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<Worksheet><Version major="6" minor="1"/><View-Properties><Zoom percentage="100"/></View-Properties><Styles><Layout alignment="left" bullet="none" name="Warning"/><Layout alignment="left" bullet="none" linespacing="0.0" name="Heading 1" spaceabove="8.0" spacebelow="4.0"/><Layout alignment="left" bullet="none" firstindent="0.0" leftmargin="0.0" linebreak="space" linespacing="0.0" name="Normal" rightmargin="0.0" spaceabove="0.0" spacebelow="0.0"/><Layout alignment="centred" bullet="none" name="Maple Plot"/><Layout alignment="centred" bullet="none" linespacing="0.5" name="Maple Output"/><Font background="[0,0,0]" bold="true" executable="true" family="Monospaced" foreground="[255,0,0]" name="Maple Input" opaque="false" size="12"/><Font background="[0,0,0]" bold="false" executable="false" family="Times New Roman" foreground="[0,0,0]" italic="false" name="Text" opaque="false" size="12" underline="false"/><Font background="[0,0,0]" family="Monospaced" foreground="[0,0,255]" name="Warning" opaque="false" readonly="true" size="12"/><Font background="[0,0,0]" executable="false" family="Times New Roman" foreground="[0,0,0]" name="2D Math" opaque="false" size="12"/><Font background="[0,0,0]" bold="true" family="Serif" name="Heading 1" opaque="false" size="18"/><Font background="[0,0,0]" family="Times New Roman" foreground="[0,0,255]" name="2D Output" opaque="false" readonly="true" size="12"/></Styles><Group><Input><Text-field alignment="centred" layout="Normal" style="Text"><Font bold="true" italic="true" size="36" underline="true">TEXTE</Font><Font italic="true" size="36"> : <Font bold="true">Trafic routier</Font></Font>


</Text-field></Input></Group><Section><Title><Text-field layout="Heading 1" style="Heading 1"> Lois empiriques</Text-field></Title><Group><Input><Text-field layout="Normal" prompt="&gt; " style="Maple Input">with(plots);</Text-field></Input><Output><Text-field layout="Warning" style="Warning">Warning, the name changecoords has been redefined</Text-field></Output><Output><Text-field layout="Maple Output" style="2D Output"><Equation>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</Equation></Text-field></Output></Group><Group><Input><Text-field layout="Normal" style="Text"><Font bold="true" italic="true">
1) Premier exemple : Route A</Font>

On approche  <Equation input-equation="f" style="2D Math">NiNJImZHNiI=</Equation><Font encoding="ISO8859-1">  par le polyn\364me   </Font><Equation input-equation="x*(100-x)" style="2D Math">NiMqJkkieEc2IiIiIiwmIiQrIkYmRiQhIiJGJg==</Equation>
</Text-field></Input></Group><Group><Input><Text-field layout="Normal" prompt="&gt; " style="Maple Input">pt1:=[0,0],[10,1200],[18,1850],[25,2500],[38,2700],[50,2700],[60,2050],[80,1550],[92,1000],[100,500];
