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Commit 9a2ea6b7 authored by Christophe Geuzaine's avatar Christophe Geuzaine
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bunch of test files

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Geometry.CopyMeshingMethod=1;
Point(1) = {-0.7, 0.4, 0};
Point(2) = {0.3, 0.4, 0};
Point(3) = {0.3, 1.2, 0};
Point(4) = {-0.7, 1.2, 0};
Line(1) = {1, 2};
Line(2) = {2, 3};
Line(3) = {3, 4};
Line(4) = {4, 1};
Line Loop(5) = {1, 2, 3, 4};
Plane Surface(6) = {5};
Transfinite Line {1, 2, 3, 4} = 10 Using Progression 1;
Transfinite Surface {6};
Recombine Surface {6};
Rotate {{1, 0, 0}, {0, -0.01, 0}, Pi} {
Duplicata{ Surface{6}; }
}
Include "raccord.phy";
r1 = 30.; h1 = 100.; h2 = 150.; al0 = 30.;
al1 = al0 / 180. * 3.1415;
dd1 = 3.;
Point(1) = {0,0,0,dd1};
Point(2) = {r1,0,0,dd1};
Point(3) = {0,0,r1 / Sin(al1),dd1};
Point(4) = {0,r1,(r1 / Tan(al1)) - (r1 / Sin(al1)),dd1};
Point(5) = {0.,0,(-1 * h1),dd1};
Point(6) = {r1,0,(-1 * h1),dd1};
Point(7) = {0,r1,(-1 * h1),dd1};
Point(8) = {0.,h2 * Sin(al1),h2 * Cos(al1),dd1};
Point(9) = {r1,h2 * Sin(al1),h2 * Cos(al1),dd1};
Point(10) = {0.,(h2 * Sin(al1))-(r1*Cos(al1)),(h2 * Cos(al1))+(r1*Sin(al1)),dd1};
Point(11) = {0.,(h2 * Sin(al1))+(r1*Cos(al1)),(h2 * Cos(al1))-(r1*Sin(al1)),dd1};
Ellipsis(1) = {3,1,3,2};
Ellipsis(2) = {2,1,4,4};
Circle(3) = {7,5,6};
Line(4) = {4,7};
Line(5) = {2,6};
Line Loop(6) = {2,4,3,-5};
Ruled Surface(7) = {6};
Circle(8) = {10,8,9};
Circle(9) = {9,8,11};
Line(10) = {10,3};
Line(11) = {9,2};
Line(12) = {11,4};
Line Loop(13) = {-2,-11,9,12};
Ruled Surface(14) = {13};
Line Loop(15) = {-1,-10,8,11};
Ruled Surface(16) = {15};
//Recombine Surface{7,14,16};
Symmetry { 0,1,0,0 } {
Duplicata { Surface{14}; }
}
Symmetry { 0,1,0,0 } {
Duplicata { Surface{16}; }
}
Symmetry { 0,1,0,0 } {
Duplicata { Surface{7}; }
}
Symmetry { 1,0,0,0 } {
Duplicata { Surface{16}; }
}
Symmetry { 1,0,0,0 } {
Duplicata { Surface{14}; }
}
Symmetry { 1,0,0,0 } {
Duplicata { Surface{17}; }
}
Symmetry { 1,0,0,0 } {
Duplicata { Surface{22}; }
}
Symmetry { 1,0,0,0 } {
Duplicata { Surface{7}; }
}
Symmetry { 1,0,0,0 } {
Duplicata { Surface{26}; }
}
Physical Surface(5600) = {39,43,22,17,30,35,14,16,52,26,7,47};
Physical Line(5700) = {50,3,29,55};
Physical Line(5800) = {42,46,25,20};
Physical Line(5900) = {33,8,9,38};
Mesh.Algorithm = 6; // test frontal algorithm
// Einheiten
mm = 1.e-3;
deg = Pi/180.;
// Charakteristische Lnge
lc = 2*mm; // allgemein
lc_delta = lc/5; // Luftspalt
// -----------
// STATORDATEN
// -----------
da = 250.*mm; // Aussendurchmesser
di = 126.*mm; // Bohrungsdurchmesser
n = 10; // Anzahl der Nuten
hNut = 65.*mm; // Nuthhe
bNut_u = 6.*mm; // Nutbreite unten
bNut_o = 10.*mm; // Nutbreite oben
bNutoeffnung = 2.*mm; // Breite der Nutffnung
hNutoeffnung = 4.*mm; // Hhe der Nutffnung
hPolfuss = 5.*mm; //
// Luftspalt
delta = 1.*mm;
// Mittelpunkt
