charging neutral objects electric charge can be influenced to move by the presence of other charges...
TRANSCRIPT
Charging Neutral Objects
• Electric charge can be influenced to move by the presence of other charges (same or different)
• To charge a neutral object, electrons need to be added or removed (Why electrons?)
1. Conduction:charging by contact between a charged object and a neutral object
= += -
NeutralCharge = -6e
1. Conduction:charging by contact between a charged object and a neutral object
= += -
Charge = -1eCharge = -5e
1. Conduction:charging by contact between a charged object and a neutral object
= += -
Charge = -2eCharge = -4e
1. Conduction:charging by contact between a charged object and a neutral object
= += -
Charge = -3eCharge = -3e
1. Conduction:• Once the charges on the objects have equalized, no more
charge is transferred.
• The overall (net) charge is still -6e because charge is conserved
= += -
Charge = -3eCharge = -3e
2. Induction:• This method involves no direct contact
between the charged and neutral objects
• Charges in the neutral object are influenced by an external electric field, but no transfer occurs with the charged object
2. Induction:Start with two neutral conductors (this won’t work very well with insulators) that are in contact with each other but are not grounded
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2. Induction:Bring a charged object near the two conductors, but do not make contact with either conductor
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both are neutralcharge = -3e
2. Induction:The charged object pushes electrons from the right-hand sphere to the left-hand sphere
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charge = -3e
2. Induction:The charged object pushes electrons from the right-hand sphere to the left-hand sphere
= += -
charge = -3e
2. Induction:The charged object pushes electrons from the right-hand sphere to the left-hand sphere
= += -
charge = -3e
2. Induction:Now separate the two spheres while the charged object is still nearby
= += -
charge = -3e
2. Induction:Now separate the two spheres while the charged object is still nearby
= += -
charge = -3e
2. Induction:Now separate the two spheres while the charged object is still nearby
= += -
charge = -3e
2. Induction:Remove the charged object and notice that…
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…the left-hand sphere has three extra electrons (charge = -3e)
and the right-hand sphere has lost three electrons (charge = +3e)
2. Induction:Both objects are now charged although neither made contact with the charged object!
= += -
• The overall (net) charge is still zero since charge is conserved.
• All charge gained by one is lost by the other!
charge = -3e charge = +3e