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Software Manual for the R&S ZVL-K1 - Rohde & Schwarz

Software Manual for the R&S ZVL-K1 - Rohde & Schwarz

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R&S <strong>ZVL</strong>-<strong>K1</strong> Cable TV Measurements (Option K20)<br />

Q<br />

Fig. 2-46 16QAM constellation diagram<br />

I<br />

Un<strong>for</strong>tunately <strong>the</strong> required bandwidth <strong>for</strong> transmitting dirac pulses is infinite. Let's reduce <strong>the</strong> bandwidth<br />

by applying a so–called pulse shaping filter (as referred to as TX filters). In most QAM systems root<br />

raised cosine filters are used. Root raised cosine filters are exclusive supported by <strong>the</strong> Cable TV<br />

Measurements option. Via <strong>the</strong> filter's roll–off factor <strong>the</strong> occupied bandwidth can be controlled.<br />

OccupiedBandwidth = SymbolRate (1 + RollOff)<br />

In a cable TV receiver, a filter of <strong>the</strong> same shape is used as RX filter. The combination of two root<br />

raised cosine filters, one in <strong>the</strong> transmitter (TX) and ano<strong>the</strong>r one in <strong>the</strong> receiver (RX), has a very strong<br />

property: There will be no inter–symbol interference at <strong>the</strong> RX filter's output. Due to this property it is<br />

very easy <strong>for</strong> <strong>the</strong> receiver to retrieve <strong>the</strong> transmitted symbols. Please note, that in a real–world scenario<br />

<strong>the</strong> channel (causing echoes / multipath propagation) causes inter–symbol interference. In that case <strong>the</strong><br />

use of an equalizer is recommendable. Fig. 2-47 shows <strong>the</strong> signals IRRC(t) and QRRC(t) that result from<br />

filtering Idirac (t) and Qdirac (t) with <strong>the</strong> root raised cosine filter RRC.<br />

Fig. 2-47 Root raised cosine filtered dirac signals IRRC(t) and QRRC(t)<br />

1303.6573.42 2.65 E-5

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