The circuit that is excited using alternating source is called an AC Circuit. The alternating current (AC) is used for domestic and industrial purposes. In an AC circuit, the value of the magnitude and the direction of current and voltages is not constant, it changes at a regular interval of time.
Interested in Electronics? Try this Quiz about AC Circuits
Average power
True power
Apparent power
Distributed power
Peak to Peak power
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Voltage leads
Capacitance rises
It is blocked
Phase shift
Leakage
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Resistors parallel
Capacitors is series
Overall impedance
Resistors in series
Lambda
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The times per second a waveform repeats
Time for a waveform to complete one cycle
Used to average a waveform
The distance traveled by a waveform during one second
The Lambda of a waveform
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Average power
Apparent power
Reactive power
True power
The power factor
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Current leads voltage
There is a phase shift
Voltage leads current
They are in phase
Reactance is created
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Always in phase with the voltage
180 out of phase with voltage
Leads the voltage by 180 degrees
Lags behind the voltage by 180 degrees
Peaked out
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Be simultaneous
Be in one direction
Always be in different directions
Always be out of phase
Be in phase
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Inductance
Capacitance
Reactance
Resistance
Impedance
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XC = f x c
XC = 6.28 x f x t
XC = 1 / 6.28 x f x c
XC = 6.28 x f x c
XC = Square root (XC squared + X squared)
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17 milliseconds
1.7 milliseconds
170 milliseconds
.17 seconds
1.7 seconds
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Inductors in parallel
Resistors in series
Total impedance
Reactance
Capacitance reactance
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Peak to Peak
Peak
Average
RMS
Periodic
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Average and true power
Reactance and average power
True and apparent power
Apparent and reactance power
Resistance and reactance
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No change
There is a reduction in inductance
There is an increase in inductance
There is an increase in inductive reactance
There is a decrease in inductive reactance
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RMS = Peak / .707
RMS = .707 x Peak
RMS = .637 x Peak
RMS = .077 x Peak
RMS = .7 X Peak
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They are the same
The primary
The like-wound side
The secondary
The unlike-wound side
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In series
In parallel
In proximity
Across the differing phases
Wrapped
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Average power
Apparent power
Reactive power
True power
The power factor
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Current leads voltage
There is a phase shift
Voltage leads current
They are in phase
Reactance is created
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Step up 4:1
Step up 1:4
Step down 1:4
Step down 4:1
Step up 1:5
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Average power
Apparent power
Reactive power
True power
The power factor
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Voltage
Current squared
Reactance
Current
Voltage squared
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Cycle
Peak
Frequency
Time
Hz
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XL = f x L
XL = 6.28 x f x t
XL = 1 / 6.28 x f x l
XL = 6.28 x f x l
XL = Square root (XL squared + X squared)
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Nothing
It decrease
Capacitance cancels out resistance
It increases
All the above
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Change in magnitude
Increases
Decreases
Stays the same
Reduces in magnitude
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117 volts
120 volts
150 volts
170 volts
110 volts
Average = .707 x Peak
Average = RMS / .707
Average = .673 x Peak
Average = Peak x .637
Average = Peak x .077
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Capacitance reactance
Impedance
Inductive reactance
Resistance
Resistive reactance
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Current transformer
Autotransformer
Like-wound
Dotted
Unlike-wound
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2132 ohms
1.06 ohms
5652 ohms
9420 ohms
6536 ohms
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10 Hz
20 Hz
500 hz
.5 Hz
.1 Hz
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1
2
3
4
6
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Resistance
Capacitance
Inductance
Impedance
Reactance
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Inductor
Circuit
Capacitor
Capacitance circuit
Dielectric
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Resitance
Capacitance
Reactance
Impedance
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Total impedance
Increase in capacitive reactance
Increase in inductive reactance
Impedance is equal to resistance
Inductive reactance is equal to capacitive reactance
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10 μF
40 μF
80 μF
20 μF
5 μF
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