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Why does the Sun keep Earth circling, and does that work for spacecraft?

Research question: Why does the Sun's pull keep Earth curving around it instead of flying off in a straight line, and how does that same idea apply to a spacecraft in orbit?

The records show that an object moving sideways keeps curving around a central body because gravity acts as a centripetal pull toward the center of its path 9, and if its sideways speed is too small, gravity pulls it down toward the planet instead 20. The same balance applies to a spacecraft: its tangential velocity carries it forward while gravity pulls it inward 18, and the International Space Station's speed of about 7.66 km/s is set for this balance 14. Astronauts feel weightless not because gravity is absent but because they, the station, and released objects all fall together at nearly the same acceleration 23. The facts do not directly address the Sun's pull on Earth, though they state that Newton's gravity is what moves planets around the Sun 3031. The newest facts in the set are dated October 11, 2026, so they are current for this question 8.

Checked 2026-10-23. Only documented and supported facts are used.
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Sources

[1] supported
Newton's thought experiment shows that a cannonball fired horizontally with enough initial speed will eventually orbit the Earth weightlessly, which is the principle behind why an orbiting object keeps curving around Earth instead of flying off in a straight line.
"Newtons Gedankenexperiment einer horizontal abgeschossenen Kanonenkugel, die bei genügend großer Anfangsgeschwindigkeit schließlich schwerelos um die Erde kreisen wird (C, D)"
Schwerelosigkeit
[2] supported
A space station, its astronaut, and an object released inside it all undergo practically the same acceleration as they fall freely around the Earth, so the released object floats alongside the astronaut.
"Die Raumstation, der Raumfahrer und der Gegenstand erfahren im Gravitationsfeld der Erde praktisch die gleiche Beschleunigung bei ihrem freien „Fall“ um die Erde herum."
Schwerelosigkeit
[3] supported
Astronauts in orbit feel weightless even though about 90% of Earth's gravity still acts at station altitude, because gravity accelerates all masses, including the astronauts, equally.
"wird diese für die Raumfahrer nicht spürbar, weil die Schwerkraft alle Massen, auch die Raumfahrer, gleichmäßig beschleunigt"
Schwerelosigkeit
[4] supported
Orbital weightlessness is only approximate (microgravity) rather than perfect, because Earth's gravitational field weakens with distance and the objects' own tidal effects appear across the spacecraft.
"Die Stärke des Gravitationsfeldes der Erde ist inhomogen, d. h., es nimmt mit zunehmender Entfernung von der Erde für je drei Meter um ein Millionstel ab"
Schwerelosigkeit
[5] supported
The presence of gravity does not by itself mean that an object must crash into Earth.
"However, the presence of gravity does not necessarily imply that an object must collide with Earth."
Gravity, Initial Velocity, and the Trajectory of a Human in Space A Theoretical Investigation of Free Fall, Orbital Motion, and Escape from Earth's Gravitational Field (2026)
[6] supported
Orbital velocity is the speed a planet, satellite, or similar body must have for its orbit to be stable.
"La velocidad orbital es la velocidad que debe tener un planeta , satélite (natural o artificial) o similar para que su órbita sea estable."
Velocidad orbital
[7] supported
The specific orbital energy of two orbiting bodies stays constant over time, according to the orbital energy conservation equation (vis-viva equation).
"De acuerdo con la ecuación de conservación de energía orbital (también conocida como ecuación de vis-viva), no varía con el tiempo:"
Energía orbital específica
[8] supported
An object in space may fall toward Earth, enter an orbit, or travel away from Earth, depending on its initial position, velocity, and the gravitational forces acting on it.
"An object in space may fall towards Earth, enter an orbit, or travel away from Earth, depending on its initial position, velocity, and the gravitational forces acting upon it."
Gravity, Initial Velocity, and the Trajectory of a Human in Space A Theoretical Investigation of Free Fall, Orbital Motion, and Escape from Earth's Gravitational Field (2026)
[9] supported
The gravitational force acts as a centripetal acceleration, pointed toward the center of curvature of the path, which is what keeps a moving object curving around its attractor.
