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Electric Charge

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Electric Charge
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Electric Charge

When a rubber rod is rubbed against fur, electrons

are removed from the fur and deposited on the rod.

Electrons negative

move from - -

positive

fur to the - -

++++

rubber rod.







The rod is said to be negatively charged because of an

excess of electrons. The fur is said to be positively

charged because of a deficiency of electrons.

Glass and Silk

When a glass rod is rubbed against silk, electrons are

removed from the glass and deposited on the silk.



glass Electrons positive

move from + +

glass to the negative + +

silk silk cloth. - - - -





The glass is said to be positively charged because of a

deficiency of electrons. The silk is said to be

negatively charged because of a excess of electrons.

The Electroscope

Laboratory devices used to study the

existence of two kinds of electric charge.









Pith-ball Gold-leaf

Electroscope Electroscope

The First Law of Electrostatics



Like charges repel; unlike charges attract.









Neg

Pos Neg

Pos Neg Pos

The Quantity of Charge

The quantity of charge (q) can be defined in

terms of the number of electrons, but the

Coulomb (C) is a better unit for later work. A

temporary definition might be as given below:



The Coulomb: 1 C = 6.25 x 1018 electrons



Which means that the charge on a single electron is:



1 electron: e- = -1.6 x 10-19 C

Units of Charge

The coulomb (selected for use with electric

currents) is actually a very large unit for static

electricity. Thus, we often encounter a need to

use the metric prefixes.





1 mC = 1 x 10-6 C 1 nC = 1 x 10-9 C





1 pC = 1 x 10-12 C

Coulomb’s Law

The force of attraction or repulsion between two

point charges is directly proportional to the product

of the two charges and inversely proportional to the

square of the distance between them.



F

- q q’ +

qq '

r F 2

F F r

q q’

- -

Calculating Electric Force

The proportionality constant k for Coulomb’s

law depends on the choice of units for charge.



kqq ' Fr 2

F  2 where k 

r qq '

When the charge q is in coulombs, the distance r is

in meters and the force F is in newtons, we have:



9 Nm

2 2

Fr

k  9 x 10

qq ' C2

CONCLUSION: Chapter 18

Electric Force


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