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Ellipse Full Latus Rectum from Minor Semiaxis and Axis Gap Calculator

Ellipse Full Latus Rectum from Minor Semiaxis and Axis Gap. Example: Minor semiaxis: 2 m, Axis gap: 1 m gives 2.66666666667 m. Ellipse only, full chord through focus perpendicular to major axis; circle boundary returns diameter2b. Only this original stated job is proposed, not full historical source coverage. Input domains and output unit must be visible.

YOUR INPUTS Live calculation

Ellipse only, full chord through focus perpendicular to major axis; circle boundary returns diameter2b. Only this original stated job is proposed, not full historical source coverage. Input domains and output unit must be visible. Derivation: Insert focus x²=a²-b² in ellipse x²/a²+y²/b²=1; y=±b²/a.

Accepted inputs: Minor semiaxis: 0.001 to 10,000 m; Axis gap: 0 to 10,000 m.

Example values. Enter your own inputs.

Ellipse Full Latus Rectum from Minor Semiaxis and Axis Gap

2.666666667m

How the calculation works

length=2b²/a; a=b+gap

Worked example

With minor semiaxis 2 m, axis gap 1 m, ellipse full latus rectum from minor semiaxis and axis gap is 2.666666667 m.

Assumptions and limits

Ellipse only, full chord through focus perpendicular to major axis; circle boundary returns diameter2b. Only this original stated job is proposed, not full historical source coverage. Input domains and output unit must be visible. Derivation: Insert focus x²=a²-b² in ellipse x²/a²+y²/b²=1; y=±b²/a.

Ellipse Full Latus Rectum from Minor Semiaxis and Axis Gap2.666666667 m
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