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Paging/PCCH是否支撑HARQ合并?
提问者:illidan   |  提问时间:2011-7-13 15:09
It requires at the minimum an new data indicator (NDI), a redundancy version(RV) and a HARQ process number to perform a HARQ combining for a transport block. In Sect. 5.3.2.1 of TS36.321, it’s stated that “in case of BCCH a dedicated broadcast HARQ process is used”. So is this “ broadcast HARQ process” also used for paging/PCCH? Considering redundancy version, it is stated in Sect. 7.1.7.3 that the RV shall set to 0 when the DCI 1C is scrambled by P-RNTI, and that the RV is set according to SI window for DCI 1C scrambled by SI-RNTI, implying that Chase and IR combining are possible for SI-RNTI while only Chase combining is applicable for P-RNTI. For DCI 1A, eNodeB is able to set RV as needed. For the HARQ process ID, there’s no “HARQ process number” field in DCI 1C, and for DCI 1A with P-RNTI, the “HARQ process number” field is reserved, as stated in TS36.212. As for NDI, there’s no NDI field for DCI 1C. Though there’s NDI filed in DCI 1A, it is defined clearly that the NDI bit is reserved for P-RNTI in Sect. 5.3.3.1.3 of TS36.212. Since there’s no NDI for P-RNTI, with DCI 1C or 1A, it is not applicable for a HARQ combining for Paging. In summary, RV is available for transport block for PCCH, but either of HARQ process ID and NDI is available for PCCH. So it is clear that HARQ combining is not applicable for Paging, under the framework of 3GPP specification. As to system information broadcast/BCCH, HARQ process ID and NDI are also not available in the downlink control information, namely DCI 1C or 1A. However, an extra and special HARQ process is explicitly defined for BCCH in TS36.321, named broadcast HARQ process. Furthermore, the NDI for BCCH transport block is determined from the SI scheduling information. There extra settings make it possible to perform HARQ combining (even incremental redundancy!) for BCCH.
回复 4# 的帖子
杰斐科童鞋,为什么你要把Paging叫做随路信令呢?人家独占对应的PDSCH,哪里随了。像AN, CQI等控制信息,与用户数据一起挤占PUSCH,那才叫随路信令。

另,兰州在楼顶只是更详细分析,各个逻辑信道对应的HARQ合并情况。而不是像302那样,一句话说完,懂的人继续懂,不明白的人继续不明白,是不是?
回答时间:2011-9-5 09:38
 
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