#5: Transmission Lines & Fibre Optic Flashcards

1
Q

Why do different coaxial terminations have specific impedances?

A

Source and load impedances must be matched to prevent reflections.

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2
Q

What does UTP stand for? Give an example of a UTP cable.

A

Unshielded Twisted Pair - e.g. cat 5e.

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3
Q

Why are there two pairs in UTP? Why are they twisted?

A

UTP uses differential encoding (i.e. difference in voltage used to represent change in state). Therefore, one core for +1V, and another for -1V. Twisted to reduce inteference.

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4
Q

Maximum power is transferred when the load impedance _____ the source impedance. However, in this case, the efficiency is __%.

A

equals; 50%

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5
Q

What causes reflection in a line?

A

Unmatched source/load/cable impedances.

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6
Q

How might one prevent reflection?

A

Z(load) = Z(cable) = Z(source)

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7
Q

What is Time Domain Reflectonomy?

A

Uses pulse reflections to detect location of a break in a cable.

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8
Q

What is the formula for the voltage of a reflected waveform?

A

V(reflected) = [(load impedance - cable impedance) / (load impedance + cable impedance)] * V(incident)

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9
Q

A reflected wave is _____ of _____ with the incident wave.

A

Out of phase

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10
Q

In an open-circuit, the reflected wave is (in / out) of phase with the incident wave.

A

In phase

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11
Q

What is a standing wave, and how can it happen?

A

If two waves of identical frequency move in an opposite direction to each other, they can add on to each other and create a wave that doesn’t really propagate; it just oscillates from up and down.

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12
Q

Why are standing waves dangerous in a telecommunications setting?

A

The high peaks (where both waves are added together) generates dangerously high voltages/currents that can damage equipment and cable.

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13
Q

What is CSMA/CA, and how does it work?

A

Carrier Sense, Multiple Access, Collision Avoidance. Used in wireless networks; devices must request a timeslot to ‘talk’; other devices expected to honour it.

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14
Q

What are the standard equations for an incident + reflected waveform travelling along a transmission line?

A
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15
Q

Why is the ‘wait-for-ACK’ concept inefficient?

A

Throughput is limited by network delay (how long it takes for a bit to travel to the router) rather than bandwidth.

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16
Q

Why can the impedance of a line (at high frequency) be said to equal 0? Explain; include a diagram + equation of characteristic impedance.

A

If we take a small section of line, its impedance is made of an inductor and capacitor in parallel. Through some nifty maths, the line impedance is found to be independant of length and frequency, and dependant on a ratio of its inductance/capacitance:

Z = sqrt(L / C)

17
Q

What is the ISM band in the context of wireless transmission? What are its advantages/disadvantages?

A

Industrial, Scientific & Medical band.

  • no license required
  • lots of other users + interference (i.e. microwaves)
  • anyone can listen (security concern)
  • not standardized internationally
  • power restrictions in some countries.
18
Q

Why is ADSL’s downlink bigger than its uplink?

A

People use more downlink (e.g. watching videos, looking at websites, etc) than uplink.

19
Q

What is the ‘VSWR’? Explain; include its equation.

A

Voltage Standing Wave Ratio. Max/min voltage levels of reflected waveform/

20
Q

What does this symbol mean: ‘𝞀’. Include both equations (load/impedance resistance + incident wave).

A

Reflection co-efficient. Ratio of original (incident) wave to reflected wave.

Rowe = V(incident) / V(reflected)

21
Q

What would a 𝞀 = 0 scenario mean? What would the VSWR mean, and what would it say about the load/source impedance ratio?

A

No reflection - all power used by load.

VSWR = 1

Z(load) = Z(characteristic impedance of line)

22
Q
A
23
Q

What is the ‘Return Loss’? Include its equation. What value do we want it to be?

A

ratio of reflected power to incident power.

We want it as high as possible (i.e. rowe = 0, no reflection)

24
Q

What is ‘DCT’ in the context of image compression?

A

Discrete Cosine Transform. A type of discrete fourier transform that seperate the high and low frequency parts of image blocks (8x8 pixels). It then discards unecessary high frequency elements.

25
Q

What are some advantages and disadvantages of using fibre optic transmission lines?

A

Good:

  • enormous bandwidth
  • very fast, and low attenuation with distance
  • not susceptible to corrosion or electrical noise/crosstalk

Bad:

  • harder to make
  • can’t just ‘tee off’; difficult to join (must fusion splice)
  • minimum bend radius
  • need lasers to transmit; hard to make repeaters
26
Q

What are the two common wavelengtsh used in fibre optic transmission, and why are these chosen?

A

1300nm and 1550nm. These wavelengths have minimal loss and can most easily be generated by low-powered lasers.

27
Q

What’s a laser diode, and how does it work?

A

Uses mirrors to create standing waves and reflected the combination standing wave out through the transmission line.

28
Q
A
29
Q

What is the characteristic impedance? What is its formula?

A

It’s the impedance of a line at frequencies other than zero (theoretically any frequency). It is a characteristic of that line. Typically 50 Ω, 75 Ω, or 300 Ω. Symbol Zo. Can relate to reflection coefficient

30
Q

What’s the difference between the reflection co-efficient and the VSWR? Explain, with formulae.

A
  • Reflection Coefficient:* ratio of the amount of reflected voltage to the amount incident (rowe = v(Ref) / v(inc) ).
  • VSWR:* Voltage Standing Wave Ratio. Measure voltages along a line where reflection is present, the ratio of max to min amplitude is the VSWR.
31
Q

A fibre optic cable and its cladding have refractive indexes of 1.535 and 1.490 respectively. Determine the numerical aperture.

A

θe = sqrt(n12-n22) = 0.3690 rad.

32
Q

With use of a diagram, derive the first ‘step’ of the numerical aperture equation with use of Snell’s law.

A

At A, from Snell’s Law, nair:

sin θe = n1 sin θ1

Since nair ≈ 1, sin θe = n1 sin θ1

At B, n1 sin θ2 = n2 sin θ3

33
Q

An optical fibre has a loss of 0.1 dB/km. The transmit power is 10 mW. Over 200 km, what is the received signal strength?

A
34
Q

Convert a 0.1dB/km loss to the total loss in ‘gain’ unit (e.g. ‘G’) for a 100km line.

A

-0.1dB x 100km = -10dB (loss)

Therefore: -10dB = 10 log G

find G:

G = 10^-1 = 0.1