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Zack Davis
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Hey guys and girls. I've been trying to calculate Saturn's Escape Velocity but my answer is coming out way to high. Could someone demonstrate how I would go about finding Saturn's Escape Velocity?
I've been using the formula:cjl said:What method have you been trying to use, and how do you know it's wrong?
Saturn's escape velocity is the minimum speed that an object needs to reach in order to break free from Saturn's gravitational pull and escape into space.
The formula for calculating Saturn's escape velocity is:
Ve = √(2GM/R)
Where Ve is the escape velocity, G is the gravitational constant (6.67 x 10^-11 Nm^2/kg^2), M is the mass of Saturn, and R is the distance from the center of Saturn to the object.
The escape velocity of Saturn is approximately 35.5 km/s or 22 miles/s.
Saturn's escape velocity is much greater than Earth's, which is 11.2 km/s or 6.95 miles/s. This is due to Saturn's larger mass and stronger gravitational pull.
Yes, objects such as spacecrafts can escape Saturn's gravitational pull by reaching the necessary escape velocity. However, this is a difficult task as it requires a lot of energy and precise calculations.