Know that the force that keeps an object in orbit around the Sun is the gravitational attraction of the Sun. 🌞
The Sun’s gravity pulls every planet toward it. The pull is strong enough to keep the planets from flying straight out into space, but not so strong that they crash into the Sun. The result is a delicate balance: the planet’s forward motion keeps it from falling straight down, while the Sun’s pull bends that motion into a smooth orbit. This is similar to how a skateboarder spins around a pole while staying on the ground. 🚀
The mathematical description is:
\$F = G \frac{M{\text{Sun}}\,m{\text{planet}}}{r^2}\$
where:
Imagine the Sun is a huge magnet. The planets are like iron filings that are attracted to the magnet. The filings move around the magnet because they are pulled in one direction (toward the magnet) but also have their own forward motion. The result is a circular path around the magnet. 🌍
| Planet | Average Distance from Sun (million km) | Orbital Period (years) |
|---|---|---|
| Mercury | 57.9 | 0.24 |
| Venus | 108.2 | 0.62 |
| Earth | 149.6 | 1.00 |
| Mars | 227.9 | 1.88 |