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The numerical results reveal that struts exhibiting mode interaction are very sensitive to both local and global imperfections.

The analytical results for two- and three-mode interactions are also compared with results obtained by Monte Carlo simulation.

Some evidence of mode interaction is recorded by the clustering of eigenvalues/eigenmodes.

The influence of several parameters is analysed and unstable mode interaction is observed to occur under certain geometric conditions.

A simplified method to calculate the pitchfork bifurcation load where mode interaction is triggered for struts with a global imperfection is developed for the first time.

The parametric normal mode interaction is found to take place under the combination parametric resonance of the summed type while it does not exist for the difference type.

A well-known example of such a mode interaction is the one resulting from the coupling of local or distortional buckling with overall buckling in the case of thin-walled cold-formed members.

Therefore their binding mode interaction is more or less closer to each other.

The weak longitudinal mode interaction was confirmed by the longitudinal field overlap between the two modes (Fig. 2), which was calculated to be 0.34 [14].

If the cooperation is needed, the source node selects certain node out of relay or helper candidates, which will be discussed later in Section 3. If the relay R is selected, the CoopMAC RTS-CTS mode interaction is then used, which is followed by two phases relay transmission of data frame [17].

In this work, the existence of buckling-mode interaction is experimentally verified for intermediate length pultruded wide-flange columns subjected to uniaxial compression.