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Eccentricity as it relates to an ellipse is the ratio of the major and minor axes of the ellipse.

Since it's the ratio of two distances, it winds up being dimensionless, i.e. only a number, with no units.

Example: What's the ratio of a dozen eggs to four eggs ? The ratio is 3 . . . no dimensions, just 3.

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15y ago
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5mo ago

Elliptical eccentricity is a dimensionless quantity that represents the deviation of an orbit from being a perfect circle. It is a ratio of the distance between the foci of the ellipse to the length of the major axis. Since the distance and length are in the same units, they cancel out, resulting in a unitless eccentricity value.

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Q: Why does elliptical eccentricity have no unit of measure?
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