P (ans)

a

e

i

L2000.0

Ω

ϖ

Masse

R. equat.

Mercury

Venus

Earth

Mars

Jupiter

Saturn

Uranus

Neptune

Pluto

Soleil

Mercury

Venus

Earth

Mars

Jupiter

Saturn

Uranus

Neptune

Pluto

Soleil

Révol.

°

(°/day)

Rot. ang.

01/01/2017

02/01/2017

03/01/2017

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Corps central

Construction

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Ronde TMS

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hproj: -2.75
t0_T: 3.63737
B4: 1.0000174
P_T: (B4 * 365.25)
H4: 102.937
lgp_T: H4
D4: 0.01671123
e_T: D4
f2_T(x) = (e_T * sin(x))
C4: 1.00000261
a_T: C4
tps = 3355 (slider from 0 to 10000, step 0.1)
am_T = Mod((360 / P_T * (tps - t0_T)), 360)
f1_T(x) = x - am_T°
u_T: (x(Intersect[f1_T, f2_T, (1.116908721049551, 0.015019206055886691)]) * 180 / π)
v_T: ((2 * atan((sqrt((1 + e_T) / (1 - e_T)) * tan((u_T * ° / 2))))) * 180 / π)
C5: 1.52371034
a_M: C5
D5: 0.0933941000000001
e_M: D5
f2_M(x) = (e_M * sin(x))
H5: 336.0403
lgp_M: H5
B5: 1.8808476
P_M: (B5 * 365.25)
t0_M: 623.61997
am_M = Mod((360 / P_M * (tps - t0_M)), 360)
f1_M(x) = x - am_M°
u_M: (x(Intersect[f1_M, f2_M, (6.1164215444309615, -0.015502661036387977)]) * 180 / π)
v_M: ((2 * atan((sqrt((1 + e_M) / (1 - e_M)) * tan((u_M * ° / 2))))) * 180 / π)
G4: 0
G5: 49.5595389000006
F4: 100.464572
F5: -4.55343205
B2: 0.2408467
C2: 0.38709927
D2: 0.20563593
E2: 7.00497902000002
F2: 252.250324
G2: 48.3307659000006
H2: 77.4577963000004
I2: 3.3E23
J2: 2439700
B3: 0.615197260000003
C3: 0.723335660000002
D3: 0.00677672000000001
E3: 3.39467605
F3: 181.9791
G3: 76.6798426000006
H3: 131.602467
I3: 4.87E24
J3: 6051800
E4: -1.531E-5
I4: 5.97E24
J4: 6371000
E5: 1.84969142
I5: 6.42E23
J5: 3389500
B6: 11.862615
C6: 5.20288700000002
D6: 0.04838624
E6: 1.30439695
F6: 34.3964405
G6: 100.473909
H6: 14.7284798
I6: 1.9E27
J6: 69911000
B7: 29.447498
C7: 9.53667594000002
D7: 0.0538617900000001
E7: 2.48599187
F7: 49.9542442000002
G7: 113.662424
H7: 92.5988783000004
I7: 5.68E26
J7: 58232000
B8: 84.0168460000004
C8: 19.1891646
D8: 0.04725744
E8: 0.772637830000002
F8: 313.238105
G8: 74.0169250000006
H8: 170.954276
I8: 8.68E25
J8: 25362000
B9: 164.79132
C9: 30.0699228
D9: 0.00859048000000001
E9: 1.77004347
F9: -55.1200297000002
G9: 131.784226
H9: 44.9647623
I9: 1.02E26
J9: 25362000
B10: 247.92065
C10: 39.4821168
D10: 0.2488273
E10: 17.1400121
F10: 238.929038
G10: 110.303937
H10: 224.068916
I10: 1.3100000000000001E22
J10: 1151000
B11: 11.862615
C11: 0.00465247263709884
D11: 0
E11: 0
F11: 0
G11: 0
H11: 0
I11: 2.0E30
J11: 696000000
B15: 58.6462000000004
B16: -243.018
B17: 0.997269680000004
B18: 1.02595676
B19: 0.41354
B20: 0.44401
B21: -0.718330000000004
B22: 0.671250000000004
B23: -6.38720000000004
B24: 27.28
C13: "" + (UnicodeToLetter[34]) + "Axial tilt"
C15: 0.01
C16: 2.64
C17: 23.4
C18: 25.19
C19: 3.12
C20: 26.73
C21: 82.2300000000003
C22: 28.33
C23: 60.4100000000003
C24: 7.25000000000005
D15: 281.01
D16: -272.76
D17: 0
D18: 317.67
D19: 268.06
D20: 40.59
D21: -257.31
D22: 299.4
D23: -312.99
D24: 345.76
D14: "" + (UnicodeToLetter[34]) + "R.A. (°)"
D13: "" + (UnicodeToLetter[34]) + "North Pole
North Pole"
E15: 61.4500000000003
E16: -67.1600000000003
E17: 90
E18: 52.8800000000003
E19: 64.5000000000003
E20: 83.5400000000003
E21: 15.18
E22: 42.95
E23: -6.16000000000003
E24: 82.7500000000003
E14: "" + (UnicodeToLetter[34]) + "Dec. (°)"
E13: "" + (UnicodeToLetter[34]) + "Rotation"
F15: 6.14000000000002
F16: -1.48
F17: 360.99
F18: 350.89
F19: 870.540000000002
F20: 810.790000000002
F21: -501.160000000002
F22: 536.31
F23: -56.3600000000002
a = 1
ncentre: {"SOLEIL", "TERRE", "MARS"}
c = false
d = true
H': (0, 0)
T': ((a_T * (1 - e_T^(2)) / (1 + (e_T * cos(v_T°)))); (v_T + lgp_T)°)
HT = Vector(H', T')
M': ((a_M * (1 - e_M^(2)) / (1 + (e_M * cos(v_M°)))); (v_M + lgp_M)°)
HM = Vector(H', M')
vtrans = If(a ≟ 0, Vector[(0, 0)], Vector[If[a ≟ 1, Vector[(-HT)], Vector[(-HM)]]])
H: H' + vtrans
T: T' + vtrans
M: M' + vtrans
H'': H
T'': T
M'': M
e: f2_T = (e_T * sin(x))
axeE = Translate(xAxis, (0, hproj))
Hproj: ((Angle[H] / π * 2.5), hproj) - (If[Angle[H] > π, 5, 0], 0)
Mproj: ((Angle[M] / π * 2.5), hproj) - (If[Angle[M] > π, 5, 0], 0)
Tproj: ((Angle[T] / π * 2.5), hproj) - (If[Angle[T] > π, 5, 0], 0)
γ = Intersect(axeE, yAxis)
b: a + 1
texte3: "" + (Element[ncentre, a + 1]) + ""
dates: Z1:Z9999
texte5: "" + (Element[dates, tps + 1]) + ""