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2                                                 Transport aspects


                                               Direct_Rec  eived_subc  arrier_pow  er_mW(i     )
                         Hlog (  ) f  10 log 10                                             
                                              
                                                                                               
                                                Direct_Tra nsmit_subc  arrier_pow  er_mW(i  )    ,

            where  Direct_Received_subcarrier_power_mW  (i)  is  the  average  power  of  the  received  direct  signal
            component on subcarrier i at the U-interface of the receiving FTU, assuming the receiving FTU presents a
            load   impedance    RL   to   the   network   of   100   Ohms   resistive   (see   Note   2),   and
            Direct_Transmit_subcarrier_power_mW(i) is the average power of the transmit direct signal component on
            subcarrier i at the U-interface of the transmitting FTU, assuming the network input impedance is 100 Ohms
            resistive (see Note 3 and Note 4).
            Direct_Received_subcarrier_power_mW(i)  and  Direct_Transmit_subcarrier_power_mW(i)  should  not
            include FEXT contributions from other lines of the vectored group. The exact methods used by the VCE to
            estimate        Direct_Received_subcarrier_power_mW         (i)       and        Direct_Transmit_
            subcarrier_power_mW(i) are vendor discretionary.

            NOTE 1 – One way of avoiding impact of crosstalk in estimation of the Direct_Received_subcarrier_power for both
            upstream and downstream is by applying particular probe sequences, e.g., probe sequences containing 0-elements on
            sync  symbol  positions  associated  with  the  estimation  on  all  lines  except  the  line  under  estimation  (similar  to
            estimation of QLN defined in clause 11.4.1.2.3).
            NOTE 2 – In actual implementations, the receiving FTU load impedance may deviate from 100 Ohms resistive.
            For  downstream  Hlog,  the  Direct_Received_subcarrier_power_mW(i)  can  be  obtained  from  the  FTU-R
            reported DFT output samples as specified in clause 10.3.3.2 (DFT samples are referenced to a termination
            impedance (i.e. load impedance of the FTU receiver to the network) of 100 Ohms resistive).
            For    upstream    Hlog,   the   FTU-O's    internal   measurements    are    used    to   obtain
            Direct_Received_subcarrier_power_mW(i).
            NOTE 3 – Transmit PSD in G.9700 clause 7.3 is also defined on 100 Ohms termination impedance. Remark that in this
            case termination impedance is to be interpreted as the network/loop input impedance.
            NOTE 4 – In actual deployments, the network/loop input impedance may deviate from 100 Ohms resistive.
            The  VCE  shall  average  the  measurements  over  Navg  of  at  least  256  symbols  (consecutive  or  non-
            consecutive), and shall indicate the value of Navg represented as a 16-bit unsigned value.
            The Direct_Received_subcarrier_power_mW (i) and the Direct_Transmit_subcarrier_power_mW(i) shall be
            estimated only during transmission of sync symbols during  showtime L0 link state only.  Hlog(f) shall be
            updated during L0 link state only, on request of the DPU ME, in response to an update request for test
            parameters (see clause 7.1.9.1 of [ITU-T G.997.2]).
            The  reported  Hlog  values  (upstream  and  downstream)  shall  be  represented  by  subcarrier  groups.  The
            number of subcarriers, G, in one subcarrier group shall be equal to:

                                                G = max(2 ceiling(log ((Θ+1)/512)) , 1),
                                                              2
            where Θ is the highest subcarrier index of the MEDLEYds set, and 512 is the maximum number of subcarrier
            groups. Valid values of G are 1, 2 and 4.
            For the given group size G, the channel characteristics function Hlog(k × G × fSC) is the value of Hlog at
            subcarrier with index i = k × G. It shall be represented by an integer number m(k), where the valid values of
            k are from k = 0 to k =ceiling(Θ/G). The values of m(k) shall be coded as 10-bit unsigned integers so that:

                                              Hlog(k × G × fSC ) = 6 − (m(k)/10).
            This format supports an Hlog(f) granularity of 0.1 dB with a valid range of values from +5.9 dB to −95.9 dB,
            corresponding to the set of valid values of m = 1 to 1019.







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