Static Electricity

Gap-fill exercise

Fill in all the gaps.
   approximate      attract      C      charge      charges      Clothes      conductor      d      deflection      distance      distinguish      electrodes      electrons      Explosion      F      field      finger      force      friction      greater      high      inside      inversely      lines      minimal      multiple      near      negative      negatively      neutral      no      oil      outside      Photocopier      positive      positively      product      proof      protons      Q      relative      repel      rod      semolina      square      stand      together      touch   
Static Electricity

If an object has more than protons it is charged, if the object has more that electrons then it is charged).

Electrons can be lost or gained by .

Opposite charges ; similar charges each other.

The symbol for is Q.

The unit of charge is the Coulomb – symbol is .

The Gold Leaf Electroscope

If the Gold Leaf Electroscope is uncharged, the leaves will fall .

If the leaves become charged – either positively or negatively – the leaves will apart.

Functions:
1. To detect
2. To between positive and negative charge
3. To indicate size of a charge
4. To test if an object is a or an insulator

Earthing

If an object becomes charged (due to a build-up of electrons say), and the object is then ‘earthed’ (connected to earth), the electrons will separate as much as possible, resulting in most of them quite literally ‘going to earth’.

The object then becomes .

Charging a Gold Leaf Electroscope object by Induction

To Charge an Insulated Conductor Positively


1. Bring a negatively charge object the plate; the positive and negative charges become separated on it.
2. Keeping the charged object in place, the metal with your .
3. Some of the negative charge on the metal flows through you to earth.
4. Remove your , then and only then remove the .
5. The conductor will now be charged.



Coulomb’s Law

Coulomb’s Law states that the between two point is proportional to the of the and proportional to the of the between them.


Mathematically: F ∝ 1 X 2

And F ∝ 1 / 2




Relative Permittivity

Because all other mediums have a larger permittivity than a vacuum (or air), we can say that their value is some of the permittivity of a vacuum. i.e. ε o
is the minimum value that ε can have; any other medium will have a higher value (because it would reduce the force between two point charges).

In fact there is a term for this multiple; it is called the permittivity of the medium.

It is given the symbol ε r


Mathematically the permittivity of any medium ε can be calculated from the following:

ε = ε o X ε r

Where ε o is permittivity of a vacuum (or air)

Electric Fields

Electric field lines: The convention is that lines come out of charges and go into charges.

Electric field strength (E) at a point is the per unit at that point.

E = /

The unit of Electric Field Strength is the Newton per Coulomb (N C-1).

To Demonstrate Electric Field Patterns

1. Pour some into the petri-dish and sprinkle on some powder.
2. Connect a voltage source (about 2,000 Volts) to the metal .
3. Result: The semolina up in the direction of the , showing the electric field.


Distribution of Charge on an Insulated Conductor

1. All static charge resides on the of a conductor.

Demonstration

1. Charge the conductor (a metal can will do fine).
2. Using a plane, touch the of the can and bring it up to the Gold Leaf Electroscope.
3. Notice that there is deflection.
4. Touch the proof plane off the of the can and bring it up to the Gold Leaf Electroscope.
5. Notice that there is a .
6. Conclusion: charge resides on only

Application:

A Van de Graff Generator is used to generate a large build-up of which resides on the outside surface of the dome.

2. Static Charge on a conductor tends to accumulate where the conductor is most pointed

Demonstration

1. Charge a pear-shaped conductor .
2. Use a proof plane to bring charge from the curved end to the Gold Leaf Electroscope, and note that there is a deflection.
3. Use a proof plane to bring charge from the pointed end to the Gold Leaf Electroscope, and note that the deflection is much .
4. Conclusion: Most of the charge is at the pointed end.

Point Discharge (also known as ‘The Point Effect’)

We have seen that on a pear-shaped conductor, most charge accumulates on the pointed end .
Now let’s assume the object is charged negatively.

If the build-up of charge at the pointed end is sufficiently large, it can attract nearby ions from the air and cause them to accelerate towards the pointed end.

En route, these ions are likely to crash off other molecules, causing them to become ionised (by knocking off the atoms).

Ions with opposite charge to that on the point move towards this end and neutralise the charge on it.

Ions with the same charge move away from this end creating an ‘electric wind’.

Everyday Effects of Static Electricity
1. Dust on Television Screens
2. Static on

Applications of Electric fields
1. Precipitators (Used to extract smoke particles from the air.
2. Xerography ( machines)

Industrial Hazards
1. Explosion in flour-mills
2. when fuelling aircraft
3. Damage to integrated circuits.
4. Electric shock