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STATIC ELECTRICITY
Definition
This is the type of electricity due to charges in electrons which do not move.
Or
This is the type of electricity due to stationary charges.
Electrostatics
This is the study of stationary electric charges.
TYPES OF CHARGES
There are two types of charges;
- Positive charge
- Negative charge
Positive charge
-This is the type of charge with deficiency number of electrons.
Negative charge
-This is the type of charge with excessive number of electrons.
FUNDAMENTAL LAW OF ELECTROSTATICS
-It is calledĀ ‘first coulombsā law that states ālike charges repel while unlike charges attract each otherā.
CHARGING OF THE BODY (ELECTRIFICATION)
-This is the process of either adding or removing charged electrons from a body.
Ā METHODS OF CHARGING A BODY
There are three methods of charging the body and these are;
- By friction or rubbing
- By contact
- By induction
1. BY FRICTION/ RUBBING
This is the method of charging a body by rubbing one body on the other.
When an ebonite rod is rubbed on fur some of the electrons are transferred from the fur to the ebonite. Therefore the ebonite becomesĀ negatively chargedĀ while fur transferred from the fur to the ebonite. Therefore the ebonite becomesĀ negatively chargedĀ while fur becomesĀ positively charged.
While when the glass rod is rubbed in silk electron will be transferred from glass rod to silk, the glass rod will beĀ positively chargedĀ while silk will beĀ negatively charged.
2. BY CONTACT
This is the method of charging the body by touching each other. Letās say x is positively charged and y is negatively charged.
Then the positive charge will be transferred to body y, and then after sometime they will repel each other since they will haveĀ equal charge.
3. BY INDUCTION
This is the method of charging the body without touching. Let body x be negatively charged while body y lies both positive and negative.
When x and y are brought together.
Charges from xĀ will be separated as shown due to the law of electrostatics. Upon earthing of y negative charges will be migrating the earth and body y will remain positive charged.
Let body x be positive while body y with both positive and negatively charged.
When they are brought near to each other
If body y is touched
THE GOLD LEAF ELECTROSCOPE
Is an instrument or device for identifying the presence of electrons i.e. charge on an object.
Ā An electrophorus
This is an instrument that is used to determine the presence of charge.
An electrophorus works by induction and hence can be used to generate positive charge from a single negative charge.
The charge produced on the insulatingĀ bulb is negative the top are then placed on it since the surface are only in contact at relatively few points a positive charged induced on the lower surface and a corresponding negative charge is produced on its top surface .
The top of the upper disc is then touched with a finger there by carrying in away the negative charge to the earth. This is known asĀ earthing.
Ā Uses of the electrophorus
An electrophorus is used in the laboratory to produce electric esparto.
Testing the sign of the chargeĀ
Ā Identifying the insulating properties of a material, the electroscope is positively charged can be used to test per insulation property of the material.
If a material is placed near a cap of the machine the metal leaf wings converge and diverge slowly on that of the material is an insulator.
A conductorĀ – is a material which conducts heat and electricity easily.
InsulatorĀ – is a material which does not conduct heat and electricity.
Examples;
- Wood
- Plastic
- Rubber
ā¢Detecting the presence of a charge in the body or on a body.
TOPIC 1: STATIC ELECTRICITY – PHYSICS NOTES FORM 2
Charge distribution in a conductor
a) Spherical Conductor
In a spherical conductor charge is distributed equaly throughout the conductor.
Spherical Conductor
b) Pearl Shaped Conductor
In a pearl shaped conductor more changes accumulate on the sharp corners of a conductor than the other parts.
Pearl Shaped Conductor
c) HollowĀ Conductors
Charge distribution in a hollow conductors, such as a hollow cylinder in the figure below Is only on the outside of the cylinder. The inside of the cylinder has no charge
Hollow Conductor
Capacitor
This is a device which is used for storing the amount of charge.
Capacitor is used in:
- Television
- Radios
- Computer
ā¢A capacitorĀ stores chargesĀ by keeping them in its plates.
Dielectric material
This is a medium placed between the plates of a capacitor. It is supposed to be an insulator.
Ā Examples of dielectric material are;
- Paper
- Mica
- Electrolyte
- Vacuum
Capacitance (c)
This is the ability of a capacitor to store electric charges.
Always the amount of charge stored is directly proportional to the potential difference.
Q α vā¦ā¦ā¦ā¦.. (1)
α is directly proportional
Q = cv
Where by c- capacitance
The SI unit of capacitance isĀ Faraday
Other units are;
- Mil- mF = 1×10-3Ā F
- Micro āµF = 1x 10-6Ā F
- Nano āF = 1 x10-9Ā F
- Pico āĀ F = 1x 10-12Ā F
Example
- A capacitor of capacitance 200mF is allowed to charge. The P.d between the plates is 10Volts. How much charge will accumulate on the plate during the period of changing data?
DATA
C=200mf=200 x 10-6Ā F
v=10v
Q=?
Q= CV
SOLUTION
Q =200 x100-6x10
Q =2 x102Ā x10-6Ā x10
Q =2 x 10-3Ā C
The SI unit of the charge isĀ coulombs
2. A 3mf capacitor has a potential difference of 12V. Determine the total charge.
DATA
C=mf=3 x10-3F
V=12V
Q =?
