Escape Velocity Definition

When an object reaches the speed that it is capable of breaking the Earth’s gravitational barrier then we say that it is travelling at escape velocity. i.e. Escape velocity is the minimum velocity that when an object travels at that speed can break the gravitational barrier of that celestial body. 

The image added below shows a rocket escaping the Earth’s gravitational field, the velocity must be greater than the escape velocity of the Earth for the rocket to leave Earth’s gravitational pull. The satellite revolving around the Earth has a specific velocity that is less than the Escape velocity of the Earth but high enough to provide the satellite with enough energy to revolve around the Earth. If the velocity of the object is less than the orbital velocity of the planet then the object thrown in the atmosphere returns back to the Earth’s surface as the ball thrown by the boy does.

 

Note: The escape velocity at the Earth’s Surface is 11.2 km/sec.

Escape Velocity

Escape velocity as the name suggests, is the velocity required by an object to escape from the gravitational barrier of any celestial object. “What happens when you throw a stone upward in the air?” The stone comes back to the Earth’s surface. If we throw the stone with a much higher force still it comes back to the Earth’s surface because of the gravitational force of Earth. 

What happens when we keep increasing the force the initial velocity of the stone keeps getting higher till it reaches the point when it never comes back to the Earth’s surface. The velocity at this point is called Escape velocity. Let’s learn more about Escape Velocity and others in detail in this article.

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Escape Velocity Definition

When an object reaches the speed that it is capable of breaking the Earth’s gravitational barrier then we say that it is travelling at escape velocity. i.e. Escape velocity is the minimum velocity that when an object travels at that speed can break the gravitational barrier of that celestial body....

Escape Velocity Equation

The escape velocity equation is obtained by equating the kinetic energy of an object with mass m and travelling with a velocity of v and the gravitational potential energy of the same object. When the Kinetic energy of the object equals the gravitational energy of the celestial object the equation so obtained is called the Escape Velocity Equation....

Escape Velocity of Earth

The velocity required by an object to escape from Earth’s Gravitational Force is called the Escape Velocity of Earth. Now,...

Unit and Dimension of Escape Velocity

Escape velocity is the velocity that is required to break the gravitational barrier of any celestial object so the unit of escape velocity is similar to the unit of velocity....

Escape Velocity on Different Celestial Objects

Different Celestial Objects in our solar system have different escape velocities due to different gravitation forces of attraction (as they have different masses and different radii). The Escape velocity of different objects in our solar system is discussed in the table below,...

Solved Examples on Escape Velocity

Example 1: Find the escape velocity for a planet whose mass is 7.35 × 1022 Kg and radius is 1.5 × 106m....

FAQs on Escape Velocity

Q1: What is Escape Velocity?...