GPRS Air Interface
• New ‘Packet’ logical channels defined - PBCCH, PDTCH etc.
• New multiframe structure based on ‘radio blocks’ of 4 timeslots
• Allows up to 8 mobiles to share a timeslot
• For high data rates, several physical channels may be allocated to
one user
• 4 levels of channel coding schemes (CS-1 to CS-4):
• Decreasing level of error checking
• Greater data throughput rates
• Scheme selected according to
interference level (C/I)
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)
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)
• GPRS can use traffic capacity on
the GSM network away from the
busy hour for non time critical data
transfers
• Even during the busy hour, there
is spare capacity that GPRS can
make use of:
• Voice calls start and finish at
random times, leaving short
periods when channels are
unused
• Packets of data can be sent when
these channels become available -
dynamic allocation
![](data:image/png;base64,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)
• New ‘Packet’ logical channels defined - PBCCH, PDTCH etc.
• New multiframe structure based on ‘radio blocks’ of 4 timeslots
• Allows up to 8 mobiles to share a timeslot
• For high data rates, several physical channels may be allocated to
one user
• 4 levels of channel coding schemes (CS-1 to CS-4):
• Decreasing level of error checking
• Greater data throughput rates
• Scheme selected according to
interference level (C/I)
• GPRS can use traffic capacity on
the GSM network away from the
busy hour for non time critical data
transfers
• Even during the busy hour, there
is spare capacity that GPRS can
make use of:
• Voice calls start and finish at
random times, leaving short
periods when channels are
unused
• Packets of data can be sent when
these channels become available -
dynamic allocation
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