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Do Now (10/14/13):

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Do Now (10/14/13): What is Ohm s Law? What do you know about electric circuits? In your own words, what is electric current? Sample Problem #1 Draw a series circuit ... – PowerPoint PPT presentation

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Title: Do Now (10/14/13):


1
Do Now (10/14/13)
  • What is Ohms Law?
  • What do you know about electric circuits?
  • In your own words, what is electric current?

2
ELECTRICAL CIRCUITS
  • All you need to be an inventor is a good
    imagination and a pile of junk.
  • -Thomas Edison

3
ReviewOhms Law
I V / R
I Current (Amperes) (amps) V Voltage
(Volts) R Resistance (ohms)
Georg Simon Ohm (1787-1854)
4
How you should be thinking about electric
circuits
Voltage what pushes the current through the
circuit (in this picture it would be equivalent
to gravity)
5
How you should be thinking about electric
circuits
Resistance friction that impedes flow of current
through the circuit (rocks in the river)
6
How you should be thinking about electric
circuits

Current the actual substance that is flowing
through the wires of the circuit (electrons!)
7
Would This Work?
8
Would This Work?
9
Would This Work?
10
The Central Concept Closed Circuit
11
Series and Parallel Circuits
12
Circuits
  • Can either be series or parallel.

13
20.1 Series and Parallel Circuits
  • In series circuits, current can only take one
    path.
  • The amount of current is the same at all points
    in a series circuit.

14
Series
  • Current only takes one path for electrons
  • Current flows through every part of the circuit

15
Lights in a Series
16
Series
  • If you add a resistor (like another light)
  • Total resistance goes UP since all the current
    has must go through each resistor.

17
Adding Resistors to Series
  • Current in the circuit will go DOWN (lights will
    dim)
  • If you remove a light bulb or one burns outall
    go out!

18
Current in Series
  • Current is the same at all points
  • Use Ohms Law to find current using resistance
    and voltage

19
Calculating Current Example
  • A 6 V battery is connected to

20
Voltage in Series
  • Voltage is reduced by each resistance voltage
    drop

21
Calculating Voltage Example
  • A 6 V battery is connected to a series circuit.
    If the current is 2 A, what is the voltage across
    a 2O resistor?

22
Resistance in Series
  • Add up all resistors to get total
  • Total resistance will go up because all of the
    current must go through each resistor.

23
Adding resistances in series
  • Each resistance in a series circuit adds to the
    total (or equivalent) resistance of the circuit.

Rtotal R1 R2 R3...
Total resistance (ohms)
Individual resistances
24
Calculating Resistance Example
  • A series circuit contains a 12O, 10 O and 8O
    resistor. What is the equivalent resistance?

25
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26
Circuit Symbols
27
Exit Question
  • Draw a series circuit with the following
  • A 12 V battery
  • Two 3O resistors
  • One 5O resistor
  • What is the one variable that will not change
    throughout the circuit?

28
Do Now (10/15/13)
  • Draw a series circuit diagram containing the
    following
  • A 2O resistor
  • A 1O resistor
  • A 6V battery
  • Which variable does not change throughout a
    series circuit?

29
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30
20.1 Total resistance in a series circuit
  • Light bulbs, resistors, motors, and heaters
    usually have much greater resistance than wires
    and batteries.

31
20.1 Calculate current
  • How much current flows in a circuit with a
    1.5-volt battery and three 1 ohm resistances
    (bulbs) in series?

32
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33
20.1 Voltage in a series circuit
  • Each separate resistance creates a voltage drop
    as the current passes through.
  • As current flows along a series circuit, each
    type of resistor transforms some of the
    electrical energy into another form of energy
  • Ohms law is used to calculate the voltage drop
    across each resistor.

34
Sample Problem 1
  • Draw a series circuit with two 1.5 V batteries, 3
    resistors, and a current of 0.5 A.
  • What is the total voltage of the circuit?
  • What is the resistance of each resistor?
  • What is the voltage drop across each resistor?
    Label on your circuit.

35
Do Now (10/24/13)
  • Draw an example of what you a parallel circuit
    would look like.

36
Extra Credit Opportunity
  • Open House Sunday, October 28, 12 3 PM
  • 5 service learning hours!
  • Free pizza!!
  • Extra credit!!!

37
Parallel Circuits
  • Has at least one point where current divides
  • More than one path for current to flow
  • Paths are also known as branches

38
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39
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40
Lights in Parallel
41
Parallel
  • If you add a resistor
  • Total resistance goes down
  • Total current goes up when you add another path

42
Removing a Light Bulb
  • If you remove a light bulb or one burns out, the
    others stay on because the circuit is still
    closed.

43
Current in Parallel
  • Current flows into a branching point, the same
    total current must flow out again
  • Current depends on resistance in each branch

44
Calculating Current Example
45
Voltage in Parallel
  • Voltage is the same across each branch because
    each branch is on the same wire

46
Calculating Voltage Example
47
Resistance in Parallel
  • Calculate current in each branch based on
    resistance in each branch by using Ohms Law

48
Calculating Resistance Example
49
Practice problem 2
  • Draw a parallel circuit with two resistors (one
    on each branch) and a 12 V battery.
  • What is the voltage through each resistor?
  • What is the current flowing through each branch?

50
Toll RoadCircuit Analogy
51
Toll Booth Explanation
  • Adding toll booths in series increases resistance
    and slows the current flow.
  • Adding toll booths in parallel lowers resistance
    and increases the current flow.

52
Batteries in Series and Parallel
53
  • In seriesThe voltage is increased.
  • In parallelNo change in voltage these batteries
    will last longer!

54
One More FINAL Thing
  • Two Types of Current
  • DCDirect Currentproduced by solar cells and
    chemical cells (batteries)
  • Current only flows in one direction.

55
2nd type of current
  • ACAlternating Current
  • Current flows back and forth (alternates)
  • Found in homes
  • Generators produce AC current

56
Practice
  • Work on the paper Parallel Circuits.
  • Be prepared for an exit question!

57
Exit Question
  • Draw a parallel circuit containing 3 branches
  • Each branch should have one resister (10O, 2O,
    5O)
  • The battery is 6 V
  • What is the voltage in each branch?
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