Simulate an SWWSN environment where the BS is located at the center of the network and the network is in a circular shape with radius R meters. Assume a large number of wired LLs are employed where the LLs are added from the BS to a circle at distance L from the center of the network. Nodes are distributed uniformly in the network area. (a) Estimate the APLB with and without the LLs and plot the APLB variation against the number of LLs added. (b) Locate the BS at the periphery of the network and repeat (a). (c) Simulate and develop an empirical model for optimal LL length for LLs where the length may vary randomly within a range.
What will be an ideal response?
This problem is a computer-based exercise. Use any of the following network simulators: NS-
2, NS-3, QualNet, OPNET, or write a program on your own to simulate the network. Some
Matlab code fractions available for simulations can be found at https://complexnetworksbook.
github.io
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