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Unit 7, Chapter 21 CPO Science Foundations of Physics

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Unit 7, Chapter 21. CPO Science Foundations of Physics. Unit 7: Electricity and Magnetism. Chapter 21 Electric Charges and Forces. 21.1 Electric Charge 21.2 Coulomb’s Law 21.3 Capacitors. Chapter 21 Objectives. Describe and calculate the forces between like and unlike electric charges. - PowerPoint PPT Presentation

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Page 1: Unit 7, Chapter 21

Unit 7, Chapter 21

CPO ScienceFoundations of Physics

Page 2: Unit 7, Chapter 21

Unit 7: Electricity and Magnetism

21.1 Electric Charge

21.2 Coulomb’s Law

21.3 Capacitors

Chapter 21 Electric Charges and Forces

Page 3: Unit 7, Chapter 21

Chapter 21 Objectives1. Describe and calculate the forces between like

and unlike electric charges.

2. Identify the parts of the atom that carry electric charge.

3. Apply the concept of an electric field to describe how charges exert force on other charges.

4. Sketch the electric field around a positive or negative point charge.

5. Describe how a conductor shields electric fields from its interior.

6. Describe the voltage and current in a circuit with a battery, switch, resistor, and capacitor.

7. Calculate the charge stored in a capacitor.

Page 4: Unit 7, Chapter 21

Chapter 21 Vocabulary Terms charge electrically

neutral static electricity positive charge negative charge electric forces charge by

friction electroscope protons neutrons

electrons gravitational

field charged induction Coulomb’s law capacitor parallel plate

capacitor microfarad coulomb electric field

capacitance charge polarization shielding test charge farad field inverse square law discharged

field lines

Page 5: Unit 7, Chapter 21

21.1 Electric Charge

Key Question:

How do electric charges interact?

*Students read Section 21.1 AFTER Investigation 21.1

Page 6: Unit 7, Chapter 21

21.1 Electric Charge All ordinary matter

contains both positive and negative charge.

You do not usually notice the charge because most matter contains the exact same number of positive and negative charges.

An object is electrically neutral when it has equal amounts of both types of charge.

Page 7: Unit 7, Chapter 21

21.1 Electric Charge

Objects can lose or gain electric charges.

The net charge is also sometimes called excess charge because a charged object has an excess of either positive or negative charges.

A tiny imbalance in either positive or negative charge on an object is the cause of static electricity.

Page 8: Unit 7, Chapter 21

21.1 Electric Charge Electric charge is a

property of tiny particles in atoms.

The unit of electric charge is the coulomb (C).

A quantity of charge should always be identified with a positive or a negative sign.

Page 9: Unit 7, Chapter 21
Page 10: Unit 7, Chapter 21

21.1 Electric forces Electric forces are created between all electric

charges.

Because there are two kinds of charge (positive and negative) the electrical force between charges can attract or repel.

Page 11: Unit 7, Chapter 21

21.1 Electric forces The forces between the two kinds of charge

can be observed with an electroscope.

Page 12: Unit 7, Chapter 21

21.1 Electric forces Charge can be transferred by conduction.

Page 13: Unit 7, Chapter 21

21.1 Electric current

In conductive liquids (salt water) both positive and negative charges carry current.

In solid metal conductors, only the electrons can move, so current is carried by the flow of negative electrons.

The direction of current was historically defined as the direction that positive charges move.

Both positive and negative charges can carry current.

Page 14: Unit 7, Chapter 21

21.1 Electric current

Current is the movement of electric charge through a substance.

Current (amps)

Charge that flows

(coulombs)

Time (sec)

I = q t

Page 15: Unit 7, Chapter 21

21.1 Calculate current

Two coulombs of charge pass through a wire in five seconds.

Calculate the current in the wire.

Page 16: Unit 7, Chapter 21

21.1 Conductors and insulators

All materials contain electrons.

The electrons are what carry the current in a conductor.

The electrons in insulators are not free to move—they are tightly bound inside atoms.

Page 17: Unit 7, Chapter 21

21.1 Conductors and insulatorsA semiconductor has a few free electrons and atoms with bound electrons that act as insulators.

Page 18: Unit 7, Chapter 21

21.1 Conductors and insulators When two neutral objects

are rubbed together, charge is transferred from one to the other and the objects become oppositely charged.

This is called charging by friction.

Objects charged by this method will attract each other.

Page 19: Unit 7, Chapter 21
Page 20: Unit 7, Chapter 21

21.2 Coulomb's Law Coulomb’s law relates the force between

two single charges separated by a distance.

Force (N)

Constant9 x109 N.m2/C2

Distance (m)

F = K q1 q2

r2

Charges (C)

Page 21: Unit 7, Chapter 21
Page 22: Unit 7, Chapter 21

21.2 Coulomb's Law

The force between two charges gets stronger as the charges move closer together.

The force also gets stronger if the amount of charge becomes larger.

Page 23: Unit 7, Chapter 21

21.2 Coulomb's Law

The force between two charges is directed along the line connecting their centers.

Electric forces always occur in pairs according to Newton’s third law, like all forces.

