Growth and periodic repeating of traveling-wave convection with through-flow
水平流作用下行波对流的成长及周期性重复

Growth dynamics and spatiotemporal evolutions of one_dimensional traveling_wave pattern in a binary_fiuid_mixture Reylaigh_Benard convection with extremely weak through_flows are investigated by numerically simulating basic hydrodynamic equations. We show that the system exhibits repeated dynamics of traveling-wave convection, and their repeating periods depend sensitively on the strength of through_flow