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Parametric Phase Conjugation for the Second Harmonic of a Nonlinear Ultrasonic Beam

机译:非线性超声束二次谐波的参数相位共轭

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The effect of phase conjugation for the second harmonic of a focused ultrasonic beam was investigated experimentally and by numerical simulation. An ultrasonic pulse with the carrier frequency f = 3 MHz was emitted into water and focused at a point between the source and the phase conjugating system. The phase conjugation for the second harmonic of the incident wave (2f = 6 MHz) was performed in a magnetostrictive ceramic as a result of the parametric interaction of the incident wave with the pumping magnetic field (the pumping frequency was f_p = 4f = 12 MHz). The axial and focal distributions of sound pressure in the incident and conjugated beams were measured using a broadband PVDF membrane hydrophone. The corresponding calculations were performed by solving numerically the Khokhlov-Zabolotskaya-Kuznetsov (KZK) equation allowing for the nonlinearity, diffraction, and thermoviscous absorption. The results of measurements agreed well with the calculations and showed that the field of a conjugate wave adequately reproduces the field of the second harmonic of the incident wave. A certain advantage of focusing with the phase conjugation for the second harmonic was demonstrated in comparison with the operation at the doubled frequency of the incident wave. The results of this study can serve as a basis for the utilization of the phase conjugation of harmonics in ultrasonic tomography and nondestructive testing.
机译:通过数值模拟实验研究了相位共轭对聚焦超声束二次谐波的影响。载波频率为f = 3 MHz的超声波脉冲发射到水中,并聚焦在源和相位共轭系统之间的某个点上。由于入射波与泵浦磁场的参量相互作用(泵浦频率为f_p = 4f = 12 MHz),在磁致伸缩陶瓷中对入射波的二次谐波(2f = 6 MHz)进行了相位共轭。 )。使用宽带PVDF膜水听器测量入射光束和共轭光束中声压的轴向和焦点分布。通过数值求解允许非线性,衍射和热粘性吸收的Khokhlov-Zabolotskaya-Kuznetsov(KZK)方程进行相应的计算。测量结果与计算结果非常吻合,表明共轭波的场能够充分再现入射波二次谐波的场。与在入射波的两倍频率下的操作相比,展示了针对第二谐波的相位共轭聚焦的某些优势。这项研究的结果可作为在超声层析成像和无损检测中利用谐波相位共轭的基础。

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