Energy Transformations and Work-Energy Relationship
Energy transformations happen constantly around you. When something falls, it loses gravitational potential energy and gains kinetic energy as it speeds up. Similarly, when a stretched spring is released, elastic potential energy converts to kinetic energy.
The work-energy relationship connects these concepts perfectly: Fx = ½mv² - ½mu². This means the work done on an object equals its change in kinetic energy.
Let's see this in action: if a 5kg block moving at 3m/s experiences a 12N force over 10m, you can calculate its final velocity. Substituting into the equation gives you 120 = 2.5v² - 22.5, so v = 7.5 m/s.
Power measures how quickly energy transfers occur, calculated as P = E/t. It's the rate of doing work or transferring energy.
Exam Tip: The work-energy relationship is a favourite exam question - practice substituting values into Fx = ½mv² - ½mu²!