2015 Exam Flashcards

1
Q

Merits of combining training sequence + decision directed methods to calc. error of equaliser o/p? (2)

A
  • Decision directed adaptation between training seq. can refine co-effs + track a time variant channel
  • If duration of training seq is short (relative to the time between transmissions), overheads will be low
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2
Q

Strongest tap in DFE

A

C0 - ensure that post cursor ISI is all cancelled by the feedback fiter which won’t amplify the noise

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3
Q

Benefits of G.I x2

A

Reduces ISI

  • results in cyclic rather than linear convolution between transmitted signal + channel
  • No ISI if GI is longer than the channel excess delay

Relaxes time synch. requirements

  • any part of the extended OFDM symbol can be demodulated
  • Any timing offset from the start of the unextended symbol simply manifest as a phase error on the o/p of the FFT
    • easily cancelled in eq.
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4
Q

Parameters of propagation determing min + max # sub-carriers (2)

A

Delay Spread

  • motivates a min # of sub-carriers to ensure the G.I can be longer w/o overhead
  • determines # value of coherence b/w + dividing the total COFDM b/w by this value

Doppler Spread

  • max # sub-carriers to ensure sufficient spread + not cause ISI
  • carrier freq. + mobile speed determine the Doppler freq., assumng arrival rays from 360 degrees in Azimuth
  • Doppler spread = 2x doppler shift
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5
Q

Signal / waveform processing in SS comms syst (3)

A
  • Narrowband info is spread to a wider b/w signal by means of spreading code
  • @ Rx, a synch despreading is applied to recover the narrowband message waveform
  • Spreading process can either be a direct mapping from
    • narrowband –> wideband (DS)
    • FH pattern dictated by spreading code
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6
Q

Adaptive / Smart Performance Enhancement (3)

A
  • Appl. of amplitude + phase weights to each part of smart antenna array
  • Spatial filtering properties can be derived if the elements are appropriately spaced
  • Spatial filtering can be used to enhance cell range

(through enhanced antenna gain directed @ user + cap. enhancement through interference rejection)

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7
Q

Freq response of ideal ZF linear eq.

A
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8
Q

MMSE Freq. Response

A
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9
Q

Motivation for using a larger N-point IFFT (3)

A
  • LArger FFT size = longer symbol period
  • Enables a larger GI w/ lower overhead
  • Perferred in deployment w/ large delay spread
    • e.g full freq reuse broadcast deployment
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10
Q

How does Rake Reciever improve performance in dynamically fading environment? (3)

A
  • Wideband nature of a DS-SS exploits path diversity from multipath propagation
  • Rake receiver can resolve + despread independent fading paths
  • Comb. of these signals result in Diversity Gain
    • reduces required energy per bit for a given bit error rate performance
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11
Q

Why is Pwr Control necessary in a multi-user DS-SS?

Impact on Network Cap. if pwr control errors occur?

A
  • In DSS-SS, users separated by code domain
  • If user transmit @ same pwr level, high path loss variation will result in a user near the BS saturating reception of a far user
    • A 1dB stand. dev. in pwr control can result in a 33% reduction in network cap
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12
Q

Limits of Power Control (2)

A
  • When mobile moves faster, pwr control loop will bnot be able to track the fading envelope w/ power error control
  • Using a wider spreading b/w (More freq. diversity = less deep fades) and / or a faster update rate will help mitigate power control error
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13
Q

Spatial Multiplexing in MIMO system

A

SM - requirea fullrank channel + high eigen gains per spatial stream (Non LoS + good SNR)

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14
Q

Space-Time Block Codes in MIMO (3)

A
  • uses Alamouti Tx diversity
  • tx symbols are encoded + tx via 2 antennas in pairs
  • Tx signals are truly orthogonal so depending on the channel the Rx will either receive the symbol, the conj. or the inverse
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15
Q

TDD interfaces best suited to Massive MIMO (2)

A
  • CSI must continuously est. for every BS to Rx comb. (significant task)
  • exploiting the reciprocal MS -> BS + BS -> MS in a TdD will greatly reduce processing required to derive the CSI
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