In the case of mechanical energy, the work (the energy transferred) is equal to force times distance. If a post (for example) just supports a weight, there is a force involved, but no energy - since the distance is zero (it doesn't move).
There are other types of energy; the definitions are different, but mechanical energy can be converted into these other types of energy, too.
Gravitational force is most commonly associated with potential energy.Whenever we lift an object (move it further from the earth's center), like taking it from the bottom of a hill to the top, or taking it from the floor and placing it on a shelf, table, or chair; we increase the potential energy of the object.
Chemical energy is the energy that is found in the chemical bonds of molecules. These bonds are electromagnetic in nature, so the electroweak force would be responsible for chemical energy.
Each of those quantities has a different SI unit. They are: Force. . . . . . . . . Newton Height (length) . Meter Work. . . . . . . . . Joule Mass. . . . . . . . . Kilogram Energy . . . . . . . Joule (same as work)
No. They're different. "Newton" is a unit of force. "Joule" is a unit of energy. A small force (1 newton) that pushes a basketball 10 miles can deliver more energy than a large force (a thousand newtons) that pushes it 1 foot.
a combine force are all force of all Energy
Yes - quite different. Energy has dimensions of force x distance - if you apply a force over a certain distance, you transfer a certain amount of energy.
Force and weight are different for the fact that force is the energy applied and weight is the mass or heaviness of an object
Force and energy relate in multiple ways; first, energy must be used to apply force. Though, they do have their differences; force is applied to result in movement of some sort, and energy has many different states.
In the same way that energy and force are different. In the case of mechanical energy, energy = force x distance.
A force and an energy are two quite different things. Energy is spent if you apply a force for a certain distance, so energy has units of force x distance (in the SI, newtons x meters).
Force is the rate of exchange of momentum, while energy is something that is conserved. While they are different, they have a close relationship. Energy is what you get when you apply a force over a distance. Specifically, Energy = Work= ∫Fdx. If the force is constant then, Energy = Work = F*Δx
Force
Pushing requires energy
There are different types of energy transfers; the details depend on what type of energy transfer you are thinking about.
Force
Energy = Force x Distance travelled in direction of force. A lower force can output the same energy by working on the object over a longer distance.
a physicist