Enter any three values of the initial and final kinetic energy of a system to calculator the missing value.
- Gravitational Potential Energy Calculator
- Kinetic Energy Calculator
- Elastic Potential Energy Calculator
Formula
The following equation describes the relationship of kinetic and potential energy due to the conservation of energy.
Ki + Ui = Kf + Uf
- Where Ki is the initial kinetic energy
- Ui is the initial potential energy
- Kf is the final kinetic energy
- Uf is the final potential energy
This formula describes the relations of potential and kinetic energy simply, but conservation of energy is also used in thermodynamics to calculate work and heat generated from systems.
Conservation of Energy Definition
A conservation of energy is a law of physics that states energy must be conserved within a closed system and energy cannot be created or destroyed.
Conservation of Energy Example
How to calculate a conservation of energy?
- First, determine the initial potential energy.
Calculate the initial potential energy.
- Next, determine the final kinetic energy.
Calculate the final kinetic energy.
- Next, determine the final potential energy.
Calculate the final potential energy.
- Finally, calculate the initial kinetic energy.
Calculate the initial kinetic energy using the formula above.
FAQ
The conservation of energy is a law of physics that states that in a closed system, energy must be conserved. For example, like the equation above, the kinetic energy and potential energy of a CLOSED system cannot change without and outside force or without the system acting on an outside object.
Kinetic energy describes the total amount of energy contained within a system due to translational movement.
Potential energy is the amount of energy contained in a system due to things like gravitational force and internal chemical reactions.


Related Terms
conservation of energy calculator |
how to calculate conservation of energy |
conservation of kinetic energy |
conservation of potential energy |
mechanical energy is the sum of |
inelastic collision momentum conserved |
conservation of kinetic energy formula |
elastic collision kinetic energy |
potential energy and conservation of energy |
law of conservation of kinetic energy |
conservation of energy formulas |
kinetic energy in elastic collision |
kinetic energy conserved in elastic collision |
kinetic energy is conserved in |
conservation of momentum and kinetic energy |
type of collision in which kinetic energy is conserved |
conservation of kinetic energy equation |
conservation of energy kinetic and potential |
conservation of kinetic energy elastic collision |
in elastic collisions is momentum conserved |
conservation of kinetic energy definition |
conservation of energy potential and kinetic |
collision is elastic |
elastic collision is momentum conserved |
elastic collision conserved |
conservation of energy inelastic collision |
conservation of energy elastic collision |
law of conservation of energy kinetic and potential |
potential energy kinetic energy mechanical energy |
momentum and kinetic energy in collisions |
law of conservation of energy calculator |
kinetic energy conservation equation |
elastic collision momentum and kinetic energy conserved |
using conservation of energy find the speed |
conservation of energy in a roller coaster |
conservation of mechanical energy in a roller coaster |
conservation of energy in an elastic spring |
conservation of energy in rotational motion |
conservation of mechanical energy pendulum |
how to find final velocity using conservation of energy |
law of conservation of potential energy |
conservation of energy rotational and translational |
in what type of collision is kinetic energy conserved |
conservation of mechanical energy calculator |
kinetic energy of elastic collision |
kinetic energy is always conserved |
rotational kinetic energy conservation |
law of conservation of kinetic energy formula |
roller coaster law of conservation of energy |
total mechanical energy conserved |