Figure 6
From: Dynamics of oscillators globally coupled via two mean fields

Normal, anomalous, and hybrid branches for attractive second coupling. The global order parameter of traveling wave states as functions of λ. The parameters are \({{\rm{\Theta }}}_{2}=0\) and \({\rm{\Delta }}=0.5\), and the values of \({{\rm{\Theta }}}_{1}\) are (a): \({{\rm{\Theta }}}_{1}=0.2\pi \); (b): \({{\rm{\Theta }}}_{1}=0.6\pi \); (c): \({{\rm{\Theta }}}_{1}=0.75\pi \); (d): \({{\rm{\Theta }}}_{1}=0.85\pi \). Bold lines: states with all \({P}_{l}=1\) (all oscillators locked); dashed lines: states that are partially locked \(0 < {P}_{l} < 1\); dotted lines: all oscillators are unlocked \({P}_{l}=0\). Stable traveling wave and incoherent solutions are highlighted with bold green line in background.