Search this site
Embedded Files
PhysAcademy
  • Home
  • Intro. Phys. Algebra-Based
    • KN: Kinematic
    • FO: Forces
    • MO: Momentum
    • EN: Energy
    • RM: Rotational Motion
    • TD: Thermodynamics
    • FM: Fluid Mechanics
    • OS: Oscillations
    • TW: Traveling Waves
    • RO: Ray Optics
    • WO: Wave Optics
    • EF: Electric Field
    • EP: Electric Potential
    • RC: Resistive Circuits
    • MF: Magnetic Forces
    • MI: Magnetic Inductance
  • About me
  • Privacy Policy
PhysAcademy
  • Home
  • Intro. Phys. Algebra-Based
    • KN: Kinematic
    • FO: Forces
    • MO: Momentum
    • EN: Energy
    • RM: Rotational Motion
    • TD: Thermodynamics
    • FM: Fluid Mechanics
    • OS: Oscillations
    • TW: Traveling Waves
    • RO: Ray Optics
    • WO: Wave Optics
    • EF: Electric Field
    • EP: Electric Potential
    • RC: Resistive Circuits
    • MF: Magnetic Forces
    • MI: Magnetic Inductance
  • About me
  • Privacy Policy
  • More
    • Home
    • Intro. Phys. Algebra-Based
      • KN: Kinematic
      • FO: Forces
      • MO: Momentum
      • EN: Energy
      • RM: Rotational Motion
      • TD: Thermodynamics
      • FM: Fluid Mechanics
      • OS: Oscillations
      • TW: Traveling Waves
      • RO: Ray Optics
      • WO: Wave Optics
      • EF: Electric Field
      • EP: Electric Potential
      • RC: Resistive Circuits
      • MF: Magnetic Forces
      • MI: Magnetic Inductance
    • About me
    • Privacy Policy

Home / Introductory Physics (Algebra-Based) / MF: Magnetic Forces

MF: Magnetic Forces
Introductory Physics
Algebra-Based

Magnetic Fields, Magnetism
Magnetic Force, Uniform Circular Motion (UCM)

Magnetic Fields, Magnetism

Magnetic Force, Uniform Circular Motion (UCM) 

Practicing combined Magnetic Forces and Uniform Circular Motion (UCM) 

In an experiment, we wish to find how many hydrogen atoms in a gas have their electrons ionized (removed). They are accelerated through a 4.5 MV potential and fired in the positive x-direction towards a magnetic field of 0.045 T magnitude. The magnetic field points out of the screen toward you in the positive z-direction. The magnetic field region starts from x = 0 and ends at x = 1 m.

  1. Calculate the y-component of an ionized hydrogen atom’s momentum as they leave the magnetic field.

  2. Find the angle (alpha) between the initial velocity vector of the ionized hydrogen’s atoms beam and the final velocity vector after the beam emerges from the field. (Ignore relativistic effects if you know what I’m talking about.)

  3. Why would the trajectory differ for a non-ionized hydrogen atom? What would be that trajectory?

Notes and more practice problems 

Magnetic effects

Previous: Resistive Circuits

Table of Chapters

Next: Magnetic Inductance

© 2011-2023 PhysAcademy.com and PLSPhysics.com
Google Sites
Report abuse
Google Sites
Report abuse