Learning Module A2 Flashcards

1
Q

What is the simplest circuit connection called?

A

Series connection

A series connection is the simplest way to connect electrical components for current flow.

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2
Q

How is a series circuit constructed?

A

By connecting all circuit components in line with one another

A series circuit connects components in a single path for current flow.

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3
Q

What occurs if any part of a series circuit is opened?

A

Current cannot flow and none of the components will operate

Opening the switch or a component failure can open the circuit.

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4
Q

What happens to electrons in a series circuit connected to a battery?

A

Electrons leave the negative terminal, flow through the load, and re-enter the positive terminal

This completes the current loop in the circuit.

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5
Q

Fill in the blank: A series circuit provides _______ path for current flow.

A

one

Only one path is available for current to flow in a series circuit.

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6
Q

True or False: In a series circuit, if one component fails, the entire circuit will stop working.

A

True

A series circuit is dependent on all components functioning properly.

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7
Q

What establishes a difference in potential in a series circuit?

A

Current flowing through each resistor

Each resistor offers opposition to current flow, creating a voltage drop.

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8
Q

How is polarity expressed in a circuit?

A

Relative to another point

Polarity at one point is always compared to another point in the circuit.

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9
Q

What is the total resistance of a series circuit?

A

The sum of all individual resistances

This is expressed as R_total = R1 + R2 + R3 + …

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10
Q

What happens to the total resistance when individual resistances are connected in series?

A

They have the same effect as one large combined resistance

Each resistor opposes current flow, contributing to total resistance.

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11
Q

Fill in the blank: The overall resistance in a series circuit is the combined opposition of all the _______.

A

[in-line resistances]

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12
Q

What are the 2 fundamental laws related in a series circuits?

A

ohm’s law kerchov’s voltage law

These laws are essential for solving complex circuit problems.

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13
Q

What is the relationship expressed for resistances in a series circuit?

A

R_total = R1 + R2 + R3 + …

This formula illustrates how to calculate total resistance.

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14
Q

In a series circuit, how does the current behave?

A

The current is the same at any point in the circuit

This means the total current in a series circuit is equal to the current through any resistance.

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15
Q

What is the formula that expresses the relationship for current in a series circuit?

A

I_total = I1 = I2 = I3

This indicates that the current is uniform throughout the circuit.

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16
Q

What must exist before any current will flow through a resistance?

A

A potential difference (voltage)

This is a fundamental principle derived from Ohm’s law.

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17
Q

How is the total voltage in a series circuit determined?

A

The total voltage is equal to the sum of all individual voltage drops

Voltage drops occur across each resistor as current passes through.

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18
Q

Fill in the blank: As current passes through each resistor in a series circuit, it establishes a difference in potential across each individual resistance, commonly called a _______.

A

voltage drop

The magnitude of the voltage drop is directly proportional to the value of the resistance.

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19
Q

True or False: In a series circuit, the voltage drop across each resistor is the same.

A

False

The voltage drop varies depending on the resistance of each component.

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20
Q

What happens to the voltage drop across a resistor in a series circuit when the resistance value increases?

A

The voltage drop increases as the resistance increases

This is due to Ohm’s law, where E = I x R.

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21
Q

What is the formula that expresses the relationship of voltages in a series circuit?

A

E_total = E_1 + E_2 + E_3 + …

This formula indicates that the total voltage is the sum of individual voltage drops.

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22
Q

How do you calculate the voltage drop across a resistor using Ohm’s law?

A

E = I x R

E is the voltage drop, I is the current, and R is the resistance.

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23
Q

True or False: An open in a series circuit interrupts current flow.

A

True

Without current flow, the voltage drop across each resistor is zero.

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24
Q

What appears across the open if there is no current flow in a series circuit?

A

The potential difference of the source

A voltmeter connected across the open will read the same as the supply voltage.

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25
Q

What happens when a switch is opened in a series circuit?

A

The full source voltage appears across the switch contacts

Even though the voltage across the load devices may be zero

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26
Q

When are electrical components generally connected in series?

A

When it is necessary to:
* Control the amount of current flow in a circuit
* Divide the total voltage of a supply

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27
Q

How are switches utilized in series circuits?

A

Connected in series with loads to energize or de-energize different loads in power distribution systems

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28
Q

What is the role of protective devices like fuses in series circuits?

A

They are connected in series with line conductors to protect circuits against higher than normal currents

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29
Q

What is a rheostat?