pl1:=plot([pt1],x=0..100,color=red):</Text-field></Input><Output><Text-field layout="Maple Output" style="2D Output"><Equation>NiM+SSRwdDFHNiI2LDckIiIhRig3JCIjNSIlKzc3JCIjPSIlXT03JCIjRCIlK0Q3JCIjUSIlK0Y3JCIjXUY0NyQiI2ciJV0/NyQiIyEpIiVdOjckIiMjKiIlKzU3JCIkKyIiJCsm</Equation></Text-field></Output></Group><Group><Input><Text-field layout="Normal" prompt="&gt; " style="Maple Input">f1:=x*(100-x);
pf1:=plot(f1,x=0..100,color=blue):
g1:=diff(f1,x);
m1:=solve(g1=0);</Text-field></Input><Output><Text-field layout="Maple Output" style="2D Output"><Equation>NiM+SSNmMUc2IiomSSJ4R0YlIiIiLCYiJCsiRihGJyEiIkYo</Equation></Text-field></Output><Output><Text-field layout="Maple Output" style="2D Output"><Equation>NiM+SSNnMUc2IiwmIiQrIiIiIkkieEdGJSEiIw==</Equation></Text-field><Text-field layout="Maple Output" style="2D Output"><Equation>NiM+SSNtMUc2IiIjXQ==</Equation></Text-field></Output></Group><Group><Input><Text-field layout="Normal" prompt="&gt; " style="Maple Input">popt1:=[0,0],[m1,subs(x=m1,f1)];
plopt1:=plot([popt1],x=0..100,color=black):
pmax1:=[0,subs(x=m1,f1)],[100,subs(x=m1,f1)];
plmax1:=plot([pmax1],x=0..100,color=black):</Text-field></Input><Output><Text-field layout="Maple Output" style="2D Output"><Equation>NiM+SSZwb3B0MUc2IjYkNyQiIiFGKDckIiNdIiUrRA==</Equation></Text-field><Text-field layout="Maple Output" style="2D Output"><Equation>NiM+SSZwbWF4MUc2IjYkNyQiIiEiJStENyQiJCsiRik=</Equation></Text-field></Output></Group><Group><Input><Text-field layout="Normal" prompt="&gt; " style="Maple Input">display(pf1,pl1,plopt1,plmax1);</Text-field></Input><Output><Text-field layout="Maple Plot"><Plot height="400" plot-scale="1.0" plot-xtrans="0.0" plot-ytrans="0.0" type="two-dimensional" width="400">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</Plot></Text-field></Output></Group><Group><Input><Text-field layout="Normal" style="Text">Une approximation de <Equation input-equation="V[max]" style="2D Math">NiMmSSJWRzYiNiNJJG1heEdJKnByb3RlY3RlZEdGKA==</Equation><Font encoding="ISO8859-1">  est donn\351e par la d\351riv\351e en 0 de </Font><Equation input-equation="x*(100-x)" style="2D Math">NiMqJkkieEc2IiIiIiwmIiQrIkYmRiQhIiJGJg==</Equation>...</Text-field></Input></Group><Group><Input><Text-field layout="Normal" prompt="&gt; " style="Maple Input">subs(x=0,g1);</Text-field></Input><Output><Text-field layout="Maple Output" style="2D Output"><Equation>NiMiJCsi</Equation></Text-field></Output></Group><Group><Input><Text-field layout="Normal" style="Text"><Font bold="true" italic="true">
2) Deuxieme exemple : Route B</Font>

On approche<Font bold="false" italic="false" style="2D Math" underline="false">  </Font><Equation input-equation="f" style="2D Math">NiNJImZHNiI=</Equation><Font encoding="ISO8859-1">   par le polyn\364me  </Font><Equation input-equation="0.45*x*(100-x)" style="2D Math">NiMqKC1JJkZsb2F0R0kqcHJvdGVjdGVkR0YmNiQiI1ghIiMiIiJJInhHNiJGKiwmIiQrIkYqRishIiJGKg==</Equation>
