A large part of motors (converting electrical and chemical energy into kinetic ener is linked to the idea of have something with a current in a magnetic field. For complete wire loops, this creates a torque and causes rotation. Below is an image this case - a wire loop (with the direction of current in purple) in a magnetic field. The axis of rotation is shown. This means the loop can only rotate about that axis Axis of rotation B (Magnetic Field) What is the direction of the rotation of the bottom of the loop? Make sure to consider the direction of the current when finding this direction.

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Chapter19: Magnetism
Section: Chapter Questions
Problem 45P: Neurons in our bodies carry weak currents that produce detectable magnetic fields. A technique...
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Direction of Rotation (Torque)
A large part of motors (converting electrical and chemical energy into kinetic energy)
is linked to the idea of have something with a current in a magnetic field. For
complete wire loops, this creates a torque and causes rotation. Below is an image of
this case - a wire loop (with the direction of current in purple) in a magnetic field.
The axis of rotation is shown. This means the loop can only rotate about that axis.
Axis of rotation
B (Magnetic Field)
What is the direction of the rotation of the bottom of the loop? Make sure to
consider the direction of the current when finding this direction.
No Force
+ y (upward)
+ x (to the right)
+ z (out of the screen towards you)
- y (downward)
- x (to the left)
- z (into the screen away from you)
Transcribed Image Text:Direction of Rotation (Torque) A large part of motors (converting electrical and chemical energy into kinetic energy) is linked to the idea of have something with a current in a magnetic field. For complete wire loops, this creates a torque and causes rotation. Below is an image of this case - a wire loop (with the direction of current in purple) in a magnetic field. The axis of rotation is shown. This means the loop can only rotate about that axis. Axis of rotation B (Magnetic Field) What is the direction of the rotation of the bottom of the loop? Make sure to consider the direction of the current when finding this direction. No Force + y (upward) + x (to the right) + z (out of the screen towards you) - y (downward) - x (to the left) - z (into the screen away from you)
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