數學實驗 930232 林乾
1.ρ = sin φ sin 2φ.html
2.3-D saddle/.html
3.A Knot Based on [cos 13t, sin 4t, sin 17t].html.html
4.A pyramid-shaped mass of glutinous rice wrapped in leaves.html.html
5.A square in a sphere.html.html
6.Cardioid.html.html
7.Dice_images/.html
8.Double half torus into one.html.html
9.Ellipsoid.html.html
10.Fan.html.html
11.Four circle constitute sphere_images/.html
12.Four circles constitute regular tetrahedron_images/.html
13.Four mutually tangent spheres of the same size, cutoff by planes determined by each triplets of points of tangency..html.html
14.Half-Torus.html.html
15.Half of surface ρ = sin φ sin 2φ.html.html
16.Leaf-1.html
17.Leaf-2.html
18.Monkey saddle.html.html
19.Nephroid.html.html
20.Part of Torus-1.html
21.Part of Torus-2.html
22.Part of Torus-3.html
23.Part of cylinder.html
24.Part of sphere.html
25.Ribbon.html
26.Saddle.html
27.Special torus.html
28.Several 3-D.html
29.Several circle constitute torus.html
30.Several wave.html
31.Six color beach ball.html
32.Six color sphere.html
33.Special Torus-1.html
34.Strange-1.html
35.Strange-2.html
36.Strange-3.html
37.Strange 3-D.1.html
38.Strange 3-D.2.html
39.Strange 3-D.3.html
40.Strange 3-D.4.html
41.Strange 3-D.5.html
42.Strange 3-D.6.html
43.Strange tube.html
44.Surface of revolution: rotating z = cos x + 2 about the x-axis.html
45.Surface of revolution: rotating z = cos x + 2 about the z-axis.html
46.Three color sphere.html
47.Torus.html
48.Upper half sphere.html
49.an animation displaying various ellipses tangent to the astroid.html
50.Bowl.html
51.glueing some sheaf.html
52.half of bowl.html
53.Monkey saddle.html
54.Part of watermelon.html
55.Parts of torus-1.html
56.Parts of torus-2.html
57.Parts of torus-3.html
58.Parts of torus-4.html
59.ribbon from torus.html
60.sheaf from cylinder.html
61.watermelon.html