Mechanical Energy= Potential energy+ Kinetic energy, so for the mechanical energy to be equal to be potential energy, the kinetic energy must be 0.
Potential energy has to be defined within a frame of reference (much like motion is relative). So if you define "the ground" as 0 gravitational potential energy, then anything sitting on the ground will have 0 potential energy. There is really no such thing as an "absolute potential energy" anymore than there is a body that is absolutely stationary (at rest, 0 kinetic energy, without regard to frame of reference). All motion is relative, as is potential energy.
Potential energy is a stored energy due to the gravity and height above the ground. In physics the formula for potential energy is: PE = mgy where m = mass (kg), g = acceleration due to gravity (m/s^2), y = height (m) What if there is no height? Well, by simply letting y = 0 and multiplying 0 to m and g, we get PE = 0. Therefore potential energy does not exist and shows it is only present when the object has a height above the ground.
When it's at the bottom && it's 0
chemical potential energy
Since potential energy equals mgh. When h, height increases potential energy also increases. If h is 0 then p.e is 0/
Mechanical Energy= Potential energy+ Kinetic energy, so for the mechanical energy to be equal to be potential energy, the kinetic energy must be 0.
Potential energy has to be defined within a frame of reference (much like motion is relative). So if you define "the ground" as 0 gravitational potential energy, then anything sitting on the ground will have 0 potential energy. There is really no such thing as an "absolute potential energy" anymore than there is a body that is absolutely stationary (at rest, 0 kinetic energy, without regard to frame of reference). All motion is relative, as is potential energy.
Potential energy is a stored energy due to the gravity and height above the ground. In physics the formula for potential energy is: PE = mgy where m = mass (kg), g = acceleration due to gravity (m/s^2), y = height (m) What if there is no height? Well, by simply letting y = 0 and multiplying 0 to m and g, we get PE = 0. Therefore potential energy does not exist and shows it is only present when the object has a height above the ground.
When it's at the bottom && it's 0
Potential energy can be calculated by the equation U ( which is the potential energy) = mgh, where m is hte mass, g is gravity, and h is the height of the object above the point where h=0 (often the ground). So, as long as h does not equal zero (imagine the man sandin on a cliff above sea leve, which is h=0) then he will have potential energy.
It is a form of potential energy.
At it's highest point where it begins to come back down. It has 0 kinetic energy, so that is when it has the most potential.
Kinetic energy (energy of motion) and potential energy (stored energy) A ball at the top of a building getting ready to be dropped has potential energy, but a ball falling has kinetic energy If the ball is at the top of the building, it has 100% potential and 0% kinetic and when it is halfway from top to bottom and falling it has 50% of each
chemical potential energy
A dam holding water is potential energy. Kinetic energy requires motion. The general formula for kinetic energy is: Ekinetic = ½m·v² If there is no movement, velocity (v) is 0.
Potential energy always depends on the reference level (it must be specified in relation to something). If you use the ground as your reference level (as is usual), then height = 0, so the potential energy is also zero.