超立方体参数方程演示

GeoGebra 命令及参数

1. PointIn(f) → A_{1}
2. OrthogonalLine(A_{1}, f) → h
3. Circle(A_{1}, 1, f) → c
4. Point(c) → B
5. Rotate(B, (-a), h) → Q
6. Rotate(Q, -180°, h) → P
7. Segment(Q, P) → r_1
8. Rotate(P, 90°, zAxis) → P'
9. Rotate(P', 90°, zAxis) → P''
10. Rotate(P'', 90°, zAxis) → P'''
11. Segment(P', P'') → g
12. Segment(P'', P''') → i
13. Segment(P''', P) → j
14. Segment(P', P) → k
15. Rotate(Q, 90°, zAxis) → Q'
16. Rotate(Q', 90°, zAxis) → Q''
17. Rotate(Q'', 90°, zAxis) → Q'''
18. Segment(Q', Q'') → l
19. Segment(Q'', Q''') → m
20. Segment(Q''', Q) → n
21. Segment(Q', Q) → p
22. Segment(P', Q') → q
23. Segment(P'', Q'') → r
24. Segment(P''', Q''') → s
25. Mirror(P', t) → P''_{1}
26. Mirror(P'', t) → P'''_{1}
27. Segment(P''_{1}, P'''_{1}) → g'
28. Mirror(P', t) → P''_{2}
29. Mirror(P, t) → P'_{1}
30. Segment(P''_{2}, P'_{1}) → k'
31. Mirror(P''', t) → A
32. Mirror(P, t) → P'_{2}
33. Segment(A, P'_{2}) → j'
34. Mirror(P'', t) → P'''_{2}
35. Mirror(P''', t) → C
36. Segment(P'''_{2}, C) → i'
37. Mirror(Q'', t) → Q'''_{1}
38. Mirror(Q''', t) → D
39. Segment(Q'''_{1}, D) → m'
40. Mirror(Q''', t) → E
41. Mirror(Q, t) → Q'_{1}
42. Segment(E, Q'_{1}) → n'
43. Mirror(Q', t) → Q''_{1}
44. Mirror(Q, t) → Q'_{2}
45. Segment(Q''_{1}, Q'_{2}) → p'
46. Mirror(Q', t) → Q''_{2}
47. Mirror(Q'', t) → Q'''_{2}
48. Segment(Q''_{2}, Q'''_{2}) → l'
49. Mirror(P', t) → P''_{3}
50. Mirror(Q', t) → Q''_{3}
51. Segment(P''_{3}, Q''_{3}) → q'
52. Mirror(P'', t) → P'''_{3}
53. Mirror(Q'', t) → Q'''_{3}
54. Segment(P'''_{3}, Q'''_{3}) → r'
55. Mirror(P''', t) → F
56. Mirror(Q''', t) → G
57. Segment(F, G) → s'
58. Mirror(Q, t) → Q'_{3}
59. Mirror(P, t) → P'_{3}
60. Segment(Q'_{3}, P'_{3}) → b
61. Segment(Q, Q'_{3}) → d
62. Segment(Q', Q''_{3}) → e
63. Segment(Q'', Q'''_{3}) → f_1
64. Segment(Q''', G) → g_1
65. Segment(P', P''_{3}) → h_1
66. Segment(P'', P'''_{3}) → i_1
67. Segment(P''', F) → j_1
68. Segment(P, P'_{3}) → k_1