Download (A) resistance

Survey
yes no Was this document useful for you?
   Thank you for your participation!

* Your assessment is very important for improving the workof artificial intelligence, which forms the content of this project

Document related concepts

Nanofluidic circuitry wikipedia , lookup

TRIAC wikipedia , lookup

Thermal runaway wikipedia , lookup

Superconductivity wikipedia , lookup

CMOS wikipedia , lookup

Giant magnetoresistance wikipedia , lookup

Surge protector wikipedia , lookup

Rectiverter wikipedia , lookup

Opto-isolator wikipedia , lookup

Power MOSFET wikipedia , lookup

Lumped element model wikipedia , lookup

Multimeter wikipedia , lookup

Current source wikipedia , lookup

Electrical ballast wikipedia , lookup

Negative resistance wikipedia , lookup

Resistive opto-isolator wikipedia , lookup

Current mirror wikipedia , lookup

Ohm's law wikipedia , lookup

Transcript
1 of 46
© Boardworks Ltd 2007
2 of 46
© Boardworks Ltd 2007
What obstacles affect the flow of current?
How do different components affect the flow of current?
3 of 46
© Boardworks Ltd 2007
What affects the size of the current?
Current is a measure of the rate of flow of electric charge
through a circuit. A large current means that the rate of flow
is more rapid.
Current can be changed by increasing or decreasing
the voltage of the circuit.
Components in a circuit may
reduce the size of the current.
This is called resistance.
All wires and components
resist current.
Resistance is a measure of
how hard it is for electrons to
move in an electrical circuit.
4 of 46
© Boardworks Ltd 2007
What causes resistance?
Resistance is a measure of
how much a material tries to
stop electricity passing
through it.
Electricity is the flow of electrons along
a wire. As the electrons move along the
wire they collide with the metal ions in
the wire.
These collisions make the atoms vibrate
more, which makes the metal hotter.
All wires and components have some
resistance, so electrical appliances
always waste some energy as heat.
5 of 46
© Boardworks Ltd 2007
Resistance simulation
6 of 46
© Boardworks Ltd 2007
What is a resistor?
A resistor is a component designed to reduce the current.
 A variable resistor has a resistance that can be changed.
 A fixed resistor has a resistance that remains the same.
Many domestic appliances use
resistance to transfer electrical
energy to heat and light energy.
The heating element in this
kettle is a coil of metal that
resists electricity. As current is
passed through the metal,
resistance causes the metal to
get hot and so boils the water.
7 of 46
© Boardworks Ltd 2007
8 of 46
© Boardworks Ltd 2007
How can resistance be investigated?
Set up this circuit with a resistor and a variable resistor.
voltage
current
(V)
(A)
0.0
0.0
0.5
0.6
1.0
1.1
1.5
1.8
2.0
2.5
2.5
3.0
3.0
3.5
3.5
Plot a current-voltage graph of the results.
4.2
A
V
Slowly move the variable resistor
so that the voltage increases by
0.5 V and record the current for
each setting.
9 of 46
© Boardworks Ltd 2007
Investigating current and voltage
10 of 46
© Boardworks Ltd 2007
Current voltage graphs
11 of 46
© Boardworks Ltd 2007
Plotting current–voltage
results for nichrome and
copper wires on the same
graph gives straight lines
with different gradients.
At the same voltage, a
copper wire allows a larger
current than a nichrome
wire of the same size.
current (A)
Is resistance the same in all wires?
copper
nichrome
voltage (V)
This means that the copper wire has a lower resistance
than the nichrome wire. What does the gradient tell you
about resistance?
The steeper the gradient of a current-voltage
graph, the lower the resistance of the wire.
12 of 46
© Boardworks Ltd 2007
13 of 46
© Boardworks Ltd 2007
Current-voltage graph for a bulb
14 of 46
© Boardworks Ltd 2007
Current voltage graph for a diode
15 of 46
© Boardworks Ltd 2007
Current – voltage graphs
16 of 46
© Boardworks Ltd 2007
17 of 46
© Boardworks Ltd 2007
The irresistible Georg Ohm
Resistance is a measure of
how hard it is for electrons to
move in an electrical circuit.
The connection between
current, voltage and resistance
was discovered in 1827 by
Georg Ohm, a German
physics and maths teacher.
The formula R = V/I is known as
Ohm’s Law. It was such an
important discovery in electricity
that the unit of resistance is
called the ohm. This unit is
represented by the symbol W.
18 of 46
© Boardworks Ltd 2007
What is the formula/equation for Ohm’s law?
Ohm’s law is usually written as:
voltage = current x resistance
V = IxR
This formula can also be written as:
resistance =
R =
voltage
current
V
I
What are the units of voltage, current and resistance?
 Voltage is measured in volts (V).
 Current is measured in amps (A).
 Resistance is measured in ohms (W).
19 of 46
© Boardworks Ltd 2007
What does Ohm’s Law show?
What do the different arrangements of Ohm’s law show
about the links between current, voltage and resistance?
V = IxR
This version of Ohm’s Law shows that as
the voltage increases, the current increases.
The voltage and current are proportional,
while the resistance remains constant.
R =V/I
The voltage and current are proportional,
so the resistance of a material is constant,
as long as the temperature does not change.
I = V/R
For a low resistance material, more current
is allowed to flow for a given voltage.
For a high resistance material, less current
will flow at the same voltage.
20 of 46
© Boardworks Ltd 2007
Resistance formula triangle
A formula triangle helps you to rearrange a formula.
The formula triangle for V = IR is shown below.
Cover up the quantity that you have to work out and this
gives the formula needed.
…which gives
the formula…
So to find current (I),
cover up I…