x0 = 0;
y0 = 0;
z0 = 0;
// Punkte berechnen
// Umriss des Stators
ursprung = newp; Point(ursprung) = {x0, y0, z0, lc};
Point(2) = {x0, y0 + da, z0, lc};
Point(3) = {x0 + da, y0, z0, lc};
Point(4) = {x0, y0 + di, z0, lc_delta};
Point(5) = {x0 + di, y0, z0, lc_delta};
Function Nut
// eine Nut
x1 = x0 + bNutoeffnung / 2;
y1 = y0 + Sqrt(di^2-x1^2);
x2 = x1;
y2 = y1 + hNutoeffnung;
x3 = bNut_u;
y3 = y2 + hPolfuss;
x4 = bNut_o;
y4 = y3 + hNut;
p1 = newp; Point(p1) = {x1, y1, z0, lc_delta};
p2 = newp; Point(p2) = {-x1, y1, z0, lc_delta};
p3 = newp; Point(p3) = {x2, y2, z0, lc_delta};
p4 = newp; Point(p4) = {-x2, y2, z0, lc_delta};
p5 = newp; Point(p5) = {x3, y3, z0, lc};
p6 = newp; Point(p6) = {-x3, y3, z0, lc};
p7 = newp; Point(p7) = {x4, y4, z0, lc};
p8 = newp; Point(p8) = {-x4, y4, z0, lc};
first[i] = p2;
last[i] = p1;
Rotate { {0, 0, 1}, {x0, y0, z0}, winkel} {Point{p1}; Point{p2}; Point{p3}; Point{p4}; Point{p5}; Point{p6}; Point{p7}; Point{p8};}
l1[i] = newc; Line(l1[i]) = {p1, p3};
l2[i] = newc; Line(l2[i]) = {p3, p5};
l3[i] = newc; Line(l3[i]) = {p5, p7};
l4[i] = newc; Line(l4[i]) = {p7, p8};
l5[i] = newc; Line(l5[i]) = {p8, p6};
l6[i] = newc; Line(l6[i]) = {p6, p4};
l7[i] = newc; Line(l7[i]) = {p4, p2};
l8[i] = newc; Line(l8[i]) = {p4, p3};
theloops[i] = newreg;
Line Loop(theloops[i]) = {l2[i], l3[i], l4[i], l5[i], l6[i], l8[i]};
dienut = newreg;
Plane Surface(dienut) = theloops[i];
Return
// Nuten erzeugen
winkel = 0;
i = 0;
last[0] = 4;
For i In {1:n}
winkel = -(90 * (i-0.5)/(n)) * deg;
Call Nut;
l[i] = newreg; Circle(l[i]) = {last[i-1], ursprung, first[i]};
EndFor
l[n+1] = newreg; Circle(l[n+1]) = {last[n], ursprung, 5};
// Statorumrisse erzeugen
links = newc; Line(links) = {2, 4};
rechts = newc; Line(rechts) = {5, 3};
aussen = newc; Circle(aussen) = {2, ursprung, 3};
ll = newll;
Line Loop(ll) = { l1[{1:n}], l2[{1:n}], l3[{1:n}], l4[{1:n}], l5[{1:n}], l6[{1:n}],
l7[{1:n}], -l[{1:n+1}], -links, -rechts, aussen};
Plane Surface(news) = ll;
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// essai.geo
// plaque subductante
// definition des quantites
coef = 1e3; // coefficient multiplicateur --> en kilometres
taille_maille = 15*coef;
taille_maille2 = 20*coef;
taille_maille3 = 5*coef;
// axe des z
zero = 0; //"niveau de la mer"
base_croute = -10*coef;
baselitho = -50*coef; // base de la lithosphere oceanique
baselitho_cont = -100*coef; // base de la lithosphere continentale
dessous = 1* (baselitho_cont + base_croute);
epaisseur_litho = base_croute - baselitho; // epaisseur de la lithosphere oceanique, signe positif
epaisseur_litho_cont = zero - baselitho_cont; // epaisseur de la lithosphere continentale, signe positif
centre = -200*coef; //centre du cercle de la zone de contact
rayon = -1*centre; //taille du rayon (nombre positif)
centre_bas = centre + base_croute;
// axe des y
devant = 0;
milieu = 10*coef;
derriere = 20*coef;
//axe des x
