Maintenance method of service cooperated node organization structure in distributed environment
A distributed environment and organizational structure technology, applied in digital transmission systems, electrical components, transmission systems, etc., can solve problems such as increased network load pressure, inconsistent global topology diagrams, and message loss, and achieve the effect of ensuring maintainability
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Embodiment 1
[0060] As shown in FIG. 2 , the specific implementation manner of the above technical route is given below by taking the tree structure as an example. Collaborative nodes form a tree structure as shown in Figure 2. Each node in the tree completes the function of reporting data to its superior node (parent node). Let the level of any node X be L(X) and have L(B) >L(N)>L(D)≥L(C). It is assumed that the failure probability of a single node is q=0.01, and the maintainability probability of the entire structure is required to be not less than 0.99.
[0061] Calculate the maintainable probability of the tree structure rooted at A shown in Figure 2 when k=1, 2, ... as follows:
[0062] M T 1 ( A ) = Pr ( E M 1 ( A , 1 ...
Embodiment 2
[0097] The specific implementation of the above-mentioned technical route is given below by taking the linear structure as an example. Collaborative nodes form a linear structure as shown in Figure 7, and each node on the line transmits a message to its right neighbor node. It is assumed that the failure probability of a single node is q=0.01, and the maintainability probability of the entire structure is required to be not less than 0.99.
[0098] According to the calculation method of maintainability probability, determine the neighborhood range k that each node needs to maintain.
[0099] Calculate the maintainable probability of the line structure with the total number of nodes n=4 shown in Figure 7 at k=1, 2, ... as follows:
[0100] M L 1 ( 4,0.01 ) = 0.99 · M L 1 ( 3,0....
Embodiment 3
[0126] The specific implementation of the above technical route is given below by taking the ring structure as an example. Coordinated nodes form a ring structure as shown in Figure 11, and each node on the ring transmits messages to its clockwise neighbors. It is assumed that the failure probability of a single node is q=0.01, and the maintainability probability of the entire structure is required to be not less than 0.99.
[0127] According to the calculation method of maintainability probability, determine the neighborhood range k that each node needs to maintain.
[0128] Calculate the maintainability probabilities of the ring structure with the total number of nodes n=4 shown in Figure 11 at k=1, 2, ... as follows:
[0129]
[0130] M C 1 ( 4,0.01 ) = 0.99 · M C 1 ( 3,...
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