Could there be celestial bodies which orbit the sun in the parabola or the hyperbola forms?
Is it true
If a body orbit the sun in a parabola form or a hyperbola form, there won’t be an aphelion
- 4 weeks ago
Yes. An orbit can be a circle, ellipse, parabola, or hyperbola. Many comets have hyperbolic orbits. These orbits are not closed. That means the comet will go around the sun once and never return. It will continue out into interstellar space.
- nineteenthlyLv 74 weeks ago
Yes, and yes that's right.
- 4 weeks ago
No. Neither of those can be described as an orbit. A parabola is a trajectory of an object affected by a single gravity source; it's moving at a high enough speed that it will fly by the gravitational source (a planet or a star, for example), and continue on in a different direction.
Hyperbolas - at least, in mathematics - refer to a pair of parabolas, which are both in the solution set for a particular function. The line may come close to a particular focus, but never intersects it, and continuing the course, moves constantly away... for a spacecraft or another object, that would mean it would be affected by a star's or planet's gravity - but never go into orbit about it.
- CarolOklaNolaLv 74 weeks ago
Yes, there ARE celestial bodies that orbit the Sun in usually hyperbolic orbits. Comets, asteroids and at least one interstellar asteroid /comet, Oumamoo.
Yes , it is true that parabolic and hyperbolic orbits have no aphelia.
Parabolas are a unique type of hyperbola, similar to circles being a unique tips of ellipse with 0 eccentricity and obliquity and one one focus.. A parabola is a curve that has one focus and is equally distant from infinitely long line and a point. Parabolas have an eccentricity equal to 1.000000. ellipses have eccentricities < 1.000000. Hyperbolas have have eccentricities > 1.000000.
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- Anonymous4 weeks ago
- StarryskyLv 74 weeks ago
Neither of those is an "orbit" since it is a one shot approach of the sun, no return. The ends away from the sun are open, not closed like an ellipse.