zonecontacth = 0*coef; // est fixe a base_croute le point en z=0
alpha = Acos ((rayon - epaisseur_litho_cont)/centre);
largeur_zonecontact = Tan(alpha)* (rayon - epaisseur_litho_cont); // calcul de la largeur selon x de la zone de contact entre les deux plaques
zonecontactb = zonecontacth + largeur_zonecontact; // abcisse du point a la base de la lithosphere
droite = 500*coef;
gamma = Atan (baselitho_cont/zonecontactb);
beta = Pi + ( (Pi/2) - gamma );
baselitho_arc = baselitho_cont + epaisseur_litho * Sin (beta); //selon z
// definition des points
Point (113) = {zonecontacth, derriere, baselitho, taille_maille2}; //
Point (114) = {droite, derriere, baselitho, taille_maille2}; //
Point (115) = {droite, derriere, base_croute, taille_maille}; //
Point (116) = {zonecontacth, derriere, base_croute, taille_maille}; //
Point (120) = {zonecontactb, derriere, dessous, taille_maille3}; //
Point (121) = {zonecontacth, milieu, baselitho, taille_maille2}; //
Point (122) = {droite, milieu, baselitho, taille_maille2}; //
Point (123) = {droite, milieu, base_croute, taille_maille}; //
Point (124) = {zonecontacth, milieu, base_croute, taille_maille}; //
Point (126) = {zonecontactb, milieu, dessous, taille_maille3}; //
Point (137) = {zonecontacth, milieu, centre_bas, taille_maille2}; //
Point (138) = {zonecontacth, derriere, centre_bas, taille_maille2}; //
// definition des lignes
Line (116) = {120, 113}; //
Line (117) = {113, 114}; //
Line (118) = {114, 115}; //
Line (119) = {115, 116}; //
Circle (120) = {116, 138, 120}; //
Line (126) = {126, 121}; //
Line (127) = {121, 122};//
Line (128) = {122, 123}; //
Line (129) = {123, 124}; //
Circle (130) = {124, 137, 126}; //
Line (132) = {126, 120}; //
Line (134) = {124,116}; //
Line (136) = {121, 113}; //
Line (138) = {123, 115}; //
Line (140) = {122, 114}; //
// definition des surfaces
Line Loop (108) = {-120,-119,-118,-117,-116}; Plane Surface (108)={108};
Line Loop (109) = {126,127,128,129,130}; Plane Surface (109) = {109};
Line Loop (111) = {116,-136,-126,132}; Ruled Surface (111) = {111};
Line Loop (113) = {117,-140,-127,136}; Plane Surface (113) = {113};
Line Loop (115) = {120,-132,-130,134}; Ruled Surface (115) = {115};
Line Loop (117) = {119,-134,-129,138}; Plane Surface (117) = {117};
Line Loop (119) = {118,-138,-128,140}; Plane Surface (119) = {119};
// definition du volume
Surface Loop (3) = {108,109,111,113,115,117,119}; Volume (3) = {3};
......@@ -28,3 +28,6 @@ Rotate {{0,1,0}, {0,0,0}, Pi/4} { Surface{6,11}; }
// revolution... One more shortcoming of our little CAD engine :-)
Extrude {0,0,1}{ Line{4}; }
Rotate {{0,1,0}, {0,0,0}, Pi/4} { Surface{6,10}; }
// Here's a hack to fix it:
//Geometry.ExactExtrusion = 0;
