抄録
When the ion beam-plasma system is stimulated by a pump field with frequency f0 near the ion Langmuir frequency fpi, the ion sound wave (fs) is enhanced and, at the same time, a new wave (fb) corresponding to the slow wave of the beam appears, and among their frequencies, the resonant condition, fb=fpi+fs, is satisfied. The resonant condition for the wave numbers, kb=kpi+ks, is ascertained by a test wave method. The test wave grows temporally at the frequencies coinciding with the frequencies of fb and fpi and, at the same time, the wave with the frequency of fb−fpi=fs grows also temporally. Their growing is affected by an ion beam energy, an initial intensity of the pump field and its frequency. These phenomena will be discussed with a nonlinear theory of the explosive instability for the coherent three-wave interaction.