I =
V
R
x
21 of 46
© Boardworks Ltd 2007
Calculating the resistance of a bulb
A filament bulb has a current
of 0.2 A running through it,
with a potential difference of
5 V across it.
What is the resistance of
the filament in the bulb?
V = IR
R = V
I
= 5V
0.2 A
= 25 W
22 of 46
© Boardworks Ltd 2007
Resistance calculations
23 of 46
© Boardworks Ltd 2007
24 of 46
© Boardworks Ltd 2007
What affects resistance?
The resistance of a wire depends on several factors:
 material
 thickness
 length
 temperature
For example, a copper wire has a lower resistance than a
nichrome wire of the same size. Copper’s excellent ability
to conduct electricity means it is often used in wiring.
What experiments could be used to test how length
and thickness affect resistance?
25 of 46
© Boardworks Ltd 2007
Investigating resistance and length
26 of 46
© Boardworks Ltd 2007
How does length affect resistance?
The table shows the resistance of different lengths of wire.
What general pattern do these results show?
length
(cm)
voltage
(V)
current
(A)
resistance
(W)
5
2.6
5.0
0.52
10
2.9
4.3
0.67
20
3.0
2.1
1.48
When the length of the wire increases, resistance increases.
Why would increasing the length of the wire result in a
increase in resistance?
27 of 46
© Boardworks Ltd 2007
Why does length affect resistance?
The effect of length of a wire on resistance can be
understood by looking at the atomic structure.
Resistance is caused by electrons colliding with metal ions.
When the length of the wire is increased, the electrons
have to travel further. So the chance of collisions will
increase, causing the resistance to increase.
28 of 46
© Boardworks Ltd 2007
Investigating resistance and thickness
29 of 46
© Boardworks Ltd 2007
How does thickness affect resistance?
The table shows the resistance of different thicknesses of
wire.
What general pattern do these results show?
thickness
(mm)
voltage
(V)
current
(A)
resistance
(W)
1
3.0
2.1
1.48
2
2.9
4.3
0.67
4
2.6
5.0
0.52
When the thickness of the wire increases, resistance
decreases.
Why would increasing the thickness of the wire result in a
decrease in resistance?
30 of 46
© Boardworks Ltd 2007
Why does thickness affect resistance?
Increasing the thickness
of a wire increases the
surface area that the
electrons can flow
through.
This decreases the
chance of collisions
with metal ions.
In thick materials the
charge carrying
particles are able to
move through the
conductor more easily,
reducing resistance.
31 of 46
© Boardworks Ltd 2007
How does temperature affect resistance?
If a component obeys Ohm’s law, then decreasing the
temperature decreases the resistance of the material.
This is because the positively charged ions in the metal do
not vibrate as fast, and the electrons can flow more easily.
A superconductor is a
material that conducts
electricity with very little
resistance at very low
temperatures.
Superconductors can be
used to make very fast
circuits and to make
magnets levitate.
32 of 46
© Boardworks Ltd 2007
Resistance – true or false?