</Text-field></Input></Group><Group><Input><Text-field layout="Normal" prompt="&gt; " style="Maple Input">pt2:=[0,0],[10,550],[18,825],[25,900],[38,1000],[50,1100],[60,1050],[80,1060],[92,1000],[100,500];
pl2:=plot([pt2],x=0..100,color=red):</Text-field></Input><Output><Text-field layout="Maple Output" style="2D Output"><Equation>NiM+SSRwdDJHNiI2LDckIiIhRig3JCIjNSIkXSY3JCIjPSIkRCk3JCIjRCIkKyo3JCIjUSIlKzU3JCIjXSIlKzY3JCIjZyIlXTU3JCIjISkiJWc1NyQiIyMqRjQ3JCIkKyIiJCsm</Equation></Text-field></Output></Group><Group><Input><Text-field layout="Normal" prompt="&gt; " style="Maple Input">f2:=0.45*x*(100-x);
pf2:=plot(f2,x=0..100,color=blue):
g2:=diff(f2,x);
m2:=solve(g2=0);</Text-field></Input><Output><Text-field layout="Maple Output" style="2D Output"><Equation>NiM+SSNmMkc2IiwkKiZJInhHRiUiIiIsJiIkKyJGKUYoISIiRikkIiNYISIj</Equation></Text-field><Text-field layout="Maple Output" style="2D Output"><Equation>NiM+SSNnMkc2IiwmJCIlK1ghIiMiIiJJInhHRiUkISMhKkYp</Equation></Text-field></Output><Output><Text-field layout="Maple Output" style="2D Output"><Equation>NiM+SSNtMkc2IiQiI10iIiE=</Equation></Text-field></Output></Group><Group><Input><Text-field layout="Normal" prompt="&gt; " style="Maple Input">popt2:=[0,0],[m2,subs(x=50,f2)];
plopt2:=plot([popt2],x=0..100,color=black):
pmax2:=[0,subs(x=m2,f2)],[100,subs(x=m2,f2)];
plmax2:=plot([pmax2],x=0..100,color=black):</Text-field></Input><Output><Text-field layout="Maple Output" style="2D Output"><Equation>NiM+SSZwb3B0Mkc2IjYkNyQiIiFGKDckJCIjXUYoJCInK0Q2ISIj</Equation></Text-field><Text-field layout="Maple Output" style="2D Output"><Equation>NiM+SSZwbWF4Mkc2IjYkNyQiIiEkIicrRDYhIiM3JCIkKyJGKQ==</Equation></Text-field></Output></Group><Group><Input><Text-field layout="Normal" prompt="&gt; " style="Maple Input">display(pf2,pl2,plopt2,plmax2);</Text-field></Input><Output><Text-field layout="Maple Plot"><Plot height="400" plot-scale="1.0" plot-xtrans="0.0" plot-ytrans="0.0" type="two-dimensional" width="400">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</Plot></Text-field></Output></Group><Group><Input><Text-field layout="Normal" style="Text">Une approx de <Equation input-equation="V[max]" style="2D Math">NiMmSSJWRzYiNiNJJG1heEdJKnByb3RlY3RlZEdGKA==</Equation>   ...</Text-field></Input></Group><Group><Input><Text-field layout="Normal" prompt="&gt; " style="Maple Input">subs(x=0,g2);</Text-field></Input><Output><Text-field layout="Maple Output" style="2D Output"><Equation>NiMkIiUrWCEiIw==</Equation></Text-field></Output></Group><Group><Input><Text-field layout="Normal" style="Text"><Font encoding="ISO8859-1">Pour \352tre plus pr\351cis, on veut approcher f par un polyn\364me de degr\351 2 au sens des <Font bold="true" italic="true">moindres carr\351s</Font></Font>; <Font encoding="ISO8859-1">
On refait le m\352me travail pour les routes A et B...</Font>
