 -54 100 -60 123 -67 154 -77 193 -88 242 -100 294 -114
335 -129 348 -143 322 -151 265 -151 198 -144 139 -127 95 -109 64 -90
45 -73 32 -60 23 -50 18 -41 14 -34 11 -29 9 -26 8 -21
6 -19 5 -17 5 -15 4 -13 4 -12 3 -11 3 -10 3 -9
2 -8 3 -7 2 -7 1 -7 2 -6 2 -5 1 -5 1 -5
2 -5 1 -4 1601 4045 67 MP stroke
gr
36 36 1970 3347 FO
gs 898 389 5359 4227 MR c np
gr
36 36 2307 3076 FO
gs 898 389 5359 4227 MR c np
gr
36 36 2572 2925 FO
gs 898 389 5359 4227 MR c np
gr
36 36 3577 2502 FO
gs 898 389 5359 4227 MR c np
gr
1532 812 mt 1604 812 L
1568 776 mt 1568 848 L
1532 776 mt 1604 848 L
1604 776 mt 1532 848 L
gs 898 389 5359 4227 MR c np
gr
5550 4192 mt 5622 4192 L
5586 4156 mt 5586 4228 L
5550 4156 mt 5622 4228 L
5622 4156 mt 5550 4228 L
gs 898 389 5359 4227 MR c np
4018 3380 1568 812 2 MP stroke
gr
1987 3686 mt
(Unterberger \(k=-1\)) s
2333 3339 mt
(Bertrand \(k=0\)) s
2680 3078 mt
(D-Flandrin \(k=1/2\)) s
3843 2558 mt
(Wigner-Ville \(k=2\)) s
1739 798 mt
(\(t1,f1\)) s
5637 3995 mt
(\(t2,f2\)) s
1393 4243 mt
(k=-15) s
5130 1331 mt
(k=18) s
gs 0 0 0 0 MR c np
end
eplot
%%EndObject graph 1
epage
end
showpage
%%Trailer
%%EOF
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