"Teniendo en cuenta que la fuerza de gravedad es una fuerza de aceleración centrípeta , es decir, que actúa sobre un objeto en movimiento sobre una trayectoria curvilínea y que está dirigida hacia el centro de curvatura de la trayectoria"
Velocidad orbital
[10] supported
For an elliptical orbit, the specific orbital energy is the negative of the extra energy needed to accelerate a one-kilogram mass to escape velocity (a parabolic orbit).
"Para una órbita elíptica , la energía orbital específica es el negativo de la energía adicional requerida para acelerar una masa de un kilogramo a la velocidad de escape ( órbita parabólica )."
Energía orbital específica
[11] supported
Gravity alone cannot determine an object's full trajectory; its motion depends on its initial conditions combined with the gravitational acceleration it experiences.
"The analysis demonstrates that the gravitational field alone cannot determine an object's complete trajectory. Instead, its motion must be understood through the combined influence of its initial conditions and the gravitational acceleration it experiences."
Gravity, Initial Velocity, and the Trajectory of a Human in Space A Theoretical Investigation of Free Fall, Orbital Motion, and Escape from Earth's Gravitational Field (2026)
[12] supported
For a circular orbit, gravity equals the required centripetal force, which gives v = √(GM/r); orbital speed depends on the central body's mass and orbit radius, not on the orbiting object's mass.
"La velocidad orbital no depende de la masa del cuerpo que orbita, aunque sí es inversamente proporcional a la raíz cuadrada del radio de la órbita."
Velocidad orbital
[13] supported
In low Earth orbit, a circular orbit requires a speed of about 7.8 to 6.9 km/s, depending on altitude.
"Órbita circular: 7,8–6,9 km/s (28.080–24.840 km/h) respectivamente"
Energía orbital específica
[14] supported
The International Space Station orbits at about 7.66 km/s, roughly 27,576 km/h, which is faster than the speed needed at geostationary altitude.
"la Estación Espacial Internacional órbita a unos 7,66 km/s , o 27.576 km/h ."
Velocidad orbital
[15] supported
If an object in a circular orbit increases its speed, it moves into an elliptical orbit instead of staying circular.
"Si el objeto en órbita circular incrementase su velocidad, pasaría a una órbita elíptica"
Velocidad orbital
[16] supported
Astronauts in orbit are in constant free fall around the planet, because they were launched with a specific inclination and velocity so they stay in orbit.
"Los astronautas sienten el efecto de la ingravidez porque ellos van en una constante caída libre alrededor del planeta, fueron lanzados al espacio con una inclinación y una velocidad predeterminada para poder conseguir quedar en órbita."
Ingravidez
[17] supported
Gravity keeps a satellite in a circular path because it acts as a turning force perpendicular to the satellite's tangential velocity, producing the centripetal acceleration needed for circular motion, provided the tangential speed is sufficient.
"But if the satellite’s tangential speed is sufficient, the force of gravity acts as an unopposed turning force (acting perpendicular to the tangential velocity) such that sufficient centripetal acceleration is produced by the turning of the tangential velocity vector to keep the satellite moving in a circular path around the earth."
Satellite Orbit (2023)
[18] supported
An orbiting object is held in its path by two opposing effects: gravity pulling it inward and its sideways (tangential) velocity carrying it forward.
"are two opposing forces at work on an orbiting object: gravitational force and tangential velocity (13)."
The Orbital Properties of Black Holes: Exploring the Relationship between Orbital Velocity and Distance (2023)
[19] supported
If a spacecraft is given more speed it drifts away into space, and if it is launched with less force it eventually falls to Earth.
"Si se da más velocidad al sistema, los astronautas se alejarán en el espacio; si son lanzados con menos fuerza, terminarán por caer a tierra."
Ingravidez
[20] supported
If a horizontally moving projectile's tangential speed is too small, gravity pulls it downward until it falls toward the Earth.
"As the projectile moves horizontally in a direction tangent to the earth, the force of gravity would pull it downward if the tangential speed of the projectile is too small and it would eventually fall toward the earth."