33 of 46
© Boardworks Ltd 2007
How is resistance affected in a series circuit?
When two (or more) resistors are
connected in series, the combined
resistance is higher than the
individual resistors.
There is only one path for the
current to travel, which means
that it flows through the resistors
one after the other.
This has the same effect as
using a longer piece of wire.
total resistance in series
= R1 + R2
34 of 46
4W
2W
Total resistance
= R1 + R2
= 4W + 2W
= 6W
© Boardworks Ltd 2007
Calculating resistance in series
What is the total resistance for each of these circuits?
Total resistance = R1 + R2
6W
34 W
= 6 W + 34 W
= 40 W
Total resistance = R1 + R2
= 15 W + 5 W
15 W
35 of 46
5W
= 20 W
© Boardworks Ltd 2007
How is resistance affected in a parallel circuit?
When two (or more) resistors
are connected in parallel, the
current splits at the branches
and does not go through each
resistor.
This means the total combined
resistance is less than any of
the individual resistors.
This has the same effect as
using a thicker piece of wire.
1
1
1
=
+
total resistance
R1
R2
in parallel
36 of 46
4W
2W
Total resistance
= R1 x R2
R1 + R2
= 4W x 2W
4W + 2W
= 1.33W
© Boardworks Ltd 2007
Calculating resistance in parallel
What is the total resistance for each of these circuits?
8W
6W
5W
5W
37 of 46
Total resistance = R1 x R2
R1 + R2
= 8 W x 6W
8W + 6W
= 3.4 W
Total resistance = R1 x R2
R1 + R2
= 5W x 5W
5W + 5W
= 2.5 W
© Boardworks Ltd 2007
Resistors in a circuit
38 of 46
© Boardworks Ltd 2007
39 of 46
© Boardworks Ltd 2007
How can resistance be used?
When a material resists current, some of the electrical energy
is transferred to heat or light. This property of resistance is
used in many electrical appliances.
Hairdryers and electric heaters
contain coils of nichrome wire.
Nichrome, an alloy of nickel
and chromium, resists current
and gets very hot.
Filament light bulbs contain tungsten.
Tungsten resists current and gets so
hot that it glows. This is why bulbs
waste energy as heat.
40 of 46
© Boardworks Ltd 2007
Uses of resistors
41 of 46
© Boardworks Ltd 2007
Resistor circuit diagram symbols
42 of 46
© Boardworks Ltd 2007
Resistor circuit diagram symbols
43 of 46
© Boardworks Ltd 2007
44 of 46
© Boardworks Ltd 2007
Glossary
 diode – A component that allows current to flow in one
direction only.
 light dependent resistor – A component whose






resistance changes in response to light intensity.
ohm – The unit of electrical resistance, named after
Georg Ohm.
Ohm’s law – Formula used to relate current, voltage and
resistance, if the temperature remains constant. R = V/I.
resistance – The opposition to the flow of charge.
resistor – A component that opposes the flow of charge.
thermistor – A component whose resistance changes in
response to temperature.
variable resistor – A component whose resistance can be
adjusted to vary the amount of current.
45 of 46
© Boardworks Ltd 2007
Anagrams
46 of 46
© Boardworks Ltd 2007
Multiple-choice quiz
47 of 46
© Boardworks Ltd 2007