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rock.freak667 said:If I remember correctly, forces which conserve mechanical energy are conservative forces.
A conservative force is a type of force that does not depend on the path taken by an object, but only on its initial and final positions. This means that the work done by a conservative force is independent of the path taken by the object.
To determine if a force is conservative, you can use the curl test or the closed loop test. The curl test involves taking the curl of the force and if it is equal to zero, then the force is conservative. The closed loop test involves checking if the work done by the force in a closed loop is equal to zero.
Knowing if a force is conservative is important because it allows us to simplify problems and make calculations easier. Conservative forces have mathematical properties that make it easier to calculate the work done and potential energy of an object.
No, a force cannot be partially conservative. A force is either conservative or non-conservative. If a force is non-conservative, it means that the work done by the force depends on the path taken by the object.
Examples of conservative forces include gravity, elastic forces, and electric forces. Non-conservative forces include friction, air resistance, and tension in a rope.