Tag Align -- Asymptote Gallery

🔗Asymptote Gallery Tagged by “Align” #89

🔗generalities-fig068

Figure generalities 068 Generated with Asymptote

dot(Label(scale(5) * "$\frac{\pi^2}{2}$", (0,0), align=E));

🔗generalities-fig071

dot(Label("$A$"), (0,0), S);

🔗generalities-fig072

Figure generalities 072 Generated with Asymptote

size(6cm, 6cm);

dot(Label("$A$"),(0,0),S);
draw(E--W,invisible);
draw(N--S,invisible);

shipout(bbox());

🔗generalities-fig073

dot(Label("$A$", fontsize(26pt)), (0,0), NE);

🔗generalities-fig074

defaultpen(fontsize(26pt));

dot(Label("$A$"),(0,0),NE);
dot(Label("$B$"),(2cm,0),NE+N);

🔗generalities-fig082

Figure generalities 082 Generated with Asymptote

size(0,0);
path line=(0,0)--(6cm,0);
transform T=shift(0,-cm);

draw("$A$",line);
draw("$B$",T*line,dir(0));
draw("$C$",T^2*line,N);
draw(Label("$D$",fontsize(14pt)),T^3*line);

🔗generalities-fig083

Figure generalities 083 Generated with Asymptote

size(0,0);
path line=(0,0)--(6cm,0);
transform T=shift(0,-cm);

draw(Label("A",align=Center,filltype=UnFill), line);
draw(Label("B",UnFill), T*line, Center);
draw(Label("C",align=Center,position=Relative(.75),UnFill), T^2*line);
draw(Label("D",position=Relative(.25),UnFill), align=Center, T^3*line);

🔗generalities-fig084

pair c=0;
label("abc xyz ijk",c,Align,basealign);
label("abc xyz ijk",c,Align,red);
draw(c--(c+(2cm,0))); // This is the baseline.

shipout((scale(3)*currentpicture.fit()));

🔗generalities-fig086

Figure generalities 086 Generated with Asymptote

size(6cm,0);
pair A=0, B=(1,0), C=(1,1);

draw("$1$",A--B);
draw("$1$",B--C);

// draw(rotate(dir(C--A))*"$\sqrt{2}$",C--A);
draw(Label("$\sqrt{2}$",Rotate(-dir(C--A))),C--A);

🔗generalities-fig087

Figure generalities 087 Generated with Asymptote

size(6cm,0);
path g=(1,1)--(3,2);
draw(Label("a text",Rotate(dir(g))), g);
draw(Label("a text",red,Rotate(-dir(g)),align=I*dir(g)), g);

🔗generalities-fig104

Figure generalities 104 Generated with Asymptote

size(6cm,0);

real a=360/6;
for (int i = -1; i < 5; ++i)
  draw(Label(format("%i",i+1)),arc((0,0),10,i*a,(i+1)*a)--cycle,grey);

🔗graph-fig034

Figure graph 034 Generated with Asymptote

// From Asymptote's FAQ
import graph; 
 
real width=15cm; 
real aspect=0.3; 
 
picture pic1,pic2; 
 
size(pic1,width,aspect*width,IgnoreAspect); 
size(pic2,width,aspect*width,IgnoreAspect); 
 
scale(pic1,false); 
scale(pic2,false); 
 
real xmin1=6; 
real xmax1=9; 
real xmin2=8; 
real xmax2=16; 
 
real a1=1; 
real a2=0.001; 
 
real f1(real x) {return a1*sin(x/2*pi);} 
real f2(real x) {return a2*sin(x/4*pi);} 
 
draw(pic1,graph(pic1,f1,xmin1,xmax1)); 
draw(pic2,graph(pic2,f2,xmin2,xmax2)); 
 
xaxis(pic1,Bottom,LeftTicks()); 
yaxis(pic1,"$f_1(x)$",Left,RightTicks); 
 
xaxis(pic2,Bottom,LeftTicks(Step=4)); 
yaxis(pic2,"$f_2(x)$",Left,RightTicks); 
 
yequals(pic1,0,Dotted); 
yequals(pic2,0,Dotted); 
 
pair min1=point(pic1,SW); 
pair max1=point(pic1,NE); 
 
pair min2=point(pic2,SW); 
pair max2=point(pic2,NE); 
 
real scale=(max1.x-min1.x)/(max2.x-min2.x); 
real shift=min1.x/scale-min2.x; 
 
transform t1 = pic1.calculateTransform(); 
transform t2 = pic2.calculateTransform(); 
transform T=xscale(scale*t1.xx)*yscale(t2.yy); 
 
add(pic1.fit()); 
real height=truepoint(N).y-truepoint(S).y; 
add(shift(0,-height)*(shift(shift)*pic2).fit(T));