Compétitivité-Qualité-Fiabilité-Disponibilité
|
|
| (Compiled with Asymptote version 2.14svn-r5318) |
import solids;
currentprojection=orthographic(1,2,2);
size(6cm,0);
material m=
// diffusepen, ambientpen, emissivepen, specularpen
material( grey, yellow, black, orange);
draw(surface(sphere(1)), m);
|
|
| (Compiled with Asymptote version 2.14svn-r5318) |
import solids;
currentlight=light(paleyellow, viewport=false,
(5,-5,10),(0,0,-10));
size(6cm,0);
draw(sphere(1,n=4*nslice), linewidth(bp), m=10);
draw(surface(sphere(1,n=4*nslice)), orange);
|
|
| (Compiled with Asymptote version 2.14svn-r5318) |
// Author: John Bowman.
size(6cm,0);
import solids;
currentprojection=orthographic(0,10,5);
nslice=4*nslice;
revolution r=sphere(O,1);
draw(surface(r), lightgrey+opacity(0.75));
skeleton s;
r.transverse(s,reltime(r.g,0.6));
r.transverse(s,reltime(r.g,0.5));
draw(s.transverse.back,linetype("8 8",8));
draw(s.transverse.front);
r.longitudinal(s);
draw(s.longitudinal.front);
draw(s.longitudinal.back,linetype("8 8",8));
|
|
| (Compiled with Asymptote version 2.14svn-r5318) |
import solids;
size(6cm,0);
currentprojection=orthographic(100,150,30);
real r=1;
skeleton s;
revolution sph=sphere(O,r);
draw(surface(sph), palegray);
path3 cle=rotate(90,X)*scale3(r)*unitcircle3;
triple cam=unit(currentprojection.camera);
real a=degrees(xypart(cam),false)-90;
real b=-sgn(cam.z)*aCos(sqrt(cam.x^2+cam.y^2)/abs(cam));
cle=rotate(b,cross(Z,cam))*rotate(a,Z)*cle;
draw(cle,4pt+red);
|
|
| (Compiled with Asymptote version 2.14svn-r5318) |
import solids;
size(6cm,0);
currentlight=light(diffuse=yellow, ambient=blue, specular=paleyellow,
specularfactor=0, viewport=false,(5,-5,10));
// currentprojection=orthographic(100,100,30);
real r=2;
skeleton s;
revolution sph=sphere(O,r);
draw(surface(sph),red);
triple cam=unit(currentprojection.camera);
revolution cle=revolution(O,r*(rotate(90,Z)*cam),cam);
draw(cle, 8pt+black);
|
|
| (Compiled with Asymptote version 2.14svn-r5318) |
// Author: John Bowman
import three;
size(6cm,0);
currentprojection=perspective(10,100,50);
real a=2.5;
draw(scale3(a)*unitsphere,lightyellow);
draw(align(unit(currentprojection.vector()))*scale3(a)*unitcircle3,2bp+red);
|
|
| (Compiled with Asymptote version 2.14svn-r5318) |
import solids;
size(6cm,0);
currentprojection=orthographic(1,2,2);
surface s=surface(sphere(1,n=10));
material[] p={material(0.8*red,yellow,red,blue), invisible, 0.8*(red+blue) , invisible, 0.8*blue};
p.cyclic=true;
draw(s,p);
|
|
| (Compiled with Asymptote version 2.14svn-r5318) |
import solids;
import palette;
size(14cm,0);
currentlight=light(gray(0.4),specularfactor=3,viewport=false,
(-0.5,-0.25,0.45),
(0.5,-0.5,0.5),(0.5,0.5,0.75));
nslice=4*nslice;
surface s=surface(sphere(O,1));
draw(s,lightgrey);
path3 pl=plane((1,0,0),(0,1,0),(0,0,-1));
surface pls=shift(3,3,-1e-3)*scale(-6,-6,1)*surface(pl);
draw(pls,0.7*red);
real dist(triple z){return abs(z-Z);}
surface shade;
for (int i=0; i < currentlight.position.length; ++i) {
shade=planeproject(pl,currentlight.position[i])*s;
draw(shade,mean(palette((shade.map(dist)),
Gradient(black,gray(0.6)))),
nolight);
}
|
|
| (Compiled with Asymptote version 2.14svn-r5318) |
size(8cm,0);
import solids;
import graph3;
//Draw 3D right angle (MA,MB)
void drawrightangle(picture pic=currentpicture,
triple M, triple A, triple B,
real radius=0,
pen p=currentpen,
pen fillpen=nullpen,
projection P=currentprojection)
{
p=linejoin(0)+linecap(0)+p;
if (radius==0) radius=arrowfactor*sqrt(2);
transform3 T=shift(-M);
triple OA=radius/sqrt(2)*unit(T*A),
OB=radius/sqrt(2)*unit(T*B),
OC=OA+OB;
path3 tp=OA--OC--OB;
picture tpic;
draw(tpic, tp, p=p);
if (fillpen!=nullpen) draw(tpic, surface(O--tp--cycle), fillpen);
add(pic,tpic,M);
}
currentprojection=orthographic(10,15,3);
real r=10, h=6; // r=sphere radius; h=altitude section
triple Op=(0,0,h);
limits((0,0,0),1.1*(r,r,r));
axes3("x","y","z");
real rs=sqrt(r^2-h^2); // section radius
real ch=180*acos(h/r)/pi;
path3 arcD=Arc(O,r,180,0,ch,0,Y,50);
revolution sphereD=revolution(O,arcD,Z);
draw(surface(sphereD), opacity(0.5)+lightblue);
draw(shift(0,0,h)*scale3(rs)*surface(unitcircle3),opacity(0.5));
path3 arcU=Arc(O,r,ch,0,0,0,Y,10);
revolution sphereU=revolution(O,arcU,Z);
draw(surface(sphereU), opacity(0.33)+lightgrey);
// right triangle OO'A
triple A=rotate(100,Z)*(rs,0,h);
dot("$O$",O,NW);
dot("$O'$",Op,W);
dot("$A$",A,N);
draw(A--O--Op--A);
drawrightangle(Op,O,A);
if(!is3D())
shipout(format="pdf", bbox(Fill(paleyellow)));
|
|
| (Compiled with Asymptote version 2.14svn-r5318) |
unitsize(1cm);
import solids;
currentprojection=orthographic(0,100,25);
real r=4, h=7;
triple O=(0,0,0);
triple Oprime=(0,0,3);
triple pS=(0,0,h);
triple pA=(r*sqrt(2)/2,r*sqrt(2)/2,0);
revolution rC=cone(O,r,h,axis=Z,n=1);
draw(surface(rC),blue+opacity(0.5));
skeleton s;
real tOprime=abs(Oprime)/h;
rC.transverse(s,reltime(rC.g,tOprime));
triple pAprime=relpoint(pA--pS,tOprime);
draw(s.transverse.back,dashed);
draw(s.transverse.front);
label("$S$",pS,N);
dot(Label("$O$",align=SE),O);
dot(Label("$O'$",align=SE),Oprime);
dot(Label("$A$",align=Z),pA);
dot(Label("$A'$",align=Z),pAprime);
draw(pS--O^^O--pA^^Oprime--pAprime,dashed);
