发明公开
- 专利标题: BANDWIDTH EFFICIENT ACKNOWLEDGEMENT/NEGATIVE ACKNOWLEDEGMENT
- 专利标题(中): 带宽有效的确认/否认
-
申请号: EP99963752.3申请日: 1999-11-24
-
公开(公告)号: EP1133848A1公开(公告)日: 2001-09-19
- 发明人: KHAN, Farooq , JÄVERBRING, Stefan , FURUSKÄR, Anders , WALLMAN, Mattias
- 申请人: Telefonaktiebolaget L M Ericsson (Publ)
- 申请人地址: 126 25 Stockholm SE
- 专利权人: Telefonaktiebolaget L M Ericsson (Publ)
- 当前专利权人: Telefonaktiebolaget L M Ericsson (Publ)
- 当前专利权人地址: 126 25 Stockholm SE
- 代理机构: HOFFMANN - EITLE
- 优先权: US110444P 19981127; US345961 19990701
- 国际公布: WO0033502 20000608
- 主分类号: H04L1/18
- IPC分类号: H04L1/18
摘要:
A method and technique are provided for efficiently acknowledging transmitted information in a system that employs variable rate data transmission, and skips data block sequence numbers depending on the transmission rate used. An RBB field in an ACK/NACK message includes a starting sequence number, an indication of a sequence number step, and a bitmap. The starting sequence number indicates a first block in a series or sequence of transmitted blocks that are being acknowledged via the ACK/NACK message. The sequence number step indicates a minimum difference between sequence numbers of blocks in the sequence. Where the sequence is ordered, the sequence number step is a difference between the sequence numbers of adjacent or consecutive blocks in the series. The bitmap is configured so that each bit in the bitmap represents an acknowledgment of one of blocks in the series. The RBB field can also include multiple starting sequence numbers, and both a sequence number step and a length for each starting sequence number. Each set of starting sequence number, sequence number step and length indicates a subseries or subsequence of the series of transmitted blocks that is being acknowledged via the ACK/NACK message. The starting sequence number indicates a sequence number of a first block in the subsequence, the length indicates how many blocks are in the subsequence, and the sequence number step indicates a difference between sequence numbers of adjacent blocks in the subsequence.
信息查询