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34.2 2.2 5.22081084041316e-09 34.2 -4.19999999999605 -5.02828851113156e-06 34.2 2.15138476027433 0.555674448495452 34.2 2.00701619384142 1.09446498800805 34.2 1.77128087091073 1.60000072953867 34.2 1.45134149712122 2.05692121008353 34.2 1.05691927813816 2.45134311821573 34.2 0.599998545443682 2.77128213189818 34.2 0.0944626181261143 3.00701705640732 34.2 -0.444328035165681 3.15138519821002 34.2 -1.00000251675466 3.19999999999901 34.2 -1.55567692187324 3.15138432414986 34.2 -2.09446734807738 3.00701533484492 34.2 -2.60000290458996 2.77127961514238 34.2 -3.05692313402888 2.45133988273696 34.2 -3.45134473259697 2.05691735419028 34.2 -3.77128338766311 1.59999637039042 34.2 -4.00701791540012 1.09446025805543 34.2 -4.15138563433059 0.555669491455835 34.2 -1 -3.2 34.2 -4.15138403349987 -0.555678570220309 34.2 -4.00701504890914 -1.0944681336768 34.2 -3.77127961601251 -1.60000290308285 34.2 -3.45134042235671 -2.05692249093641 34.2 -3.05691863904421 -2.4513436544786 34.2 -2.59999854845791 -2.77128213015791 34.2 -2.09446340863193 -3.00701676868716 34.2 -1.55567361832332 -3.15138490665603 34.2 -0.444325830894546 -3.15138480953833 34.2 0.0944644597323527 -3.0070163861181 34.2 0.600000001507119 -2.77128129124006 34.2 1.05692035277443 -2.45134221648923 34.2 1.4513422198451 -2.05692034877505 34.2 1.77128129385047 -1.59999999698576 34.2 2.00701638790372 -1.09446445482639 34.2 2.15138481044492 -0.555674163963956 34.2 -2.19999999999729 -3.45531685048108e-06 34.2 0 -2.2 34.2 -2.14484074775778 -0.4895489421476 34.2 -1.98213043852279 -0.954546449724393 34.2 -1.72002803036907 -1.37167910778894 34.2 -1.37167640631369 -1.7200301847242 34.2 -0.95454333659198 -1.98213193772963 34.2 -0.489545573463181 -2.14484151664 34.2 2.15192467270787 0.457405949886002 34.2 2.00979981758612 0.894821039778797 34.2 1.77983697897297 1.29312811750437 34.2 1.47208664639727 1.63491923516082 34.2 1.09999899952156 1.90525646595192 34.2 0.679836070164938 2.09232476391757 34.2 0.229961012771743 2.18794833865085 34.2 -0.229964454352193 2.18794797692599 34.2 -0.679839361331658 2.09232369455211 34.2 -1.10000199643463 1.90525473568231 34.2 -1.47208921807708 1.63491691960822 34.2 -1.77983901302465 1.29312531786964 34.2 -2.00980122511177 0.894817878419531 34.2 -2.15192539219181 0.457402564968907 34.2 0.489546055431022 -2.14484140663405 34.2 0.954544227402566 -1.98213150873811 34.2 1.37167756583855 -1.72002926003461 34.2 1.72002926328973 -1.37167756175676 34.2 1.98213151100334 -0.954544222698779 34.2 2.14484140779579 -0.489546050341109 -5.2208104506235e-09 2.2 5.02828851223214e-06 -4.19999999999605 -0.555674448495448 2.15138476027433 -1.09446498800804 2.00701619384142 -1.60000072953867 1.77128087091073 -2.05692121008353 1.45134149712122 -2.45134311821572 1.05691927813816 -2.77128213189818 0.599998545443682 -3.00701705640732 0.0944626181261148 -3.15138519821001 -0.444328035165681 -3.19999999999901 -1.00000251675466 -3.15138432414986 -1.55567692187324 -3.00701533484491 -2.09446734807738 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1.98213193772964 -0.95454333659198 2.14484151664001 -0.489545573463181 -0.457405949885998 2.15192467270787 -0.894821039778793 2.00979981758612 -1.29312811750436 1.77983697897297 -1.63491923516082 1.47208664639727 -1.90525646595191 1.09999899952156 -2.09232476391756 0.679836070164938 -2.18794833865085 0.229961012771743 -2.18794797692598 -0.229964454352193 -2.0923236945521 -0.679839361331658 -1.9052547356823 -1.10000199643463 -1.63491691960822 -1.47208921807708 -1.29312531786963 -1.77983901302465 -0.894817878419527 -2.00980122511177 -0.457402564968903 -2.15192539219181 2.14484140663405 0.489546055431021 1.98213150873812 0.954544227402566 1.72002926003461 1.37167756583855 1.37167756175676 1.72002926328973 0.954544222698783 1.98213151100334 0.489546050341113 2.14484140779579 13 54 12 55 13 14 14 15 56 10 11 53 11 54 53 12 54 11 10 53 52 15 16 56 17 18 58 19 58 18 17 58 57 54 13 55 56 16 57 14 56 55 17 57 16 8 9 51 52 51 9 9 10 52 8 51 50 7 50 49 50 7 8 6 49 48 49 6 7 48 5 6 5 48 47 47 4 5 4 47 46 46 3 4 3 46 45 45 1 3 58 19 37 37 2 21 39 21 22 39 22 23 39 37 21 25 41 40 39 23 40 40 23 24 2 37 19 25 26 41 41 26 42 42 26 27 43 42 28 28 20 43 42 27 28 43 20 44 25 40 24 62 34 35 34 62 61 34 61 33 33 61 60 64 36 1 36 64 63 63 35 36 35 63 62 38 44 29 29 30 38 44 20 29 38 30 31 60 32 33 60 59 32 31 32 59 59 38 31
TShapes 14
Ve
1.00005e-07
34.2 2.2 5.22081084041316e-09
0 0
0101101
*
Ve
1.00005e-07
34.2 -4.19999999999605 -5.02828851113156e-06
0 0
0101101
*
Ed
1.00005e-07 1 1 0
1 1 4 1.5707963284264 4.71239055172485
2 1 2 0 1.5707963284264 4.71239055172485
2 2 1 0 1.5707963284264 4.71239055172485
6 1 1 4
0
0101000
+14 4 -13 4 *
Ve
1.00005e-07
3.2 -1 34.2
0 0
0101101
*
Ed
1.00005e-07 1 1 0
1 2 4 4.71239055172485 6.28318530717959
2 3 2 0 4.71239055172485 6.28318530717959
2 4 1 0 4.71239055172485 6.28318530717959
6 2 1 4
0
0101000
+13 4 -11 0 *
Ed
1.00005e-07 1 1 0
1 3 0 0 1.5707963284264
2 5 2 0 0 1.5707963284264
2 6 1 0 0 1.5707963284264
6 3 1 4
0
0101000
+11 0 -14 4 *
Wi
0101100
+12 3 +10 3 +9 3 *
Ve
1.00005e-07
2.2 0 34.2
0 0
0101101
*
Ve
1.00005e-07
34.2 -2.19999999999729 -3.45531685048108e-06
0 0
0101101
*
Ed
1.00005e-07 1 1 0
1 4 0 4.71239055098326 6.28318530717959
2 7 3 0 4.71239055098326 6.28318530717959
2 8 4 0 4.71239055098326 6.28318530717959
2 9 1 8 4.71239055098326 6.28318530717959
6 4 1 9
0
0101000
-7 0 +6 9 *
Ed
1.00005e-07 1 1 0
1 4 0 1.57079632916799 4.71239055098326
2 10 3 0 1.57079632916799 4.71239055098326
2 11 4 0 1.57079632916799 4.71239055098326
2 12 1 8 1.57079632916799 4.71239055098326
6 5 1 9
0
0101000
-6 9 +14 9 *
Ed
1.00005e-07 1 1 0
1 4 0 0 1.57079632916799
2 13 3 0 0 1.57079632916799
2 14 4 0 0 1.57079632916799
2 15 1 8 0 1.57079632916799
6 6 1 9
0
0101000
-14 9 +7 0 *
Wi
0101100
-5 7 -4 7 -3 7 *
Fa
0 1e-07 1 3
2 1
0101000
+8 0 +2 0 *
-1 0
\ No newline at end of file
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