The discussion revolves around the concepts of kinetic energy and potential energy, specifically in the context of a vehicle slowing down and the energy generated from this deceleration. The original poster presents a scenario involving a vehicle weighing 2.8 tons that slows from 100 km/h to 50 km/h, questioning how much energy can be generated and how high this energy could allow the vehicle to climb.
Some participants have offered insights into the equations governing kinetic and potential energy, suggesting that the energy lost during deceleration could be converted into height gain. However, the discussion does not reach a consensus, as one participant claims to have solved the problem without detailing the process.
The original poster's question includes assumptions such as ignoring friction, which may affect the energy calculations. Additionally, there is a repeated request for clarification on the total energy equation, indicating a potential gap in understanding that is being addressed in the discussion.
omni said:Vehicle with a weight 2.8 ton Slowing from 100 km/h to 50Kkm/h how much energy can was generate from this Slowing.
(if we Ignore form Friction )
and to which Height this energy was can Climb up the Vehicle Up the hill
thanks.