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How to find the arc length of ellipse
The elliptic polar coordinate equation is: r(a)=ep/( 1-ecosa).

Where e is the eccentricity of the ellipse, p is the distance from the focus to the corresponding directrix, and a is the angle between the chord and the X axis.

So the chord length you require is: r (a)+r (a+pi) = 2ep/(1-(E2) * COSA * COSA).