No. Gravitational force is the pull an object experience from gravity. Gravitational energy is the energy an object has from its position in a gravitational field. An object moving up in a gravitational field gains gravitational energy.
It's the same as the formula for gravitational potential energy. Under the simplifying assumption that the distance is not too great (and therefore, the gravitational force can be considered constant), you can use the formula:Gravitational potential energy = mgh (i.e., mass x gravity x height).
It is a type of potential energy, but there are other types of potential energy, too.
They are all types of potential energy, that is, energy that is related to the position.
When they're both at the same height, the heavier object has more gravitational potential energy.
Potential energy is stored energy. Work=fxd. Gravitational potential energy is equal to mgh. This is weight * height. Weight means the force applied on an object to move up. They are the same value because they both base it on applying distance to work.
Gravitational energy is the potential energy associated with gravitational force. If an object falls from one point to another point inside a gravitational field, the force of gravity will do positive work on the object, and the gravitational potential energy will decrease by the same amount.
It is a type of potential energy, but there are other types of potential energy, too.
that has to do with potential energy. it is for the same reason that an object nearer to the earth has less gravitational potential energy in the case of the atom,the attracting force is the electrostatic force.
It's the same as the formula for gravitational potential energy. Under the simplifying assumption that the distance is not too great (and therefore, the gravitational force can be considered constant), you can use the formula:Gravitational potential energy = mgh (i.e., mass x gravity x height).
It is a type of potential energy, but there are other types of potential energy, too.
-- If the velocity is horizontal, then gravitational potential energy doesn't change. -- If velocity is vertical and upward, gravitational potential energy increases at a rate proportional to the speed. -- If velocity is vertical and downward, gravitational potential energy decreases at a rate proportional to speed.
They are all types of potential energy, that is, energy that is related to the position.
When they're both at the same height, the heavier object has more gravitational potential energy.
Potential energy is stored energy. Work=fxd. Gravitational potential energy is equal to mgh. This is weight * height. Weight means the force applied on an object to move up. They are the same value because they both base it on applying distance to work.
I assume you mean the gravitational potential energy. This is proportional to the mass, so if you change the mass by a factor of "a", the gravitational potential energy will change by the same factor of "a".
No, force and energy are not the same dimension to start with. Gravitational force on an object is equal to mass*(gravitational acceleration) {dimensions Mass*Length/Time²}Kinetic energy is (1/2)*mass*(velocity)² {dimensions Mass*Length²/Time²}. If you look at these, Force, multiplied by length has the same dimension as Energy. And in fact you have other forms of energy:Work is Force times distance;Potential energy = mass*(gravitational accel)*height = (Force due to gravity)*(height), height is a distance or length.
No, gravitational portential energy is more with more hight and gravitational kinetic energy is maximum just before reaching the ground.