HS-DSCH/E-DCH Channel [Archive] - Wire Free Alliance

incoincov

2013-10-24, 08:48 PM

Hi,
the transport channels are used to transfer data b/w MAC and Phisical Layer.They define how the info is transferred and are categorized as Common (BCH, PCH, RACH, FACH, HS-DSCH) and Dedicated (DCH, E-DCH).All transport channels have associated TF and TFS.
HS-DSCH is used only in DL for HSDPA.Up to rel. 6 of 3GPP specs the use of HS-DSCH is limited to UE in CELL_DCH. Rel. 7 introduces the posibility to use HS-DSCH in CELL_FACH.There's a single HS-DSCH within each cell that supports HSDPA (e.g. HS-DSCH is time shared b/w all active HSDPA connections)HS-DSCH is always mapped to HS-PDSCH and can be used to transfer both cntl plane signalling and user plane data. If HS-DSCH is used only for user data then DCH may be used in parallel to transfer cntl signalling.
E-DCH transport channel is used for HSUPA when UE is in CELL_DCH. Each cell with active HSUPA connection has a single E-DCH channel.This channel is alwayd mapped to one or more E-DPDCH. E-DCH can be used for bothe user plane and cntl signalling data. Ther MAC-e/es layer within UE is able to multiplex both DTCH and DCCH log channel onto single E_DCH. If E-DCH is only used for user data DCH can be use dor cntl plane signalling.

If HSDPA/HSUPA UE is in 3-way soft HO.

http://www.finetopix.com/image/png;base64,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

If UE is configured with both HSDPA and HSUPA connections HSDPA data is transferred from the HS-DSCH serving cell.Let's assume that HS-DSCH serv cell is the same as E-DCH serv cell. The support for SHO means that the responsiveness of the serv cell change prosedure is less critical for HSUPA. The performance of an HSDPA connection relies on the serv cell is alwayd the best cell.HSUPA serv cell chenge can use the same triggering mechanism as HSDPA serv cell change e.g. DL CPICH Ec/Io. the approach allows the 2 serv cell responsibilities to move together and removes the reqirement for separate triggering mechanisms and additional signalling.