</Text-field></Input></Group><Group><Input><Text-field layout="Normal" prompt="&gt; " style="Maple Input">with(CurveFitting);</Text-field></Input><Output><Text-field layout="Maple Output" style="2D Output"><Equation>NiM3KkkoQlNwbGluZUc2IkktQlNwbGluZUN1cnZlR0YlSSxJbnRlcmFjdGl2ZUdGJUktTGVhc3RTcXVhcmVzR0YlSThQb2x5bm9taWFsSW50ZXJwb2xhdGlvbkdGJUk2UmF0aW9uYWxJbnRlcnBvbGF0aW9uR0YlSSdTcGxpbmVHRiVJNFRoaWVsZUludGVycG9sYXRpb25HRiU=</Equation></Text-field></Output></Group><Group><Input><Text-field layout="Normal" prompt="&gt; " style="Maple Input">P1:=evalf(LeastSquares([pt1], x, curve=a*x^2+b*x+c));
pP1:=plot(P1,x=0..100,color=blue):
Q1:=diff(P1,x);
mP1:=solve(Q1=0);</Text-field></Input><Output><Text-field layout="Maple Output" style="2D Output"><Equation>NiM+SSNQMUc2IiwoJCIrKHlnXVEkISIoIiIiSSJ4R0YlJCIrJipIaT0kKiEiKSokRisiIiMkISt2PCIpKVEqISM1</Equation></Text-field><Text-field layout="Maple Output" style="2D Output"><Equation>NiM+SSNRMUc2IiwmJCIrJipIaT0kKiEiKSIiIkkieEdGJSQhK2JCd3g9ISIq</Equation></Text-field><Text-field layout="Maple Output" style="2D Output"><Equation>NiM+SSRtUDFHNiIkIitgNWlpXCEiKQ==</Equation></Text-field></Output></Group><Group><Input><Text-field layout="Normal" prompt="&gt; " style="Maple Input">poptP1:=[0,0],[mP1,subs(x=mP1,P1)];
ploptP1:=plot([poptP1],x=0..100,color=black):
pmaxP1:=[0,subs(x=mP1,P1)],[100,subs(x=mP1,P1)];
plmaxP1:=plot([pmaxP1],x=0..100,color=black):</Text-field></Input><Output><Text-field layout="Maple Output" style="2D Output"><Equation>NiM+SSdwb3B0UDFHNiI2JDckIiIhRig3JCQiK2A1aWlcISIpJCIrNmV1XUUhIic=</Equation></Text-field><Text-field layout="Maple Output" style="2D Output"><Equation>NiM+SSdwbWF4UDFHNiI2JDckIiIhJCIrNmV1XUUhIic3JCIkKyJGKQ==</Equation></Text-field></Output></Group><Group><Input><Text-field layout="Normal" prompt="&gt; " style="Maple Input">display(pP1,pl1,ploptP1,plmaxP1);</Text-field></Input><Output><Text-field layout="Maple Plot"><Plot height="400" plot-scale="1.0" plot-xtrans="0.0" plot-ytrans="0.0" type="two-dimensional" width="400">LSUlUExPVEc2KC0lJ0NVUlZFU0c2JDdTNyQkIiIhRiskIjMpKSoqKioqcHlnXVEkISM6NyQkIjN5bW1tO2FyekAhIzwkIjMjUik9Mm53a3JgRi43JCQiM2VMTCRlOXVpMiVGMiQiM3RNWS0oUSNlRnFGLjckJCIzKm9tbTt6XyI0aUYyJCIzN28vaiUqUTs0KSlGLjckJCIzT29tbVQmcGhOKUYyJCIzXUxYRy0iRzswIiEjOTckJCIzS0xMZSo9KUhcNSEjOyQiM1prdSMqeVQkSEAiRkQ3JCQiM2ltbSJ6LzN1QyJGSCQiM0lXdWx6aCNbTiJGRDckJCIzLysrREokUkRYIkZIJCIzKy5GRVw0KVJcIkZENyQkIjN3bW0ielInb2s7RkgkIjMyOj8kUWkkZUg7RkQ3JCQiMzkrK0QxSjp3PUZIJCIzeW1IYSw0TWM8RkQ3JCQiM29MTEwzRW4kNCNGSCQiMyEzVSVvc2Aneig9RkQ3JCQiMy1ubTsvUkUmRyNGSCQiM0dlZENHSnR4PkZENyQkIjNfKysrRC4mNF0jRkgkIjNtY0ZqZC8hPTMjRkQ3JCQiMzIrKyt2Ql88RkZIJCIzPyxWa15kXXhARkQ3JCQiM1crKyt2J0hpI0hGSCQiMyl6LXInSEBTaEFGRDckJCIzJXBtO3oqZXY6SkZIJCIzUXlhTjI9XUlCRkQ3JCQiMylSTEwkMzQ3VExGSCQiM0wvcylRRyopUVMjRkQ3JCQiM0tMTExMWS5LTkZIJCIzc2V1Jj5dJ2ZlQ0ZENyQkIjNPKytEIm83VHYkRkgkIjNtPFJGQEhpOERGRDckJCIza0xMTCRRKm9dUkZIJCIzNV0uXlZRZ2FERkQ3JCQiM20rK0QiPWxqOyVGSCQiMydIYVBuYT03ZiNGRDckJCIzQSsrdlYmUjxQJUZIJCIzPXglUVVpbHpoI0ZENyQkIjMxTUwkZTlFZ2UlRkgkIjMoUiJSNFwtVlBFRkQ3JCQiM3FMTGVSIjNHeSVGSCQiM2NhbXdjLHJaRUZENyQkIjM1bm07L1QxJipcRkgkIjNHMyIpXCopcGtdRUZENyQkIjM9bm0ielJRYkAmRkgkIjNBUi44YCt1V0VGRDckJCIzXisrdj0+WTJhRkgkIjMoKkhiKj4icDtLRUZENyQkIjMlcG1tInpYdTljRkgkIjMnPVMkUnMlPTNoI0ZENyQkIjNGKysrXXkpKUdlRkgkIjNLUjpraS9IIWUjRkQ3JCQiM0krK11pX1FRZ0ZIJCIzeDV3clA/NFVERkQ3JCQiMz4rK0QieSUzVGlGSCQiM3NOWEJZJilHKFwjRkQ3JCQiM20qKioqXFAhW2hZJ0ZIJCIzYioqKVFHJkhdUUNGRDckJCIzTUxMTCRReCRvbUZIJCIzZUBzczEmb3ZQI0ZENyQkIjMlMysrXVArVilvRkgkIjNRJHppRyU0Li9CRkQ3JCQiM0FtbSJ6cGUqenFGSCQiM1ViUiZbQk0pSEFGRDckJCIzOywrK0RcJ1FIKEZIJCIzI3BPKmVZQVxTQEZENyQkIjN5S0xlOVM4JlwoRkgkIjNvVFJFQkhlWz9GRDckJCIzITQrXWk/PWJxKEZIJCIzPSxrSCYpKnpWJT5GRDckJCIzNExMTDNzPzZ6RkgkIjNNYiY+U1luVyQ9RkQ3JCQiM2grK0RKWGFFIilGSCQiMzZfKHA9NCgpM3IiRkQ3JCQiMyZ6bW1tJypSUkwpRkgkIjNxKSp5RW5JaiRlIkZENyQkIjMpb21tVHZKZ2EpRkgkIjM3JHpBM0NXXlciRkQ3JCQiMydbTCRlOXRPYygpRkgkIjNTPSpbQjJnJSpIIkZENyQkIjMzLCsrXVFrXCopRkgkIjM3cCg+c05uI2U2RkQ3JCQiM3VMTCQzZGc2PCpGSCQiM2VhXCgqKSp5PHkpKkYuNyQkIjNdbm1tbXhHcCQqRkgkIjMxRi5UcmBmdiMpRi43JCQiM0ssK0Qib0swZSpGSCQiMytxIVFpeTpkWydGLjckJCIzWSwrdj01cyN5KkZIJCIzJSo+bG1rLTQlcCVGLjckJCIkKyJGKyQiMzUpKioqKnApSDwkbyNGLi0lJkNPTE9SRzYmJSRSR0JHJEYrISIiRmBbbCQiIzVGYVtsLUYmNiQ3LDckRipGKjckJEZjW2xGKyQiJSs3Ris3JCQiIz1GKyQiJV09Ris3JCQiI0RGKyQiJStERis3JCQiI1FGKyQiJStGRis3JCQiI11GK0ZpXGw3JCQiI2dGKyQiJV0/Ris3JCQiIyEpRiskIiVdOkYrNyQkIiMjKkYrJCIlKzVGKzckRmh6JCIkKyZGKy1GXVtsNiZGX1tsRmJbbEZgW2xGYFtsLUYmNiQ3JEZnW2w3JCQiMzsrKytgNWlpXEZIJCIzeSoqKioqNCJldV1FRkQtRl1bbDYmRl9bbEZgW2xGYFtsRmBbbC1GJjYkNyQ3JEYqRmhebDckRmh6RmhebEZqXmwtJStBWEVTTEFCRUxTRzYnUSJ4NiJRIUZlX2wtJSVGT05URzYkJSpIRUxWRVRJQ0FHRmNbbCUrSE9SSVpPTlRBTEdGW2BsLSUlVklFV0c2JDtGYFtsJEZjW2wiIiI7JCEkUyZGYVtsJCIlYUZGKw==</Plot></Text-field></Output></Group><Group><Input><Text-field layout="Normal" prompt="&gt; " style="Maple Input">P2:=evalf(LeastSquares([pt2], x, curve=a*x^2+b*x+c));
pP2:=plot(P2,x=0..100,color=blue):
Q2:=diff(P2,x);
mP2:=solve(Q2=0);</Text-field></Input><Output><Text-field layout="Maple Output" style="2D Output"><Equation>NiM+SSNQMkc2IiwoJCIrdE8qeVEiISIoIiIiSSJ4R0YlJCIrL0czKGYkISIpKiRGKyIiIyQhK0hzZDhKISM1</Equation></Text-field><Text-field layout="Maple Output" style="2D Output"><Equation>NiM+SSNRMkc2IiwmJCIrL0czKGYkISIpIiIiSSJ4R0YlJCErZVc6RmkhIzU=</Equation></Text-field><Text-field layout="Maple Output" style="2D Output"><Equation>NiM+SSRtUDJHNiIkIitkcVd3ZCEiKQ==</Equation></Text-field></Output></Group><Group><Input><Text-field layout="Normal" prompt="&gt; " style="Maple Input">poptP2:=[0,0],[mP2,subs(x=mP2,P2)];
ploptP2:=plot([poptP2],x=0..100,color=black):
pmaxP2:=[0,subs(x=mP2,P2)],[100,subs(x=mP2,P2)];
