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Transcript
Magnetic Force Guided Notes
Name:____________________
Strength of Magnetic Force
A charged particle moving in a magnetic field experiences a force that is
__________________________to BOTH the ____________________
and to the _______________________
Lorenz Force Law
The magnitude of the magnetic force on a moving, charged particle
is
(θ is the angle between the charge’s velocity and the magnetic field)
Example:
Sin 0, 180 = 0
If a charge has velocity in the same (or opposite) direction
of the magnetic field, it experiences no force!
Sin 90 = 1
A charge that has velocity perpendicular to the
magnetic field experiences the greatest force!
Question
The three charges below have equal charge and speed, but are traveling in different directions in a uniform magnetic
field. Which particle experiences the greatest magnetic force?
Direction of Magnetic Force – the Right Hand Rule

Point fingers in the direction in which __________________________
is moving

Curve fingers in the direction of ____________________

Thumb points in the direction of the ______________________
IMPORTANT: The thumb points in the direction a POSITIVE
charge (or current) would move. The force on a negative
charge goes opposite the thumber.
Right hand rule practice
Magnetic Force Problems
We do:
What is the minimum magnetic field necessary to exert a 5.4 X 10-15 N force on an electron moving at 2.1 X 107 m/s?
You do:
What is the magnetic field necessary to exert a 5.4 X 10-15 N force on an electron moving at 2.1 X 107 m/s if the magnetic
field is at 45 degrees from the electron’s velocity?
What is the magnitude of the magnetic force on a proton moving at 2.5 X 105 m/s in a magnetic field of 0.5 T …
(a) …if the velocity and magnetic field are at right angles?
(b) … if the velocity and magnetic field are at 30°?
(c) … if the velocity is parallel to a magnetic field?
Comparison of Electric and Magnetic Fields