Prev: Overlap-add induces ring-modulation
Next: Resampling/interpolation (uniform and non-uniform case)
From: awasthi on 7 May 2010 18:16 Hi, I have a fundamental doubt regarding bit-loading. I was trying to simulate VDSL2 system in matlab. (Issue is also applicable to ADSL2+ standard..... might be applicable to others). Fact#1) Bit-loading algorithms assume that the "energy of subcarrier" increases monotonically with information (i.e. as number of bits increase) ....... if the distance-between-constellation-points is fixed (4,16,64-QAM have same "d"), each incremental bit requires double energy than the previous increment (and every 2 bits will need 4 time the previous increment). Conclusion from Fact#1: Thus, as QAM size increases (due to bit-addition) .......average energy must increase. FYI: for example Cioffi book, chapter#4 ( http://www.stanford.edu/group/cioffi/book/chap4.pdf ) .....I'm using Levin-Campello algorithm. Fact#2) VDSL and ADSL standards ......are however a bit confusing. They seem to indicate that average energy of all QAM constellations is same (so incremental bits would be added with no additional energy). Reference: VDSL2 standard ......section 10.3.4 ( Link: http://www.itu.int/rec/dologin_pub.asp?lang=e&id=T-REC-G.993.2-200602-I!!PDF-E&type=items ) NOTE: Standards do provide an option of gain, gi (for each sub-carrier) ...... but it's only for minor margin adjustment.
From: awasthi on 9 May 2010 14:34 Anyone ? Do all QAM-constellations in DSL have same average energy ? If, yes .....then how do they perform bit-loading ? >Hi, > I have a fundamental doubt regarding bit-loading. I was trying to >simulate VDSL2 system in matlab. (Issue is also applicable to ADSL2+ >standard..... might be applicable to others). > >Fact#1) Bit-loading algorithms assume that the "energy of subcarrier" >increases monotonically with information (i.e. as number of bits increase) >....... if the distance-between-constellation-points is fixed (4,16,64-QAM >have same "d"), each incremental bit requires double energy than the >previous increment (and every 2 bits will need 4 time the previous >increment). > >Conclusion from Fact#1: > Thus, as QAM size increases (due to bit-addition) .......average energy >must increase. > > >FYI: for example Cioffi book, chapter#4 ( >http://www.stanford.edu/group/cioffi/book/chap4.pdf ) .....I'm using >Levin-Campello algorithm. > > > >Fact#2) VDSL and ADSL standards ......are however a bit confusing. >They seem to indicate that average energy of all QAM constellations is same >(so incremental bits would be added with no additional energy). > >Reference: VDSL2 standard ......section 10.3.4 ( Link: >http://www.itu.int/rec/dologin_pub.asp?lang=e&id=T-REC-G.993.2-200602-I!!PDF-E&type=items >) > >NOTE: Standards do provide an option of gain, gi (for each sub-carrier) >...... but it's only for minor margin adjustment. > >
|
Pages: 1 Prev: Overlap-add induces ring-modulation Next: Resampling/interpolation (uniform and non-uniform case) |