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namo99
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- Homework Statement
- a charged particle entering a magnetic field find the position where it leaves
- Relevant Equations
- R=mv/qB
A magnetic field exerts a force on a charged particle, causing it to experience a change in direction and/or speed.
The path of a charged particle in a magnetic field is determined by the strength of the magnetic field, the charge and mass of the particle, and the particle's initial velocity and direction.
The position of a charged particle in a magnetic field can be calculated using the Lorentz force equation, which takes into account the magnetic field strength, charge of the particle, and its velocity. The resulting equation can be solved for the position of the particle at a given time.
A uniform magnetic field has the same strength and direction throughout, while a non-uniform magnetic field varies in strength and/or direction at different points. This can affect the path and position of a charged particle in the field.
The speed of a charged particle can affect its position in a magnetic field by determining the magnitude of the force it experiences. A faster particle will experience a greater force and therefore a greater change in direction and position in the magnetic field.