AC Flashcards

1
Q

Formula for frequency to period

A

F = 1/T, vice versa
One whole period

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2
Q

What’s phase shift measured in

A

Degrees, max of 180 (totally out of phase)

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3
Q

Calculating average of AC:
What values do you need

A

Vpk (voltage peak): Max voltage

Vpp (voltage peak to peak): Max positive voltage to max negative voltage

Vrms (voltage route mean square): average

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4
Q

Formula for calculating Vrms
Whats it roughly equal to

A

Vrms = Vpk / √2
Vpk x 0.707

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5
Q

Formula for calculating wavelength
What rough values do you need to know
What short cut can you take with these

A

Wavelength = Speed of Light/Frequency
Speed of light = 300,000,000 metres per second
Use speed as 300 and frequency in MHz

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6
Q

What is reactance

What is the phase shift in an inductor

What’s the ratio of Vrms and Irms known as

A

Opposition to current flow from a purely inductive (XL) or capacitive (XC) circuit

90 degrees, voltage leads current (since current is resisted initially)

Inductive reactance (opposition to change in current)

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7
Q

What’s the graph look like for current/reactance vs frequency in an inductor?

What’s the formula for reactance
What do each part mean

A

As the frequency goes up, current decreases (as less time for inductor to start to let current through)
Reactance goes up (as current decreases)

XL = 2πfL
XL = Inductance Reactance in Ohms
f = frequency in Hertz
L = Inductance in Henries

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8
Q

How to use Ohms law in an AC circuit
What can this be used for

Important: what can they catch you out with in exam

A

Use Vrms and Irms instead
Calculating reactance of an inductor/capacitor

Needs RMS values - remember to multiply by 0.707 if not already

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9
Q

What is the phase shift in an capacitor

What’s the ratio of Vrms and Irms known as

A

90 degrees, current leads voltage (since when the voltage starts to decrease, the current immediately starts leaving the cap even though the voltage is still positive)

Capacitive reactance (opposition to change in voltage)
Voltage changes slower because of the charge leaving the cap and propping it up

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10
Q

What’s the graph look like for current/reactance vs frequency in an capacitor?

What’s the formula for reactance
What do each part mean

A

As the frequency goes up, the current increases (since the capacitor spends less time being full)
Reactance decreases

XC = 1 / (2πfC)
XL = Inductance Capacitance in Ohms
f = frequency in Hertz
L = Capacitance in Farads

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11
Q

What happens when you have resistance and reactance in the same circuit
What’s the symbol for this

A

You get impedance
Opposition to both energy storage and transfer within the circuit
Symbol is Z

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12
Q

What’s the resonant frequency of an LC circuit?

A

The rate at which the inductors and capacitors discharge

As frequency increases, capacitor reactance decreases and inductor reactance increases

The point at which they’re equal is the frequency of the circuit

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13
Q

What happens if you put an inductor and a capacitor in:
Parallel
Series

A

High impedance at resonant frequency, low impedance elsewhere
“Traps” a given frequency

Low impedance at resonant frequency, high impedance elsewhere

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14
Q

What is the quality factor of a circuit
What are the three factors which can tell us this
How do we calculate the two main ones using a graph

A

Ratio of bandwidth (range of frequencies the circuit will take)
No unit, just the higher the better

FC = centre frequency
FL = lower frequency
FU = upper frequency

Upper and lower are equal to where the signal strength is 50% (-3dB, x 0.707)

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15
Q

How to construct a low pass filter
How to construct a high pass filter

A

Inductor to Vout, caps to ground
At high frequencies the cap shorts to ground and inductors has high reactance

Cap to Vout, inductors to ground
At low frequencies the cap has high reactance and the inductor shorts

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16
Q

How to construct a band pass filter
How to construct a band stop (notch) filter

A

Inductor and capacitor in parallel to ground
Shorts for low and high frequencies, only lets through medium frequencies

Inductor and capacitor in series to ground
Only shorts for medium frequencies

17
Q

How to raise or lower the resonant frequency in an LC circuit

A

If you increase the inductance/capacitance, it lowers the resonant frequency

If you decrease the inductance/capacitance, it raises the resonant frequency