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The paper analyses a model that describes a wireless access network with one bottleneck router and n ≥ 2 TCP flows described by a nonlinear dynamical system. The equilibrium point is determined for the general case. For the particular case n = 2 the periodic solutions are examined, when the round trip time is considered as bifurcation parameter. The conditions for the local asymptotic stability of the equilibrium point are given. In the last part, using Maple and Matlab, the numerical example verifies the theoretical results and some conclusions and future directions are shown.

Analysis of a Congestion Model in a Wireless Access Network with One Bottleneck Router and N TCP Flows