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Exact(9)
is the conditional probability that the radius of cylindrical Rzone is when we have successful transmission.
: it denotes the probability of successful transmission when the radius of cylindrical Rzone is, which can be found in table.
is the probability that the radius of cylindrical Rzone is and route discovery is successful. is the probability that the radius of cylindrical Rzone is and route discovery is unsuccessful.
We create three tables and two counters for the realization of self-adaptation of cylindrical Rzone based on Bayes' theorem.
(ii) : it denotes the total number of successful transmissions when the radius of cylindrical Rzone is, which can be found in table success. .
(iii) : it denotes whether the value of is tested or not when the radius of cylindrical Rzone is, which can be found in table.
Similar(51)
Table probability is used to store the value of, which can be calculated by (7), (8), and (9). is the conditional probability of successful transmission when the radius of the cylindrical Rzone is. is calculated from (10).
: it denotes the last time radius of the cylindrical Rzone.
In other words, the last time radius of the cylindrical Rzone is invalid for route finding.
In this case, we need to increase the radius of the cylindrical Rzone.
We modify the location-based routing to realize self-adaptation of the cylindrical Rzone.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com