This paper dealed with the problem of masterslave synchronization for uncertain Lur’e systems via intermittent control. By using Lyapunov theory and Sprocedure, a sufficient condition was firstly derived such that the nominal Lur’e master and slave systems were exponentially synchronous. Based on the obtained result, the robust exponential synchronization for Lur’e master and slave system with normbounded uncertainties was then presented. These synchronization criteria were expressed in terms of matrix inequalities. An optimization strategy was also given to minimize the performance index. Finally, two numerical examples were presented to verify the effectiveness of the theoretical results.