两点之间圆锥上的路径

GeoGebra 命令及参数

1. Segment(B, F) → d
2. Point(d) → D
3. CurveCartesian(x(F + (((gene2 + r) / rap * cos(i)) * u) + (((gene2 + r) / rap * sin(i)) * v)), y(F + (((gene2 + r) / rap * cos(i)) * u) + (((gene2 + r) / rap * sin(i)) * v)), i, 0, 6.28319) → i
4. CurveCartesian(x(F + ((gene2 * cos(i)) * u) + ((gene2 * sin(i)) * v)), y(F + ((gene2 * cos(i)) * u) + ((gene2 * sin(i)) * v)), i, 0, 6.28319) → c
5. Point(c) → E
6. Intersect(xAxis, yAxis) → O_1
7. Sequence(O + ((r * cos(i)) * u) + ((r * sin(i)) * v), i, 0, 6.28319, 0.15707963267948966) → liste1
8. Segment(A, O) → a
9. Sequence(F + ((gene2 * cos(i)) * u) + ((gene2 * sin(i)) * v), i, 0, ((2 * π) * ang2), ((2 * π) * ang2 / 40)) → liste3
10. Sequence(Polygon[Element[liste1, i], Element[liste1, i + 1], A], i, 0, Length[liste1]) → liste2
11. Sequence(Polygon[Element[liste3, i], Element[liste3, i + 1], D], i, 0, Length[liste3]) → liste4
12. Segment(D, E) → e
13. Point(i) → H
14. Vector(D, H) → z
15. CurveCartesian(x(H + ((r * cos(i)) * u) + ((r * sin(i)) * v)), y(H + ((r * cos(i)) * u) + ((r * sin(i)) * v)), i, 0, 6.28319) → f
16. Sequence(Polygon[Element[liste1, i], Element[liste1, i + 1], A], i, 0, Length[liste1]) → liste5
17. Sequence(Polygon[Element[liste3, i], Element[liste3, i + 1], D], i, 0, Length[liste3]) → liste6
18. Point(Circle[D, Element[liste2, 1], xOyPlane]) → G
19. Segment(D, G) → m
20. Segment(D, Element[liste3, 1]) → n
21. Segment(D, Element[liste3, Length[liste3]]) → p
22. Segment(D, F) → s
23. Point(f) → J
24. Segment(J, H) → q
25. Midpoint(q) → K
26. Line(H, zAxis) → t
27. Circle(H, r, t) → c_1
28. Circle(O, r, t) → d_1
29. Point(liste4) → L
30. Point(liste4) → M
31. Point(c) → Q
32. Point(c) → R
33. Point(c) → S
34. Circle(S, Q, R) → g_1
35. Cone(g_1, s) → o, h_1, a_1
36. Plane(F, L, M) → p_1
37. IntersectPath(p_1, o) → e_1
38. Arc(e_1, L, M) → f_1
39. Segment(L, M) → i_1
40. If(Defined[f_1], 0, 1) → ar