Похожие презентации:
Practice 1
1.
Series CircuitsParallel Circuits
OEk 1115 - Fundamentals of Electronics | Practice 1
2.
OutlineSeries Circuits
Parallel Circuits
Applications of Ohm’s Law
Kirchhoff’s Voltage Law
Kirchhoff’s Current Law
3.
Series CircuitsA series circuit provides only one path for current between two points so that the
current is the same through each series resistor.
4.
Resistors in SeriesExample. Calculate the total resistance RT, for each circuit.
5.
Resistors in SeriesExample. Determine the value of R4 in the circuit.
6.
Resistors in SeriesSolution:
7.
Current in a Series Circuit8.
Current in a Series CircuitA milliammeter is connected between points A and B. It measures 50 mA. If you
move the meter and connect it between points C and D, how much current will it
indicate? Between E and F?
9.
Current in a Series CircuitExample. Find the current in the circuit
10.
Current in a Series CircuitExample. The current in the circuit is 1 mA. For this amount of current, what must
the source voltage Vs be?
11.
Current in a Series CircuitCalculate the voltage drop across each resistor, and find the value of Vs.
To what value can be raised if the current is to be limited to 5 mA?
12.
Example of series-aiding voltage sourcesExample. What is the total source voltage Vs(tot)?
13.
Kirchhoff’s Voltage LawExample. Determine the unknown voltage drop, V3.
14.
Kirchhoff’s Voltage LawExample. Find the value of R4.
15.
Voltage DividerExample. Determine V1 (the voltage across R1) and V2 (the voltage across R2) in
the circuit.
16.
Voltage DividerExample. Calculate the voltage drop across each resistor in the circuit.
17.
Power in Series CircuitsThe power dissipated by each individual resistor in a series circuit contributes to
the total power in the circuit. The individual powers are additive.
The total amount of power in a series resistive circuit is equal to the sum of the
powers in each resistor in series.
18.
Power in Series CircuitsPower formulas are applicable to series circuits.
Since each resistor in series has the same current through it, the following
formulas are used to calculate the total power:
19.
Power in Series CircuitsExample. Determine the total amount of power in the series circuit.
20.
Power in Series CircuitsSolution 1:
21.
Power in Series CircuitsSolution 2:
22.
Voltage MeasurementsDesignate reference ground as the 0 V reference point for a circuit.
Voltage is always measured with respect to another point in the circuit.
The term ground has its origin in telephone systems in which one of the
conductors was the earth itself.
The term was also used in early radio receiving antennas (called aerials) where
one part of the system was connected to a metal pipe driven into the earth.
Today, ground can mean different things and is not necessarily at the same
potential as the earth.
23.
Voltage MeasurementsIn electrical wiring, the reference ground is usually the same as the earth potential
because neutral and earth ground are connected at the entrance point to a
building. In this case, reference ground and earth ground are at the same
potential.
The chassis serves as a return path for the electrical circuits in a vehicle.
24.
Measuring Voltages with Respect to GroundWhen voltages are measured with respect to ground, they are indicated with a
single-letter subscript.
The ground point does not affect the current in the circuit or the voltage drops
across the resistors.
25.
Measuring Voltages with Respect to GroundExample. Determine the voltages at each of the indicated points in each circuit
with respect to ground. Since each of the four resistors has the same value, 25 V
are dropped across each one.
26.
Parallel CircuitsWhen two or more components are individually connected between the same two
points, they are in parallel with each other.
A parallel circuit provides more than one path for current.
Each parallel path in a circuit is called a branch.
If there is more than one current path (branch) between two points, and if the
voltage between those two points also appears across each of the branches,
then there is a parallel circuit between those two points.
27.
Resistors in Parallel28.
Resistors in ParallelWhen resistors are connected in parallel, the total resistance of the circuit
decreases.
The total resistance of a parallel circuit is always less than the value of the
smallest resistor.
29.
Resistors in ParallelAs resistors are added, there are more paths for current; hence, there is increased
conductance.
Recall that conductance (G) is the reciprocal of resistance, (1/R). It has the unit of
siemens (S).
30.
Resistors in ParallelExample. Calculate the total parallel resistance between points A and B of the
circuit.
31.
Resistors in ParallelThe formula for two resistors in parallel:
The total resistance for two resistors in parallel is equal to the product of the two
resistors divided by the sum of the two resistors.
32.
Resistors in ParallelExample. Calculate the total resistance connected to the voltage source of the
circuit.
33.
Resistors in ParallelAnother special case of parallel circuits is the parallel connection of several
resistors having the same value.
34.
Resistors in ParallelExample. Find the total resistance between points A and B.
35.
Applications of Parallel CircuitsAutomotive.
36.
Applications of Parallel CircuitsResidential.
37.
Voltage in a Parallel CircuitExample. Determine the voltage across each resistor.
38.
Application of Ohm’s LawExample. Find the total current from the battery.
39.
Application of Ohm’s LawExample. Determine the current through each resistor in the parallel circuit.
40.
Application of Ohm’s LawExample. Find the voltage across the parallel circuit.
41.
Kirchhoff’s Current LawExample. You know the branch currents in the circuit. Determine the total current
entering node A and the total current leaving node B.
42.
Kirchhoff’s Current LawExample. Determine the current through R2.
43.
Kirchhoff’s Current LawExample. Use Kirchhoff’s current law to find the current measured by ammeters
A3 and A5.
44.
Kirchhoff’s Current LawSolution.
45.
Current DividersExample. Determine the current through each resistor in the circuit.
46.
Current DividersCurrent-Divider Formulas for Two Branches.
47.
Current DividersExample.
48.
Power in Parallel CircuitsTotal power in a parallel circuit is found by adding up the powers of all the
individual resistors, the same as for series circuits.
49.
Power in Parallel CircuitsExample. Determine the total amount of power in the parallel circuit.
50.
Power in Parallel CircuitsExample. The amplifier in one channel of a stereo system drives two parallel
speakers. If the maximum voltage to the speakers is 15 V, how much power must
the amplifier be able to deliver to the speakers?