The frequency dependence of the coercive field E c in [001] c poled 0.71Pb(Mg 1/3 Nb 2/3 )O 3 -0.29PbTiO 3 single crystals was investigated as a function of frequency f from 0.01 Hz to 5 MHz. E c was found to be proportional to f b as predicted by the Ishibashi and Orihara model, but our results showed two frequency regimes separated at around 1.0 MHz with different b values. This change of switching kinetics may be due to the presence of slower relaxation times for non-180 domain switching and heterogeneous nucleation of polar nanoregions, whose contribution to polarization reversal is frozen out beyond 1.0 MHz, leading to a larger b. Published by AIP Publishing.[http://dx.doi.org/10.1063/1.4983712]The coercive field (E c ) of ferroelectric materials is a critical parameter for the application of ferroelectric materials in random access memories (FRAMs) and medical ultrasonic transducers, which determines the lowest or maximum operating voltage of related devices. [1][2][3] In general, E c is frequency dependent because polarization switching is associated with domain wall motions and/or opposite domain nucleation and growth, both processes are time and field dependent. 1,2,4 The frequency dependence of the coercive field of bulk ferroelectric single crystals or ceramics had been investigated by measuring the polarization hysteresis loops in the low frequency range of 0.01 Hz-1000 Hz. [5][6][7] There are two factors limiting the measurement frequency for the hysteresis loop. The first is the existence of a finite relaxation time for the domain switching process. If the electric field changes too fast, the domain switching process cannot be completed, which leads to partial polarization reversal and the hysteresis loop becomes distorted. The second is the heat generation during the hysteresis measurement at high frequencies, which will cause the change of polarization and the coercive field. 8 On the other hand, many practical devices, such as medical ultrasonic transducers, usually operate in the megahertz range. For example, the center frequencies of abdominal, obstetric, and cardiac imaging transducers are from 2 to 5 MHz. Therefore, it is very critical to investigate the frequency dependent E c in the higher frequency range,