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宽带参量阵的研究——(1)脉冲自解调问题的非轴向场

TRANSIENT PARAMETRIC ARRAYS (1) OIF-AXIS RADIATION IN THE SELF-DEMODULATION OF PULSES

  • 摘要: 过去的脉冲自解调理论仅给出了这种参量阵的轴向场的表达式,至于非轴向场只能用一个积分式表示,借助于数值计算得到理论结果。本文应用傅氏积分的卷积定理将原来的频域积分转换成对时间的积分。利用这种方法,几乎对各种典型信号都能解析地算出上述积分式。

     

    Abstract: Up to now,only an expression of the on-axis radiation of parametric array can be given from the theory of the pulse self-democlulation.As for the off-axis field,the solution can only be given in an integral form,and merely numerical results are obtained by using the computer,this paper shows that these integrals can be analytically determined almost for all typical primary waves by means of Fourier's convolution theorem which transforms the integrals depending on frequency into time dependent ones.

     

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