Q =CV
SOLUTION
Q =3 x10-3Ā x12
Q =36 x10-3Ā C
The total charge is 36 x10-3Ā C
TYPES OF CAPACITOR
Capacitors are categorized in:
- Paper or plastic capacitor
This is a type of capacitor which uses paper or plastic as dielectric material.
Ā Ā Ā 2. Mica capacitor
This is the type of a capacitor which uses the electrolyte as a dielectric materials i.e. water
All capacitor can be categorized due to theories;
- Cylindrical capacitor
- Spherical capacitor
Ā COMBINATION OF CAPACITORS
Capacitors can be combined inĀ seriesĀ orĀ parallel.
SERIES COMBINATION
When capacitors are arranged in series each capacitor will have the same charge but with different potential difference.
Therefore capacitors arranged in series the total or equivalent capacitance given by;
Parallel combination
When capacitors are arranged in parallel they will have the same potential difference but their charge will differ;
Total charge (QT)
QTĀ =Ā Q1+Q2+Q3
But Q = CV
Q1V = C1V+C2V+C3V
CTĀ = c1+c2+c3
For the parallel combination of the capacitor their equivalent or total capacitance is given by;
CTĀ = C1+C2+C3
Example
1.Three capacitors A, B and C are arranged in series. Their capacitance were given 10µc, 20µc, and 30µc. Calculate the value of a single capacitor that would replace them.
DATA
Capacitor series
C1=10µc
C2=20µc
C3=30µc
SOLUTION
CT=5.45µc
2. A 1000µf capacitor has been charged to a Potential difference of 25V. What is the charge on the plate of a capacitor?
Ā DATA
Capacitance= 1000µf = 1000 x 10-6
P.d = 25V
Charge (Q)
Q = CV
SOLUTION
Q = 1000 x 10-6Ā x 25
Q = 1 x 10-3Ā x 25
Q = 25 x 10-3
Q = 0.025c
The charge on the capacitor is 0.025 coulombs.
3. A capacitor of capacitance 250µf is allowed to change until the potential difference between the charges is 10V how much a charge accumulates on the plates during the charging process.
Data
Capacitance (C) = 250µf = 250 x10-6
P.d (V) =10V
Q=CV
SOLUTION
Q=250 x10-6Ā x10V
Q=250 x 10-5C
Q=0.0025C
4.What value of the capacitor could be used to replace a set of 5µf, 10µf and 15µf capacitors connected in series
Solution
Take the reciprocal of the value
CT= 2.727µf.
5. Three capacitors of values 2µf, 3µf and 6µf are connected in series and in parallel. What is the equivalent capacitance in each case?
Solution
When connected in series
=1µf
Case 2 parallel
CT=C1+C2+C3
CT=2+3+6
CT=11µf
6.Find the equivalent capacitance of the diagram shown and the total quantity of charge stored given that the total potential difference of the circuit is 10V
Solution
C1= 2f
C2= 3f
C3Ā = 4f
Since C2, C3 are in parallel
C4Ā = C2+C3
= 3+4
= 7f
Since C1Ā and C4Ā are in series then
Take the reciprocal
Total charge
Q= C1V1
Q=15.56C
7. A capacitor of two parallel plates capacitated by air has a capacitance of 15pF. A potential difference of 18 volts is applied across the plates. Determine the charge on the capacitor
Solution
Capacitor = 15pf = 15 x10-12
V = 18V
Q = CV
= 15 x 10-12Ā X 18V
Q = 270 x10-12C
(b) If the space between is filled with mica the capacitor ratio increase to 240pF
How much more charge can be put on the capacitor if there is 1.8V supply?
Solution
Capacitance =240pf = 240 x 10-12f
Volts = 1.8v
Q=CV
Q=240 x10-12Ā x 18
Charge will be 4.32 x10-9C
FACTORS AFFECTING CAPACITANCE OF A CAPACITOR
1. Cross section area (A) of the plates.
As the cross section area increases, the capacitance also increases.
C α A ā¦..(i)
2. Distance of the separation of the plates.
Ā
Ā As the distance increases the capacitance decreases.
3.Ā Di electric material
The capacitance varies with the variation of the dielectric material.
Combining equation i and ii
G =permittivity of free space.
Examples
1. A capacitor of 2mm2Ā cross section area and distance of separation of the plate of 2mm is connectedĀ Ā to a Potential difference of 20V.
2. Find the capacitance of a capacitor
3. Amount of the charge stored
Solution
A=2mm2
d=2mm
V=20volts
C=?
Q=?
G=1.8 x10-12
C=1.8 x 10-15
Q = CV
Q= 1.8 x 10-15Ā x20
Charge = 3.6 x 10-14C
Lighting Conductor
Lightning is huge discharge of static electric charges between clouds or cloud and the ground.
A lightning conductor is a metal rod attached to a building and connected to a think copper strip that leads into the ground. Its tio has sharp spikes.
Lightning conductors can help to protect building and other structures from lightning strikes.
The lightning conductor is placed above the highest point on the building because lightning tends to hit the highest object within its region or path.
When lightning strikes the conductor ,electric flow along the wire and dissipated to the ground there by protecting the building.
Ā Ā Ā Ā Ā Ā Ā Ā Ā Ā Ā Ā Ā Lightning Conductor
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