Satellite Orbit (2023)
[21] supported
Without high sideways speed, a satellite would fall back toward Earth; staying in low orbit requires a very high horizontal velocity relative to Earth.
"Para permanecer en una órbita baja, un satélite debe tener una velocidad horizontal muy alta con respecto a la Tierra."
Órbita terrestre baja
[22] supported
Orbiting a planet is described as a kind of perpetual fall, which is the state of microgravity.
"Ese estado se logra durante una caída libre (en un precipicio, por ejemplo) o en una órbita alrededor de un planeta (como la órbita de las estaciones espaciales), que es una especie de caída perpetua."
Ingravidez
[23] supported
A satellite is a projectile whose only force acting on it is gravity.
"The fundamental principle to be understood concerning satellites is that a satellite is a projectile. That is to say, a satellite is an object upon which the only force acting is the force of gravity."
Satellite Orbit (2023)
[24] supported
A satellite in a circular orbit about 300 km above Earth's surface must travel at about 7.8 km/s, completing one orbit in about 90 minutes.
"Para permanecer en una órbita circular 300 km por encima de la superficie de la Tierra, el satélite debe tener una velocidad de 7,8 km/s o 28000 km/h que corresponde a una órbita completa de la Tierra en 90 minutos."
Órbita terrestre baja
[25] supported
Gravitational pull weakens with the square of distance, so it drops quickly as a craft moves away from a body, but the document says this is not the reason astronauts are weightless.
"El peso, fuerza con que un astro atrae a un vehículo espacial , es inversamente proporcional al cuadrado de la distancia y, por consiguiente, disminuye con rapidez cuando el aparato se aleja de aquel"
Ingravidez
[26] supported
Gravitational force is what maintains an object in its orbit.
"Now, we know that gravitational force plays a vital role in maintaining an object in its orbit."
The Orbital Properties of Black Holes: Exploring the Relationship between Orbital Velocity and Distance (2023)
[27] supported
If a body were stationary at low orbital altitude, gravity would quickly pull it down; being in orbit is what prevents this.
"Esto es precisamente por estar en órbita, pues si un cuerpo estuviese estático a esa altura, rápidamente la gravedad lo haría caer)."
Órbita terrestre baja
[28] supported
An elevator analogy illustrates the same free-fall effect: an occupant of a cabin whose cable breaks, with no air friction or guide friction, would feel weightless.
"Lo mismo ocurre con el ocupante de un ascensor si se rompiera el cable y si no existiera ningún roce de la cabina con el aire ni con las guías."
Ingravidez
[29] supported
In Earth's frame, a satellite is in free fall and therefore weightless, because gravity is the only force acting on it.
"Note that in an inertial frame (the earth), the satellite is in free fall and thus weightless because the only force acting on it is the force of gravity."
Satellite Orbit (2023)
[30] supported
Gravity is the force behind large-scale motions such as the Moon orbiting Earth and the planets orbiting the Sun.
"Origina los movimientos a gran escala que se observan en el universo : la órbita de la Luna alrededor de la Tierra , las órbitas de los planetas alrededor del Sol , etcétera."
Gravedad
[31] supported
Newton showed that the force making objects fall on Earth is the same kind of force that keeps planets and stars in motion.
"Isaac Newton fue el primero en exponer que es de la misma naturaleza la fuerza que hace que los objetos caigan con aceleración constante en la Tierra (gravedad terrestre) y la fuerza que mantiene en movimiento los planetas y las estrellas ."
Gravedad
[32] supported
Newton's law of universal gravitation states that the attractive force between two point masses is directly proportional to the product of their masses and inversely proportional to the square of the distance between them.
"es directamente proporcional al producto de las masas, e inversamente proporcional al cuadrado de la distancia que las separa:"
Gravedad
[33] supported
In Newtonian gravity the force weakens with distance but has theoretically infinite range.
"La gravedad newtoniana tiene un alcance teórico infinito; la fuerza es mayor si los objetos están próximos pero a mayor distancia dicha fuerza pierde intensidad."
Gravedad