Plutone (nero)

In[68]:=

RowBox[{sole2, =, RowBox[{Show, [, , RowBox[{Graphics3D, [, , RowBox[{{, RowBo ...  ,,  , 0.996109, ,,  , 0.500008}], ]}], ,, Point[{F, 0, 0}]}], }}], , ]}], , ]}]}]

[Graphics:../HTMLFiles/index_530.gif]

Out[68]=

⁃Graphics3D⁃

In[69]:=

RowBox[{Piano2, =, RowBox[{ParametricPlot3D, [, RowBox[{RowBox[{{, RowBox[{a, ,, b, ,, 0, ,, R ... , }}], ,, {a, -6 * 10^9, 6 * 10^9}, ,, {b, -6 * 10^9, 6 * 10^9}, ,, LightingFalse}], ]}]}]

[Graphics:../HTMLFiles/index_533.gif]

Out[69]=

⁃Graphics3D⁃

In[70]:=

RowBox[{ap, =, RowBox[{5.9, *, 10^9}]}]

Out[70]=

5.9*10^9

In[71]:=

RowBox[{ep, =, 0.246}]

Out[71]=

0.246

In[72]:=

cp = ep * ap

Out[72]=

1.4514*10^9

In[73]:=

bp = Sqrt[ap^2 - cp^2]

Out[73]=

5.71869*10^9

In[74]:=

Eclitticap = ParametricPlot3D[{ap * Cos[α], bp * Sin[α], 0}, {α, 0, 2 * Pi}]

General :: spell : Possible spelling error: new symbol name \"Eclitticap\" is similar to existing symbols  {Eclittica, Eclitticag, Eclitticam, Eclitticav} .  More…

[Graphics:../HTMLFiles/index_545.gif]

Out[74]=

⁃Graphics3D⁃

In[75]:=

Show[Piano2, Eclitticap, Origine]

[Graphics:../HTMLFiles/index_548.gif]

Out[75]=

⁃Graphics3D⁃

In[76]:=

Fp = Sqrt[ap^2 - bp^2]

Out[76]=

1.4514*10^9

In[77]:=

N[247 + 249/365]

Out[77]=

247.682

In[78]:=

Plutone = Graphics3D[Point[{ap * Cos[φ], bp * Sin[φ], 0 * φ}]]

Out[78]=

⁃Graphics3D⁃

Table[Show[Mercurio,Eclitticam,Terra,Piano2,sole2,Venere,Eclittica, Eclitticav,Marte,Eclitticama,Giove,Eclitticag,Plutone,Eclitticap,Lighting→False],{φ,0,2*Pi,2*Pi/247}]


Created by Mathematica  (September 18, 2006)