A routing calculation method and device
A calculation method and path calculation unit technology, applied in the field of communication, can solve problems such as resource waste and affect the normal establishment of other services, and achieve the effect of reducing resource occupation and shortening resource reservation time
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Embodiment 1
[0099] Example 1: No requirement on resource utilization, electrical layer calculation
[0100] This embodiment describes the BRPC calculation process in which there is no requirement on resource utilization in the calculation request. Refer below figure 2 The scenario shown (assuming that the links in this scenario are all electrical layers) provides a description of the specific implementation process of this embodiment.
[0101] figure 2 AS(i) and VSPT(i+1) are given in . DN is the destination node, BN-en(1, i+1), BN-en(2, i+1) and BN-en(3, i+1) are the leaf nodes of VSPT(i+1), namely AS( The entry boundary nodes of i+1), BN-en(1, i), BN-en(2, i) and BN-en(3, i) are the entry boundary nodes of AS(i), BN-ex(1 , i) and BN-ex(2, i) are the egress border nodes of AS(i). Need to set up the shortest path tree from DN to AS (i) entrance border node now, form VSPT (i), in conjunction with BRPC algorithm and the method of the present invention, calculation process is as follo...
Embodiment 2
[0108] Example 2: There is a requirement for resource utilization, electrical layer calculation
[0109] This embodiment describes the BRPC calculation process in which the resource utilization rate is required in the path calculation request. Refer below figure 2 The scenario shown (assuming that the links in this scenario are all electrical layers) provides a description of the specific implementation process of this embodiment.
[0110] figure 2 AS(i) and VSPT(i+1) are given in . DN is the destination node, BN-en(1, i+1), BN-en(2, i+1) and BN-en(3, i+1) are the leaf nodes of VSPT(i+1), namely AS( The entry boundary nodes of i+1), BN-en(1, i), BN-en(2, i) and BN-en(3, i) are the entry boundary nodes of AS(i), BN-ex(1 , i) and BN-ex(2, i) are the egress border nodes of AS(i). Need to set up the shortest path tree from DN to AS (i) entrance border node now, form VSPT (i), in conjunction with BRPC algorithm and the method of the present invention, calculation process is ...
Embodiment 3
[0121] Embodiment 3: There are requirements for resource utilization and optical layer calculation
[0122] This embodiment describes a BRPC calculation process in which a calculation request has a resource utilization requirement. Refer below figure 2 The scenario shown (assuming that the links in this scenario are all optical layers) provides a description of the specific implementation process of this embodiment.
[0123] figure 2 AS(i) and VSPT(i+1) are given in . DN is the destination node, BN-en(1, i+1), BN-en(2, i+1) and BN-en(3, i+1) are the leaf nodes of VSPT(i+1), namely AS( The entry boundary nodes of i+1), BN-en(1, i), BN-en(2, i) and BN-en(3, i) are the entry boundary nodes of AS(i), BN-ex(1 , i) and BN-ex(2, i) are the egress border nodes of AS(i). Need to set up the shortest path tree from DN to AS (i) entrance border node now, form VSPT (i), in conjunction with BRPC algorithm and the method of the present invention, calculation process is as follows:
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