Sky science
Parabolic Orbit
Direct answer
Parabolic Orbit: A Parabolic Orbit is the ideal boundary trajectory with eccentricity one and exactly zero excess speed at infinity.
It separates bound ellipses from unbound hyperbolas.
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At a glance
- Found in
- Astronomy & Skywatching
- Related
- Keplerian Orbit, Elliptical Orbit, Hyperbolic Orbit, Escape Velocity
It separates bound ellipses from unbound hyperbolas.
A scientific orientation to scale, light, or motion; the article supplies the precise definition.
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The story behind Parabolic Orbit
Conic-section mechanics identified the parabola as the marginal escape case.
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Why Parabolic Orbit matters
Parabolic Orbit defines the classical escape threshold for a two-body system.
Parabolic Orbit in practice: an example
An object launched at exact escape speed follows a parabolic idealization.
Where readings of Parabolic Orbit go wrong
Small measurement errors can change a fitted near-parabolic orbit from bound to unbound.
Sources and editorial method
Research references used for this entry include:
- NASA Science: Orbits and Kepler’s Laws - NASA explanation of orbital ellipses, orbital periods, and Kepler’s laws of planetary motion.
- NASA Science: Universe Glossary - NASA definitions for common stellar, galactic, orbital, and high-energy astronomy terms.
- Source
- The Great Almanac Dictionary
- Category
- Astronomy & Skywatching
- Last updated
- 2026-09-26
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Common questions
What is a Parabolic Orbit?
A Parabolic Orbit is the ideal boundary trajectory with eccentricity one and exactly zero excess speed at infinity.
What do people get wrong about a Parabolic Orbit?
Small measurement errors can change a fitted near-parabolic orbit from bound to unbound.
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