Cisco Cisco Packet Data Gateway (PDG)
Context Configuration Mode Commands E-H
gtpp algorithm ▀
Command Line Interface Reference, StarOS Release 16 ▄
2369
gtpp algorithm
Configures GTPP routing algorithms for the current context. This command is deprecated but available for backward
compatibility.
compatibility.
Product
GGSN
P-GW
SAEGW
Privilege
Security Administrator, Administrator
Mode
Exec > Global Configuration > Context Configuration
configure > context context_name
Entering the above command sequence results in the following prompt:
[context_name]host_name(config-ctx)#
Syntax
gtpp algorithm { first-server | round-robin | first-n count }
first-server
Specifies that accounting data is sent to the first available charging gateway function (CGF) based upon the
relative priority of each configured CGF. Default: Enabled
relative priority of each configured CGF. Default: Enabled
round-robin
Specifies that accounting data is transmitted in a circular queue fashion such that data is sent to the highest
priority CGF first, then to the next available CGF of the highest priority, and so on. Ultimately, the queue
returns to the CGF with the highest configured priority. Default: Disabled
priority CGF first, then to the next available CGF of the highest priority, and so on. Ultimately, the queue
returns to the CGF with the highest configured priority. Default: Disabled
first-n
count
Specifies that the AGW must send accounting data to
count
(more than one) CGFs based on their priority.
Response from any one of the
count
CGFs would suffice to proceed with the call. The full set of accounting
data is sent to each of the
count
CGFs.
count
is the number of CGFs to which accounting data will be sent, and must be an integer from 2 through
65535. Default: 1 (Disabled)
Usage
Use this command to control how G-CDR/P-CDR accounting data is routed among the configured CGFs.
Example
The following command configures the system to use the round-robin algorithm when transmitting G-
CDR/P-CDR accounting data:
CDR/P-CDR accounting data:
gtpp algorithm round-robin