A

A variable resistor connected in series with loads to vary the amount of current

Increasing resistance reduces current; decreasing resistance increases current

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30
Q

What is a disadvantage of a series circuit when one device opens?

A

It interrupts current flow to all remaining devices

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31
Q

What occurs if there is a short in one device in a series circuit?

A

It causes an increase in current through all the devices

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32
Q

How does changing the resistance value of one device affect a series circuit?

A

It changes the current, voltage, and power values of all remaining devices

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33
Q

List the three fundamental laws of series circuits.

A
  • R_total = R1 + R2 + R3…
  • E_total = E1 + E2 + E3…
  • I_total = I1 = I2 = I3…

These laws describe how resistance, voltage, and current behave in series circuits.

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34
Q

How is power defined in the context of series circuits?

A

Power is the rate of using electrical energy

Power can be calculated using various formulas depending on the known parameters.

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35
Q

What are the three formulas for calculating power in series circuits?

A
  • P = E x I
  • P = I^2 x R
  • P = E^2/R

These formulas can be used to find power dissipated by individual resistive components or total circuit power.

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36
Q

Fill in the blank: In a series circuit, the total voltage is equal to the sum of the individual _______.

A

voltages

This is represented by the law E_total = E1 + E2 + E3…

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37
Q

True or False: In a series circuit, the current is the same through all components.

A

True

This is represented by the law I_total = I1 = I2 = I3…

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38
Q

What does the symbol ‘P’ represent in the context of electrical circuits?

A

Power

Power is measured in watts (W) and indicates the rate of energy usage.

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39
Q

What is the relationship between voltage drop and resistance in a series circuit?

A

Voltage drop is directly proportional to resistance

Higher resistance results in a higher voltage drop when the current is constant.

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40
Q

Fill in the blank: The greater the value of a resistor in a series circuit, the ______.

A

higher the voltage drop

41
Q

What is the formula for calculating power in a circuit?

A

P = E × I

Where P is power, E is voltage, and I is current.

42
Q

What does Kirchhoff’s voltage law state?

A

Around any closed loop, the algebraic sum of all the voltages is zero

This law is fundamental for analyzing electric circuits.

43
Q

In Kirchhoff’s voltage law, how are voltage drops considered?

A

Resistive voltage drops are considered negative quantities

This allows for the source voltage to be considered a positive quantity.

44
Q

Fill in the blank: Kirchhoff’s voltage law applies to _______ circuits.

A

closed loop

It is essential for understanding voltage in any closed electrical circuit.

45
Q

What is the direction of current in Kirchhoff’s law?

A

From negative to positive through load resistors and from positive to negative in the voltage source.

46
Q

What is the significance of line resistance in practical applications?

A

Line resistance may affect circuit performance and needs to be considered, unlike in simple circuit analysis.

47
Q

Fill in the blank: Line drop is commonly referred to as _______.

A

the voltage drop across the line conductors.

48
Q

What is line loss in the context of electrical conductors?

A

Power loss expressed in watts due to heat energy dissipation as current flows through resistance.

49
Q

True or False: Line loss calculations are generally significant for determining the efficiency of electrical circuits.

50
Q

What might necessitate the use of larger conductors in electrical applications?

A

To reduce line drop and maintain load voltage.

51
Q

What is the effect of connecting voltage sources in series?

A

Produces a higher voltage value

Commonly used in devices like flashlights and portable transistor radios.

52
Q

In AC applications, what components are often connected in series?

A

Generator coils and transformer windings

This is to achieve higher voltage outputs.

53
Q

What must be observed to obtain a higher voltage output from series-connected sources?

A

Correct polarity

Individual voltages must act in the same direction.

54
Q

How are the terminals connected in series aiding configuration?

A

Negative terminal of one source connects with the positive terminal of the next

Unlike terminals connect to accumulate voltage.

55
Q

Can individual source voltages in series aiding be of different values?

A

Yes, as long as they can conduct the same value of current

Generally, they are of equal value.

56
Q

How is a parallel circuit constructed?

A

By connecting the terminals of all individual load devices so that the same voltage appears across each component.

Each component receives the same voltage from the source.

57
Q

What happens to the voltage in a parallel circuit?

A

The total supply voltage appears across each branch.

This means that each resistor in a parallel circuit receives the same voltage.

58
Q

How many paths for current flow exist in a parallel circuit?

A

More than one path.

Each branch provides a separate path for current to flow.

59
Q

What are the two fundamental characteristics of any parallel circuit?

A
  • The voltage across each branch is the same
  • There is more than one path for current to flow through

These characteristics distinguish parallel circuits from series circuits.

