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Time-reversal of ultrasonic fields. III. Theory of the closed time-reversal cavity

机译:超声场的时间反转。三,封闭时间反转腔理论

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For pt.II see ibid., vol.39, no.5, p.567-78 (1992). A theoretical model for time-reversal cavities to optimize focusing in homogeneous and inhomogeneous media is described. The concept of the cavity can be understood as the most realistic approximation to an exact three-dimensional (3-D) time-reversal of ultrasonic fields; it is also a generalization of the time-reversal mirrors realized experimentally in the laboratory. The proposed method is based on an approach in the transient regime that is more general than the monochromatic formalism used in optics to analyze the phase conjugation mirrors efficiency. This method uses impulse diffraction theory to obtain the impulse response of the cavity in any inhomogeneous medium. An original interpretation of the limitations due to diffraction observed in wave field propagation in terms of the different waves generated inside the cavity is also proposed. The time-reversal focusing process using a closed cavity in a weakly inhomogeneous medium is compared with more classical techniques to compensate wavefront distortions, thus illustrating the focusing improvement due to the time-reversal method.
机译:关于第二点,请参见同上,第39卷,第5期,第567-78页(1992年)。描述了时间反转腔的理论模型,以优化在均质和非均质介质中的聚焦。腔的概念可以理解为对超声场的精确三维(3-D)时间反转的最现实的近似。这也是在实验室中通过实验实现的时间倒转镜的概括。所提出的方法是基于一种瞬态状态的方法,该方法比光学分析相共轭镜效率所用的单色形式学更通用。该方法使用脉冲衍射理论来获得在任何非均匀介质中腔的脉冲响应。还提出了对由于在腔内产生的不同波而在波场传播中观察到的衍射所造成的限制的原始解释。将在弱不均匀介质中使用封闭腔的时间反转聚焦过程与更经典的技术进行比较,以补偿波前畸变,从而说明了由于时间反转方法而导致的聚焦改进。

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