Positron in a magnetic field help

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SUMMARY

The discussion focuses on calculating the helical path parameters of a 22.5-eV positron projected into a uniform magnetic field of 455 µT. Key equations mentioned include the relationship between charge, velocity, magnetic field, and centripetal acceleration, specifically qvB = m(v²)/r. The positron's mass is equivalent to that of an electron, approximately 9.11 x 10-31 kg. To find the radius, users are advised to first determine the velocity using the kinetic energy formula K = (1/2)mv², where K is the kinetic energy in joules.

PREREQUISITES
  • Understanding of kinetic energy and its formula K = (1/2)mv²
  • Familiarity with the concept of magnetic fields and their effects on charged particles
  • Knowledge of the properties of positrons and electrons, including mass equivalence
  • Basic grasp of circular motion and centripetal acceleration
NEXT STEPS
  • Learn how to convert electronvolts (eV) to joules for energy calculations
  • Study the derivation of the helical motion of charged particles in magnetic fields
  • Explore the application of the Lorentz force in charged particle dynamics
  • Investigate the implications of magnetic field strength on particle trajectories
USEFUL FOR

Students studying electromagnetism, physics educators, and anyone interested in the behavior of charged particles in magnetic fields.

JaeSun
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some more basic homework help!

can you guys point me in the right direction, where to start? (grrr, so freakin lost in this class)

11. A 22.5-eV positron (positively charged electron) is projected into a uniform magnetic field B = 455[mu]T with its velocity vector making an angle of 65.5 degrees with B (vector). Find (a) the period (b) the pitch p, and (c) the radius r of the helical path.

ill try and scan the diagram too

grr

thanks

im "learning" magnetic fields for this chapter.

here is the scan of the problem, and a figure to go with it:

http://storage.whiteazn.com/phy181_pr11.jpg
 
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was reading the chapter..and they had a section on circulating charges ... it had an equation relating qvB to centripetal acceleration of:

qvB=m(v^2)/r

problem is, in the question, to find r, we have to know v, which isn't given ?? and also, don't know the mass ?

grrrrr

any help!1??!
 
Originally posted by JaeSun
was reading the chapter..and they had a section on circulating charges ... it had an equation relating qvB to centripetal acceleration of:

qvB=m(v^2)/r

problem is, in the question, to find r, we have to know v, which isn't given ?? and also, don't know the mass ?

grrrrr

any help!1??!

I think you can find v from the energy of the positron by using the kinetic energy formula, since E = 22.5 eV << the positron rest mass (0.5 MeV). The mass is equivalent to the electron mass.
 
ehh?

is the kinetic energy formula:

K=(1/2)mv^2 ?

and still lost on this part:

since E = 22.5 eV << the positron rest mass (0.5 MeV). The mass is equivalent to the electron mass.
 
Originally posted by JaeSun
ehh?

is the kinetic energy formula:

K=(1/2)mv^2 ?

and still lost on this part:

since E = 22.5 eV << the positron rest mass (0.5 MeV). The mass is equivalent to the electron mass.


Yeah, that should be the right formula.

A positron basically is just an electron with a positive charge, so they have the same mass.
 
so what's the mass? 22.5 ??
 

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