Electromagnetic force on a positively charged particle

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Homework Help Overview

The discussion revolves around determining the net electromagnetic force acting on a positively charged particle due to multiple fields. The subject area involves concepts from electromagnetism, specifically the Lorentz force and vector addition of forces.

Discussion Character

  • Exploratory, Mathematical reasoning

Approaches and Questions Raised

  • Participants discuss the need to express the vectors in unit vector notation and consider how to combine them to calculate the Lorentz force. There is a focus on the components of the vectors and their contribution to the net force.

Discussion Status

Some guidance has been provided regarding the method of vector addition and the calculation of the force's magnitude. However, the discussion does not indicate a consensus on the approach or the specifics of the vectors involved.

Contextual Notes

There is an emphasis on the importance of the chosen vectors and their representation, which may affect the outcome of the force calculation. The original poster's intent to derive the net force is noted, but specific details about the fields or conditions are not provided.

Sat-P
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Homework Statement
It's not a question, but this is something I tried to derive using the Lorentz force equation on a charged particle.
Relevant Equations
F= qE + qv×B
17223148842797577208539852194008.jpg
 
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Please state what exactly you are trying to derive.
 
Magnitude of the net force acting on the charged particle due to both fields
 
Sat-P said:
Magnitude of the net force acting on the charged particle due to both fields
Then I suggest that you write each of the vectors involved in unit vector notation, add them to get the Lorentz force as per the equation you posted and finally find its magnitude. It will be the square root of the sum of the components squared and will depend on how you chose the three vectors.
 

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