Particle through magnetic field

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Homework Help Overview

The problem involves a particle moving through a magnetic field, specifically examining its motion and calculating its mass based on given parameters such as speed, magnetic field strength, and charge. The subject area relates to electromagnetism and centripetal motion.

Discussion Character

  • Exploratory, Assumption checking

Approaches and Questions Raised

  • The original poster attempts to derive the mass of the particle using equations related to centripetal force and magnetic force. Some participants question the correctness of the original poster's calculations and reasoning.

Discussion Status

The discussion includes affirmations of the original poster's confidence in their solution. However, there is no explicit consensus reached regarding the accuracy of the calculations, as some participants encourage self-assessment of correctness.

Contextual Notes

Participants are engaging in a dialogue about the validity of the original poster's approach and results, with an emphasis on self-confidence in problem-solving. There are no indications of additional constraints or missing information noted in the discussion.

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Homework Statement


A particle enters perpendicular to a magnetic field with a speed of 100,000 m/s. The magnetic field has a strength (B) of 0.80 T. The particle starts doing a spinning motion with an 0.1m radius. The particle charge is +3e (three elementary charges). Calculate the mass of the particle.

Homework Equations


Since it does a spinning motion, we need the formula for centripetal motion. F=m(v^2/r). We also need a formula that gives us F based on B and Q (charge) and v (speed). For that we have F = QvB.

The Attempt at a Solution


We set them equal.

m(v^2/r)=QvB and we can take off one v.
m(v/r)=QB, we move the things around so we have m alone
m*v = rQB => m = rQB / v

We enter everything that is known and we get:

0.1 * (3*1.6*10^-19) * 0.80 split by 100,000.

Result: 3.84 × 10^-25 kg. Am I correct?
 
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Before we answer your question, do you think you are correct?
 
cheah10 said:
Before we answer your question, do you think you are correct?
I do!
 
Ok, actually whenever you believe you are correct, you should just be confident and not doubt yourself.
You are correct in this question!
 

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