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When the velocity of a relativistic charged particle increases, it's specific charge- 1) Decreases 2) Increases 3)Remains same 4) First increases then decreases?
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When the velocity of a relativistic charged particle increases, it's s...
When the velocity of a relativistic charged particle increases, then its specific charge decreases.
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When the velocity of a relativistic charged particle increases, it's s...
Answer:

Introduction: The specific charge of a particle is defined as the ratio of its charge to its mass. When a charged particle moves with a velocity close to the speed of light, it exhibits relativistic effects that alter its specific charge. In this context, we will discuss how the specific charge of a relativistic charged particle changes with its velocity.

Explanation:

As the velocity of a charged particle increases, the following effects come into play:

1. Length Contraction: At relativistic speeds, the length of a moving object appears to contract in the direction of motion. This phenomenon is known as length contraction. As a result, the mass of the charged particle appears to increase, while the distance traveled by it in a given time interval appears to decrease.

2. Time Dilation: At relativistic speeds, time appears to slow down for a moving object. This phenomenon is known as time dilation. As a result, the time taken by the charged particle to complete a given distance appears to increase, while its internal processes appear to slow down.

3. Relativistic Increase in Mass: As the velocity of a charged particle approaches the speed of light, its mass increases significantly. This phenomenon is known as relativistic increase in mass. As a result, the specific charge of the charged particle decreases.

Conclusion:

Thus, we can conclude that when the velocity of a relativistic charged particle increases, its specific charge decreases. This is due to the relativistic increase in mass, length contraction, and time dilation effects.
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When the velocity of a relativistic charged particle increases, it's specific charge- 1) Decreases 2) Increases 3)Remains same 4) First increases then decreases?
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