plmaxP2:=plot([pmaxP2],x=0..100,color=black):</Text-field></Input><Output><Text-field layout="Maple Output" style="2D Output"><Equation>NiM+SSdwb3B0UDJHNiI2JDckIiIhRig3JCQiK2RxV3dkISIpJCIrJ0cyeDwiISIn</Equation></Text-field><Text-field layout="Maple Output" style="2D Output"><Equation>NiM+SSdwbWF4UDJHNiI2JDckIiIhJCIrJ0cyeDwiISInNyQiJCsiRik=</Equation></Text-field></Output></Group><Group><Input><Text-field layout="Normal" prompt="&gt; " style="Maple Input">display(pP2,pl2,ploptP2,plmaxP2);</Text-field></Input><Output><Text-field layout="Maple Plot"><Plot height="400" plot-scale="1.0" plot-xtrans="0.0" plot-ytrans="0.0" type="two-dimensional" width="400">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</Plot></Text-field></Output></Group><Group><Input><Text-field layout="Normal" prompt="&gt; " style="Maple Input"/></Input></Group></Section><Section><Title><Text-field layout="Heading 1" style="Heading 1"><Font encoding="ISO8859-1"> Limitations de la m\351thode des caract\351ritiques : exemple</Font></Text-field></Title><Group><Input><Text-field layout="Normal" style="Text">On compare les grandeurs <Equation input-equation="f(chi)/chi" style="2D Math">NiMqJi1JImZHNiI2I0kkY2hpR0YmIiIiRighIiI=</Equation><Font encoding="ISO8859-1">  (vitesse moyenne instantan\351e des v\351hicules) et  </Font><Equation input-equation="diff(f(chi),chi)" style="2D Math">NiMtSSVkaWZmR0kqcHJvdGVjdGVkR0YlNiQtSSJmRzYiNiNJJGNoaUdGKUYr</Equation><Font encoding="ISO8859-1"> (vitesse de propagation des caract\351ristiques du trafic)</Font></Text-field></Input></Group><Group><Input><Text-field layout="Normal" prompt="&gt; " style="Maple Input">c1:=plot(f1/x,x=0..100):c2:=plot(diff(f1,x),x=0..100):
display(c1,c2);</Text-field></Input><Output><Text-field layout="Maple Plot"><Plot height="400" plot-scale="1.0" plot-xtrans="0.0" plot-ytrans="0.0" type="two-dimensional" width="400">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</Plot></Text-field></Output></Group><Group><Input><Text-field layout="Normal" style="Text"><Font encoding="ISO8859-1">On consid\350re la solution discontinue d\351finie par :</Font>
  <Equation input-equation="chi(x,t)=10" style="2D Math">NiMvLUkkY2hpRzYiNiRJInhHRiZJInRHRiYiIzU=</Equation> pour  <Equation input-equation="x&lt;30+alpha*t" style="2D Math">NiMySSJ4RzYiLCYiI0kiIiIqJkkmYWxwaGFHRiVGKEkidEdGJUYoRig=</Equation>
  <Equation input-equation="chi(x,t)=40" style="2D Math">NiMvLUkkY2hpRzYiNiRJInhHRiZJInRHRiYiI1M=</Equation> pour <Equation input-equation="30+alpha*t&lt;x" style="2D Math">NiMyLCYiI0kiIiIqJkkmYWxwaGFHNiJGJkkidEdGKUYmRiZJInhHRik=</Equation>

L'exemple du texte avec <Equation input-equation="alpha=50" style="2D Math">NiMvSSZhbHBoYUc2IiIjXQ==</Equation>:</Text-field></Input></Group><Group><Input><Text-field layout="Normal" prompt="&gt; " style="Maple Input">p1:=plot([30+80*t,t,t=0..2],x=0..100,color=blue):
p2:=plot([30+20*t,t,t=0..2],x=0..100,color=blue):</Text-field></Input></Group><Group><Input><Text-field layout="Normal" prompt="&gt; " style="Maple Input">pp1:=plot([20+80*t,t,t=0..2],x=0..100),plot([10+80*t,t,t=0..2],x=0..100),plot([80*t,t,t=0..2],x=0..100):
