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PAPER 2
Magnetism
motor effect
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Created by
Marwa Jbara
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Cards (18)
What is the motor effect?
A
current carrying
wire in a
magnetic field
experiences a force
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What happens when a current carrying wire is placed in a magnetic field?
The wire experiences a
force
that pushes it
out
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What angle must the wire be at to experience full force?
90 degrees
to the
magnetic field
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What happens if the wire runs in the same direction as the magnetic field?
It feels no
force
at all
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What two directions do we need to know to find the force's direction?
The direction of the
magnetic field
and
current
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What is Fleming's left-hand rule used for?
To determine the
direction
of the force
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How do you position your fingers for Fleming's left-hand rule?
Thumb
up,
first finger
forward,
second finger
out
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In the context of a horseshoe magnet, what happens when the power source is turned on?
The rails generate a
magnetic field
and experience a
force
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How do you determine the direction of the force in the horseshoe magnet scenario?
Use
Fleming's left-hand rule
again
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What does the first finger represent in Fleming's left-hand rule?
The direction of the
magnetic field
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What does the second finger represent in Fleming's left-hand rule?
The direction of the
current
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What does the thumb represent in Fleming's left-hand rule?
The direction of the
force
felt by the wire
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What is the equation to calculate the force on a wire?
F =
BIL
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What does each variable in the equation F = BIL represent?
F =
force
, B =
magnetic flux density
, I =
current
, L = length
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How do you convert 10 centimeters to meters for the calculation?
Divide by
100
to get
0.1
meters
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What force does a 10 cm wire with 5 A current in 0.4 T experience?
0.2
newtons
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What are the steps to calculate the force on a wire in a magnetic field?
Ensure all measurements are in correct units
Use the
equation
F = BIL
Substitute values for B, I, and L
Calculate
the force
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What are the key concepts related to the motor effect?
Interaction of
magnetic fields
Force on
current-carrying
wires
Fleming's left-hand rule
Calculation of
force
using F =
BIL
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