60
Q

True or False: In a parallel circuit, if one branch is opened, current can still flow to the remaining devices.

A

True

This is a key difference from series circuits.

61
Q

What happens to the polarity of resistors in a parallel circuit?

A

The polarity of each of the resistors is the same as the polarity of the source

62
Q

How is polarity expressed in a circuit?

A

From one point of a circuit relative to another point with a different electrical potential

63
Q

What constitutes the total current drawn from the source in a parallel circuit?

A

The sum of the individual currents through each resistor

64
Q

According to Ohm’s law, how does current relate to resistance?

A

Current is inversely proportional to resistance

65
Q

What effect does adding more resistors in parallel have on total current?

A

More current is drawn by the circuit

66
Q

What is the effect of adding resistors in parallel on total circuit resistance?

A

It reduces the net (total) resistance of the circuit

67
Q

How do you calculate the current through each resistor in a parallel circuit?

A

Using Ohm’s law: I = E/R

68
Q

In a parallel circuit, what value does the total voltage have in relation to the voltage across each branch?

A

The same value

69
Q

Fill in the blank: In a parallel circuit, each load resistor acts as an independent _______.

A

[branch circuit]

70
Q

True or False: Each branch in a parallel circuit does not see the entire voltage of the supply.

71
Q

What constitutes the total current drawn from the source in a parallel circuit?

A

The sum of the individual currents through each resistor

72
Q

What is the effect of adding resistors in parallel on total circuit resistance?

A

It reduces the net (total) resistance of the circuit

73
Q

How do you calculate the current through each resistor in a parallel circuit?

A

Using Ohm’s law: I = E/R

74
Q

How is the total resistance of a parallel circuit calculated?

A

Using total circuit voltage and total circuit current

75
Q

Fill in the blank: In a parallel circuit, each load resistor acts as an independent _______.

A

[branch circuit]

76
Q

What happens to the total current as more branches are added in a parallel circuit?

A

The total current increases

77
Q

How is the total current in a parallel circuit calculated?

A

Total current is the sum of the individual branch currents.

78
Q

What is the formula for total current in a parallel circuit?

A

I_total = I_1 + I_2 + I_3…

79
Q

Is the net resistance of a parallel circuit greater or less than any of the individual branch resistance values?

A

Less than any of the individual branch resistance values.

80
Q

What is one common method to determine the total resistance of a parallel circuit?

A

Using the reciprocal equation.

81
Q

What does Kirchhoff’s current law state?

A

The sum of the currents entering a junction is equal to the sum of the currents leaving that junction.

82
Q

True or False: Kirchhoff’s current law is similar to a current conservation law.

83
Q

Fill in the blank: The total outgoing amperage must equal the total _______ amperage at any junction.

84
Q

How is the total circuit power (P) represented mathematically?

A

P = P1 + P2 + P3 + …

85
Q

What is the primary reason for connecting voltage sources in parallel?

A

To deliver a current output greater than that of a single source without increasing voltage across a load.

86
Q

What is the effect of connecting power sources in parallel?

A

Increases the current capacity.

87
Q

What is an advantage of parallel-connected power sources?

A

One source can be removed for maintenance or repairs while maintaining reduced power to the load.

88
Q

How is the current capacity of parallel batteries calculated?

A

Equal to that of one battery multiplied by the number of parallel batteries.

89
Q

What must be true about the terminal voltages of power sources connected in parallel?

A

They must have the same terminal voltages.

90
Q

What happens when a lower voltage source is connected to a higher one?

A

The lower voltage source acts as a load instead of helping share the load current.

91
Q

What is the correct polarity connection for power sources in parallel?

A

Like terminals must be connected together: positive-to-positive and negative-to-negative.

92
Q

Fill in the blank: For parallel batteries, current capacity is equal to that of one battery multiplied by the number of _______.

A

parallel batteries.

93
Q

True or False: Parallel-connected power sources can increase both current capacity and voltage output.

94
Q

What is a combination circuit?

A

A circuit that combines both series- and parallel-connected elements

95
Q

1 alternative names for combination circuits?

A

Series-parallel circuits

96
Q

How can complex combination circuits be analyzed?

A

By systematically breaking them down into parallel and series components

97
Q

What laws can be applied to combination circuits?

A

The laws that apply to series circuits and parallel circuits separately

98
Q

Fill in the blank: A combination circuit consists of both _______ and _______ connected devices.

A

series, parallel

99
Q

True or False: Combination circuits are commonly encountered in practical electrical applications.