pp2:=plot([40+20*t,t,t=0..2],x=0..100),plot([50+20*t,t,t=0..2],x=0..100),plot([60+20*t,t,t=0..2],x=0..100):
choc:=plot([30+50*t,t,t=0..2],x=0..100,color=green):</Text-field></Input></Group><Group><Input><Text-field layout="Normal" prompt="&gt; " style="Maple Input">display(p1,p2,pp1,pp2,choc);</Text-field></Input><Output><Text-field layout="Maple Plot"><Plot height="400" plot-scale="1.0" plot-xtrans="0.0" plot-ytrans="0.0" type="two-dimensional" 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layout="Normal" prompt="&gt; " style="Maple Input"/></Input></Group></Section><Section><Title><Text-field layout="Heading 1" style="Heading 1"><Font encoding="ISO8859-1"> Sch\351mas num\351riques pour le probl\350me lin\351aris\351</Font></Text-field></Title><Group><Input><Text-field layout="Normal" prompt="&gt; " style="Maple Input">with(linalg):</Text-field></Input><Output><Text-field layout="Warning" style="Warning">Warning, the protected names norm and trace have been redefined and unprotected</Text-field></Output></Group><Group><Input><Text-field layout="Normal" style="Text"><Font encoding="ISO8859-1">
On consid\350re maintenant le probl\350me <Font bold="true" italic="true">lin\351aris\351</Font></Font> : on remplace <Equation input-equation="f(chi)" style="2D Math">NiMtSSJmRzYiNiNJJGNoaUdGJQ==</Equation> par <Equation input-equation="f(chi[0]) +(chi-chi[0])*diff(f(chi),chi)(chi[0])" style="2D Math">NiMsJi1JImZHNiI2IyZJJGNoaUdGJjYjIiIhIiIiKiYsJkYpRixGKCEiIkYsLS1JJWRpZmZHSSpwcm90ZWN0ZWRHRjM2JC1GJTYjRilGKUYnRixGLA==</Equation>
<Font encoding="ISO8859-1">
On amorce avec le sch\351ma de LAX-FRIEDRICHS (\340 2 niveaux), puis on applique le sch\351ma "Saute-Mouton" (\340 3 niveaux)</Font>
 </Text-field></Input></Group><Group><Input><Text-field layout="Normal" style="Text"><Font encoding="ISO8859-1">On se pr\351occupe d'abord de la condition initiale que l'on prend constante par morceaux comme ci-dessus.</Font></Text-field></Input></Group><Group><Input><Text-field layout="Normal" prompt="&gt; " style="Maple Input"><Font italic="false" underline="false">X0:= x -&gt; if x&lt;=38 then 10 else 40; fi;</Font></Text-field></Input><Output><Text-field layout="Maple Output" style="2D Output"><Equation>NiM+SSNYMEc2ImYqNiNJInhHRiVGJTYkSSlvcGVyYXRvckdGJUkmYXJyb3dHRiVGJUAlMTkkIiNRIiM1IiNTRiVGJUYl</Equation></Text-field></Output></Group><Group><Input><Text-field layout="Normal" prompt="&gt; " style="Maple Input">with(linalg);</Text-field></Input><Output><Text-field layout="Maple Output" style="2D Output"><Equation>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</Equation></Text-field></Output></Group><Group><Input><Text-field layout="Normal" prompt="&gt; " style="Maple Input">traficlin:=proc(L,dx,T,dt)
