Nettuno(Azzurro - RGBColor[0.421881, 0.832044, 0.832044])

In[97]:=

an = 4504000000

Out[97]=

4504000000

In[98]:=

RowBox[{en, =, 0.009}]

Out[98]=

0.009

In[99]:=

cn = en * an

Out[99]=

4.0536*10^7

In[100]:=

bn = Sqrt[an^2 - cn^2]

Out[100]=

4.50382*10^9

In[101]:=

RowBox[{Eclittican, =, RowBox[{ParametricPlot3D, [, RowBox[{RowBox[{{, RowBox[{an * Cos[α ... olor, [, RowBox[{0.421881, ,, 0.832044, ,, 0.832044}], ]}]}], }}], ,, {α, 0, 2 * Pi}}], ]}]}]

General :: spell : Possible spelling error: new symbol name \"Eclittican\" is simila ... {Eclittica, Eclitticag, Eclitticam, Eclitticap, Eclitticas, Eclitticau, Eclitticav} .  More…

[Graphics:../HTMLFiles/index_608.gif]

Out[101]=

⁃Graphics3D⁃

In[102]:=

Show[Piano2, Eclittican, Origine]

[Graphics:../HTMLFiles/index_611.gif]

Out[102]=

⁃Graphics3D⁃

In[103]:=

Fn = Sqrt[an^2 - bn^2]

Out[103]=

4.0536*10^7

In[104]:=

247/164

Out[104]=

247/164

In[105]:=

RowBox[{Nettuno, =, RowBox[{Graphics3D, [, RowBox[{{, RowBox[{RowBox[{RGBColor, [, RowBox[{0.4 ...  ]}], ,, Point[{an * Cos[φ * 247/164], bn * Sin[φ * 247/164], 0 * φ}]}], }}], ]}]}]

Out[105]=

⁃Graphics3D⁃


Created by Mathematica  (September 18, 2006)