Date: Fri, 29 Mar 2024 08:10:34 +0000 (GMT)
Message-ID: <810000208.125.1711699834435@[172.30.0.157]>
Subject: Exported From Confluence
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Where To =
Find This Example
Select Help > Open Examples... from the menus and type either =
the example name listed above or one of the keywords at the bottom of this =
page.
You can also open the project directly from this page using this button.=
Make sure to select the Help > Enable Guided Help from=
the menus before clicking this button.
Open Install Example
Design Notes
5G BER Analysis with Convolutional Encoding, 64QAM and FBMC Modula=
tion
This example demonstrates:
- The use of 5G candidate waveform FBMC modulator and demodulator
- The impact of convolutional encoding on BER performance.
- The use of a 64QAM mapper/demapper.
This example shows how a link with channel coding and FBMC modulation ca=
n be setup to analyze BER performance. The BER meter at the end of the link=
controls the power sweep of the AWGN channel and automatically compares th=
e received digital data with the output of random digital source block (SRC=
_D). The PWR value is equivalent to Eb/N0 with respect to the uncoded bits =
(input to convolutional encoder). By default the QAM mapper will generate a=
gray encoded constellation of a user-defined size (M).
Two decoder types, hard and soft decisions, are implemented and the BER =
plot shows the result from both. For low Eb/N0 levels, encoded BER performa=
nce (red curve) is worse than that of reference 64QAM (blue curve). However=
, the benefit of convolutional encoding "kicks in" at higher Eb/N0 levels; =
for hard decision decoding, the cross-over occurs at an Eb/No of 7dB, while=
for soft decision decoding this occurs at about 4dB.
The VSS BER curve (red points) in the "BER" graph will be generated fast=
er if the spectrum measurement is disabled.
Below are two equivalent example settings for the AWGN block:
- PWRTYP parameter is set to Eb/N0 (dB); power level is set to PWR - 10*=
log10(2). The convolutional encoder of rate 1/2 generates two output bits f=
or each input bit. Therefore, the Eb/N0 at its output is reduced by a facto=
r of 2.
- PWRTYP parameter is set to Es/N0 (dB); power level is set to PWR + 10*=
log10(3). The 64QAM mapper generates a symbol for every 6 (encoded) bits it=
receives, which is translated to one symbol for every 3 uncoded bits. Ther=
efore, Es/N0 is equal to 3 times the Eb/N0 at the input of the system.
For details of the FBMC waveform, please refer to the help file:
Help > VSS System Block Catalog > Modulation > FBMC Modulati=
on Block: FBMC_MOD
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