A simple harmonic wave with frequency 10–100 GHz is collected by a domestic equivalence time optical sampling oscilloscope to measure and recover high-frequency signals in undersampling situations. There is a trigger sequence with a 5 ps delay resolution and 10 μs dynamic range in the oscilloscope. The trigger sequence， generated by two steps of coarse and fine delayers， is used to drive the high band-wide sampler， and the sampling value is output by an ADC with a frequency of 50 kHz. In this advancement， the high-frequency signal is sampled with an increasing 5 ps delay every 20 μs. The compress ratio is approximately 10⁶， and the sampling rate is far below the Nyquist law. With compressive sensing theory， the measurement matrix is constructed by Fourier translation and equivalence time sampling sequence and sparsify the signal measurement process. The measurement signal is reconstructed by solving an Ll-norm minimum problem. The results demonstrate that the signal with a frequency of 100 GHz can be undersampled and reconstructed with a mean square error below 5×10^-5， implying that the dynastic range of the sampling oscilloscope should be expanded.