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sajad099
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What is the condition required for a particle to move relativistically?
I'm used to this distinction:In particle physics, a particle is said to be relativistic if it's kinetic energy is comparable to or is greater than its rest mass energy.
Relativistic motion refers to the movement of an object at speeds approaching the speed of light. This type of motion is governed by Einstein's theory of special relativity and has significant impacts on the measurements of time, distance, and mass.
The speed of light, denoted by the letter "c", is considered the ultimate speed limit in the universe. No particle can move faster than the speed of light, which is approximately 299,792,458 meters per second.
A particle must be moving at a significant fraction of the speed of light, typically greater than 0.1c, for its motion to be considered relativistic. Additionally, the particle must not be experiencing any significant external forces, such as strong gravitational fields.
According to special relativity, time moves slower for objects that are moving at relativistic speeds. This means that as a particle approaches the speed of light, time for that particle will appear to slow down for an observer at rest.
As a particle's velocity approaches the speed of light, its mass will increase significantly according to the equation E=mc². This means that the particle will require more energy to accelerate, and it will become more difficult to reach the speed of light. Additionally, relativistic motion can also convert mass into energy, as seen in nuclear reactions.