Page 24: Unit 7, Chapter 21

21.1 Coulomb's Law

The force between charges is directly proportional to the magnitude, or amount, of each charge.

Doubling one charge doubles the force.

Doubling both charges quadruples the force.

Page 25: Unit 7, Chapter 21

21.1 Coulomb's Law The force between charges

is inversely proportional to the square of the distance between them.

Doubling the distance reduces the force by a factor of 22 = (4), decreasing the force to one-fourth its original value (1/4).

This relationship is called an inverse square law because force and distance follow an inverse square relationship.

Page 26: Unit 7, Chapter 21

21.2 Calculating force

Two balls are each given a static electric charge of one ten-thousandth (0.0001) of a coulomb.

Calculate the force between the charges when they are separated by one-tenth (0.1) of a meter.

Compare the force with the weight of an average 70 kg person.

Page 27: Unit 7, Chapter 21

21.2 Fields and forces The concept of a field is used to describe any

quantity that has a value for all points in space. You can think of the field as the way forces are

transmitted between objects. Charge creates an electric field that creates

forces on other charges.

Page 28: Unit 7, Chapter 21

21.2 Fields and forces Mass creates a gravitational field that

exerts forces on other masses.

Page 29: Unit 7, Chapter 21

21.2 Fields and forces Gravitational forces are far weaker than

electric forces.

Page 30: Unit 7, Chapter 21
Page 31: Unit 7, Chapter 21

21.2 Drawing the electric field

Page 32: Unit 7, Chapter 21

21.2 Electric fields and electric force On the Earth’s surface, the gravitational field

creates 9.8 N of force on each kilogram of mass.

With gravity, the strength of the field is in newtons per kilogram (N/kg) because the field describes the amount of force per kilogram of mass.

Page 33: Unit 7, Chapter 21

21.2 Electric fields and electric force With the electric field, the strength is in

newtons per coulomb (N/C).

The electric field describes the amount of force per coulomb of charge.

Page 34: Unit 7, Chapter 21
Page 35: Unit 7, Chapter 21

21.2 Accelerators An electric field can be

produced by maintaining a voltage difference across any insulating space, such as air or a vacuum.

Electric fields are used to create beams of high-speed electrons by accelerating them.

Electron beams are used in x-ray machines, televisions, computer displays, and many other technologies.

Page 36: Unit 7, Chapter 21

21.2 Electric shielding Electric fields are created all

around us by electric appliances, lightning, and even static electricity.

These stray electric fields can interfere with the operation of computers and other sensitive electronics.

Many electrical devices and wires that connect them are enclosed in conducting metal shells to take advantage of the shielding effect.

Page 37: Unit 7, Chapter 21

21.2 Coulomb’s Law

Key Question:

How strong are electrical forces?

*Students read Section 21.2 BEFORE Investigation 21.2

Page 38: Unit 7, Chapter 21

21.3 Capacitors

A capacitor is a storage device for electric charge.

Capacitors can be connected in series or parallel in circuits, just like resistors.

Page 39: Unit 7, Chapter 21

21.3 Capacitors A capacitor can be charged by connecting it to a

battery or any other source of current. A capacitor can be discharged by connecting it

to any closed circuit that allows current to flow.

Page 40: Unit 7, Chapter 21

21.3 Capacitors

The current flowing into or out of a particular capacitor depends on four things:

1. The amount of charge already in the capacitor.

2. The voltage applied to the capacitor by the circuit.

3. Any circuit resistance that limits the current flowing in the circuit.

4. The capacitance of the capacitor.

Page 41: Unit 7, Chapter 21

21.3 How a capacitor works inside The simplest type of

capacitor is called a parallel plate capacitor.

It is made of two conductive metal plates that are close together, with an insulating plate in between to keep the charges from coming together.

Wires conduct charges coming in and out of the capacitor.

Page 42: Unit 7, Chapter 21

21.3 How a capacitor works inside

The amount of charge a capacitor can store depends on several factors:

1. The voltage applied to the capacitor.2. The insulating ability of the material

between the positive and negative plates.3. The area of the two plates (larger areas can

hold more charge).4. The separation distance between the plates.

Page 43: Unit 7, Chapter 21

21.3 Capacitance

The ability of a capacitor to store charge is called capacitance (C).

Charge

(C)

Capacitance(coulombs/volt)

q = C V

Voltage (volts)

Cameras use capacitors to supply quick bursts of energy to flash bulbs.

Page 44: Unit 7, Chapter 21

21.3 Capacitance

Capacitance is measured in farads (F).

A one-farad capacitor can store one coulomb of charge when the voltage across its plates is one volt.

One farad is a large amount of capacitance, so the microfarad (μF) is frequently used in place of the farad.

Page 45: Unit 7, Chapter 21

21.3 Calculate capacitance

A capacitor holds 0.02 coulombs of charge when fully charged by a 12-volt battery.

Calculate its capacitance and the voltage that would be required for it to hold one coulomb of charge.

Page 46: Unit 7, Chapter 21

21.3 Capacitors

Key Question:

How does a capacitor work?

*Students read Section 21.3 BEFORE Investigation 21.3

Page 47: Unit 7, Chapter 21

Application: How a Television Works