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Property:Orbital eccentricity

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The eccentricity of any circle, ellipse, parabola, or hyperbola is a dimensionless number that describes the deviation of the path described from a perfect circle.

For a circle, eccentricity e = 0.

For an ellipse, 0 < e < 1.

For a parabola, e = 1.

For a hyperbola, e > 1.

In orbital mechanics, e = (apoapsis - periapsis) / (apoapsis + periapsis)


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Pages using the property "Orbital eccentricity"

Showing 25 pages using this property.

C

Callisto +0.0074  +
Charon +0  +

D

Deimos +2.0e-4  +
Dysnomia +0.013  +

E

Eris +0.44  +
Europa +0.0094  +

G

Ganymede +0.013  +

H

Hydra (moon) +0.005  +

I

Io +0.0041  +

J

Jupiter +0.0484  +

M

Mars +0.0935  +
Mercury (planet) +0.206  +
Miranda +0.0027  +

N

Nemesis +0.9  +
Neptune +0.0113  +
Nereid +0.751  +
Nix +0.002  +

O

Oberon +8.0e-4  +

P

Phobos +0.0151  +
Pluto +0.249  +

R

Rhea +1.0e-3  +

S

Saturn +0.0565  +
Sun +0.07  +

T

Tethys +0  +
Titan +0.0288  +
(previous 25) (next 25)
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