Chapter 01 Upelek 1
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Transcript of Chapter 01 Upelek 1
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MALVINO & BATES
SEVENTH EDITION
Electronic
PRINCIPLES
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Introduction
Topics Covered in Chapter 1
• Voltage sources
• Current sources
• Thevenin’s Theorem
• Norton’s Theorem
• Troubleshooting
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Ideal voltage sourceMaintains a constant output voltage, regardless of
the value of RL.The ideal model can be called
the first approximation.
RL10 V VRL= 10 Volts
An ideal source has no internal resistance
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Real Voltage SourceHas an internal resistance in series with the source
This model is called the
the second approximation.
RL10 V
RS
VRL< 10 Volts
When RL is equal to or greater than 100 times RS, a real
voltage source is stiff and the first approximation can be used.
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Ideal current sourceMaintains a constant output current,
regardless of the value of RL.
The ideal model can be called
the first approximation.
RL1 A IRL= 1 Ampere
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Real current sourceHas a large internal resistance in parallel with the source
RL1 A IRL< 1 AmpereRS
This model is called the the second approximation.
When RS is equal to or greater than 100 times RL, a real
current source is stiff and the first approximation can be used.
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Thevenin’s Theorem
• Used to replace any linear circuit with anequivalent voltage source called VTH and an
equivalent resistance called RTH
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Thevenin’s Theorem
• Used to replace any linear circuit with anequivalent voltage source called VTH and an
equivalent resistance called RTH
Example Original Circuit :
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Thevenin’s theorem can be used to replace any
linear circuit with an equivalent voltage source
called VTH and an equivalent resistance called RTH.
6 kΩ 4 k
Ω
RL72 V 3 kΩ
Remove the load.Calculate or measure VTH
across the open terminals.
VTH
Remove the source.Calculate or measure
Thevenin’s resistance (RTH)
RTH
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Thevenin’s Voltage
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The input impedance of a voltmeter should be at least 100 times
greater than the Thevenin resistance to
avoid meter loading.
Voltmeter Tip
DMMs are usually not a problem since they
typically have an input impedanceof 10 M
Ω
Meter loading errors cause
inaccurate measurements.
Th i E i l t Ci it
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6 kΩ
4 kΩ
3 kΩ
RL72 V
6 kΩ
(RTH)
RL24 V (VTH)
Original
circuit
Theveninequivalent circuit
Thevenin Equivalent Circuit
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Norton’s Theorem
Used to replace any linear circuit with an equivalentcurrent source called IN and an equivalent resistance
called RN
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Norton’s Resistance
Short the load to find IN.RN is the same as RTH.
6 kΩ 4 k
Ω
3 kΩ RL72 V INRN
Example Original Circuit :
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Norton’s Current
IN = 4 mA
RN = 6 KΩ
N t E i l t Ci it
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6 kΩ
4 kΩ
3 kΩ
RL72 VThe original
circuit
The Nortonequivalent circuit 6 kΩ (RN)RL4 mA (IN)
Norton Equivalent Circuit
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The Norton
dual 6 kΩ (RN)RL4 mA (IN)
6 kΩ
(RTH)
RL24 V (VTH)A Theveninequivalent circuit
RN
= RTH IN =
VTH
RTHCircuit Conversion
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Solder and Connector Problems
•A solder bridge between two lineseffectively shorts them together.
• A cold solder joint is effectively an open
circuit.
• An intermittent trouble is one that
appears and disappears (could be a coldsolder joint or a loose connection).
T bl h i
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Troubleshooting• Finding out why a circuit is not doing what it is
supposed to do
• Common problems are opens and shorts
• An open device:
– The current through it is zero.
– The voltage across it is unknown.
– V = zero x infinity {indeterminate}
• A shorted device:
– The voltage across it is zero.
– The current through it is unknown.
– I = 0/infinity {indeterminate}
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10Ω 100 k
Ω
10Ω
12 V 100 kΩ
A troubleshooting example:
Do the two 10Ω
resistors form
a stiff voltage divider?
Why?
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A troubleshooting example:
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10 Ω 100 kΩ
10Ω
12 V 100 kΩ
A troubleshooting example:
What are the expected
voltages in this circuit?
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10Ω 100 k
Ω
100 kΩ
V10Ω
12 V
A troubleshooting example:
What are some causes for
this voltage (V) being too high?
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10Ω 100 k
Ω
100 kΩ
V10Ω
12 V
A troubleshooting example:
What are some causes for
this voltage (V) being too low?