  local A,B,d,N,M,j,n,N1;
N:=floor(L/dx)+1; M:=floor(T/dt)+1;<Font italic="false" underline="false">
N1:=N+M;
A:=matrix(M,N1,[0$N1*M]);</Font>
for j from 1 to N1 do
   A[1,j]:=evalf(X0(j*dx));od;
for n from 1 to M do
   A[n,1]:=10;od;
for n from 2 to M do
  for j from 2 to N1-(n-1) do
   d:=(subs(x=A[n-1,j+1],f1)-subs(x=A[n-1,j-1],f1));
   A[n,j]:=0.5*(A[n-1,j-1]+A[n-1,j+1])-(dt/dx)*d ; od;od;

##for n from 3 to M do
##  for j from 2 to N1-n do
##     d:=(subs(x=A[n,j+1],f1)-subs(x=A[n,j-1],f1));
##     A[n,j]:=A[n-2,j]-(dt/dx)*d; od; od;
B:=submatrix(A,1..M,1..N);
RETURN(evalm(B));
end:</Text-field></Input><Input><Text-field prompt="&gt; " style="Maple Input"/></Input></Group><Group><Input><Text-field layout="Normal" prompt="&gt; " style="Maple Input">100*0.02/5;</Text-field></Input><Output><Text-field layout="Maple Output" style="2D Output"><Equation>NiMkIisrKysrUyEjNQ==</Equation></Text-field></Output></Group><Group><Input><Text-field layout="Normal" prompt="&gt; " style="Maple Input">B:=traficlin(100,2,1,0.01):</Text-field></Input></Group><Group><Input><Text-field layout="Normal" prompt="&gt; " style="Maple Input"><Font italic="false" underline="false">matrixplot(evalm(B),axes=frame,labels=[t,x,u] );</Font></Text-field></Input><Output><Text-field layout="Maple Plot"><Plot height="714" plot-scale="1.0" plot-xtrans="0.0" plot-ytrans="0.0" type="three-dimensional" 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layout="Normal" prompt="&gt; " style="Maple Input"><Font italic="false" underline="false">X1:= x -&gt; if x&lt;=38 then 40 else 10; fi;</Font></Text-field></Input><Output><Text-field layout="Maple Output" style="2D Output"><Equation>NiM+SSNYMUc2ImYqNiNJInhHRiVGJTYkSSlvcGVyYXRvckdGJUkmYXJyb3dHRiVGJUAlMTkkIiNRIiNTIiM1RiVGJUYl</Equation></Text-field></Output></Group><Group><Input><Text-field layout="Normal" prompt="&gt; " style="Maple Input">traficlin:=proc(L,dx,T,dt,c,e)
  local A,N,M,j,n;
N:=floor(L/dx)+1; M:=floor(T/dt)+1;<Font italic="false" underline="false">
A:=matrix(M,N,[0$N*M]);</Font>
for j from 1 to N do
   A[1,j]:=evalf(X1(j*dx));od;
for n from 1 to M do
   A[n,1]:=e;od;
for j from 2 to N-1 do
   A[2,j]:=0.5*(1+c*dt/(2*dx))*A[1,j-1]+0.5*(1-c*dt/(2*dx))*A[1,j+1]; od;

for n from 3 to M do
  for j from 2 to N-1 do
     A[n,j]:=A[n-2,j]-c*(dt/dx)*(A[n-1,j+1]-A[n-1,j-1]); od; od;
RETURN(evalm(A));
end:</Text-field></Input><Input><Text-field prompt="&gt; " style="Maple Input"/></Input></Group><Group><Input><Text-field layout="Normal" prompt="&gt; " style="Maple Input">C:=traficlin(100,2,30,0.3,1,40):<Font italic="false" underline="false">matrixplot(evalm(C),axes=frame,labels=[t,x,u] );</Font></Text-field></Input><Output><Text-field layout="Maple Plot"><Plot height="670" plot-scale="1.0" plot-xtrans="0.0" plot-ytrans="0.0" type="three-dimensional" 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