#3: Principles of Radio & Wireless Flashcards

1
Q

What’s an ‘image’ frequency?

A

When you have your typical heterodyne receiver with a local oscillator, you’ll receive your tuned frequency, plus a higher ‘mirrored’ frequency at your tuned frequency + (I.F. * 2)

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2
Q

The frequency of the local oscillator should be (higher / lower) than the desired radio frequency.

A

Higher

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3
Q

Why should your local oscillator frequency be higher than the tuned radio frequency?

A

Because if it’s lower, you’ll need a much bigger range of intermediate frequencies to generate.

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4
Q

Draw a basic AM demodulating circuit. Explain.

A

Diode leaves only +’ve part of cycle, and clamps lower to +0V. C, R form a basic low-pass filter.

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5
Q

Explain differentiation in the context of demodulating FM signals. What is one problem?

A

Differentiating = rate of change

Therefore differentiating signal leaves carrier + modulating signals.

Problem: any signal fluctuating quickly (i.e. noise!) is exaggerated.

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6
Q

Draw a time vs. gain graph illustrating the frequency response for pre-emphasis and de-emphasis filters. What are their equations?

A

Pre-emphasis: G = sqrt(1+(f/fc))^2

De-emphasis: G = 1/( sqrt(1+(f/fc))^2 )

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7
Q

Explain the concept of ‘multiplexing’.

A

Sending multiple signals over one common channel.

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8
Q

What is the concept of ‘mutliple access’?

A

Multiple users want to access a single medium. Originally done by hand via a switchboard (e.g. operator would switch someone on/off to a particular frequency).

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9
Q

What is Frequency Division Multiplexing? Draw a diagram.

A

Sending multiple modulated signals (channels) over one common channel, and then de-modulating at the other end via a mixer to their original signals.

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10
Q

Explain the concept of OFDM, including its abbreviation.

A

OFDM = Orthogonal Frequency Divison Multiplexing.

Orthogonal = “perpendicular” (i.e. for signals, the net area under the curve of their product = 0, or the peak of one signal occurs at the null of its nearby signal).

Means you can encoding two bits at once.

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11
Q

Graphically illustrate the orthogonal nature of two signals transmitted via OFDM.

A
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12
Q

How do several people share (i.e. multiple access) the same system (e.g. mobile network)? Explain some of their options.

A

FDMA (Frequency Division Multiple Access) - each user has seperate transmission (uplink) and receiving (downlink) frequencies. Uses lots of bandwidth.

TDMA (Time Divison Multiple Access) - each user has up/downlink time slots. Less bandwidth, but a problem for real-time applications (e.g. voice calls).

CDMA (Code Division Multiple Access) - aka Spread Spectrum. Instead of using specific frequencies, it transmits across a wide bandwidth.

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13
Q

Explain the concept of Spread Spectrum. What are some pros and cons?

A

Instead of tx’s across certain frequencies, it transmits across a wide bandwidth. For example: start transmission on CH4; then CH7, CH 13, CH 1, and back to CH4. This would make the hopset = (4, 7, 13, 1).

Pros: minimises interference to/from others; others can use same frequencies, just in a different order.

Cons: complex

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14
Q

Explain what ‘SS-FH’ and ‘SS-DS’ are. What are some pros and cons?

A
  • SS-FH:* Spread-Spectrum Frequency-Hopping (good use of RF spectrum, but slow).
  • SS-DS:* Spread-Spectrum Direct-Sequence (several hops/bit, much fast, but complex).
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15
Q

Draw a block diagram of the SS-FH (Spread-Spectrum Frequency-Hopping) concept.

A
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16
Q

Draw a block diagram of the SS-DS (Spread-Spectrum Direct Sequence) concept.

A
17
Q

What’s the big difference between SS-FS and SS-DS?

A

SS-DS = Spread-Spectrum Direct-Sequence

A shift register + XOR chip creates a psuedo-random binary sequence. The input signal is multiplied by this output, creating a very complicated signal!

18
Q

Draw a possible spectrum graph of: a) conventional FSK (Frequency Shift Keying), and b) SS-FSK. Why the difference?

A

Differences: a) spread spectrum approach (wide bandwidth); b) the hopset (outputs at a wide range of frequencies)

19
Q

Draw an example waveform modulated by QPSK-FHSS. How would this be different to a waveform modulated by QPSK-DSSS?

A

The random binary number generator multipled by the input signal from the QPSK-DSSS approach creates kind of sharp, quick lines between bit transitions, as opposed to the ‘wider’, smoother curves + transitions of QPSK-FHSS.

20
Q
A