Contents I. Introduction
The synchronization of phase coupled oscillator first proposed by Winfree [1] has attracted more and more attention of researchers because of its potential practical application value. The Kuramoto model in [2] is one of the most representative models of phase coupled oscillators, which is applied in many fields [3] such as biology, physics, engineering. The classical Kuramoto model is composed of coupled oscillators, and its dynamics are as follows \begin{equation*} \dot {\varrho }_{i}(t)=\omega _{i}+\frac {K}{M}\sum _{r=1}^{M}a_{ir}\sin (\varrho _{r}(t)-\varrho _{i}(t)), i=1,2,\ldots,M.\end{equation*} where the phase of the th oscillator is expressed as , expresses its natural frequency, the overall coupling strength is shown as , expresses the element of the adjacency matrix .
