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Numerical study of low-frequency sound beams

机译:低频声束的数值研究

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This paper is concerned with study of low-frequency sound beams generated as difference-frequency secondary field in parametric array. As model equations for theoretical investigation, KZK equation and Higher-order parabolic equation (HOPE) [Kamakura, T., Masahiko, A., Kenicii, A, Acoust. Sci. & Tech. 25, 2, (2004)] were used. Efficient numerical algorithm capable of massive parallelization was proposed for numerical integration of the model equations. Numerical results obtained using KZK equation and HOPE show that the KZK equation overestimates amplitude of the difference-frequency secondary wave in the near-field of the primary wave at the axis of symmetry. Both the equations provide the same results in the far-field and at the off-axis for both low- and high-frequency secondary fields.
机译:本文涉及在参数阵列中作为差频次场产生的低频声束的研究。作为用于理论研究的模型方程,KZK方程和高阶抛物线方程(HOPE)[镰仓,T。,昌彦,A.,Kenicii,A,Acoust。科学和技术。 25,2,(2004)]。提出了一种能够大规模并行化的高效数值算法,用于模型方程的数值积分。使用KZK方程和HOPE获得的数值结果表明,KZK方程高估了对称轴处一次波近场中差频二次波的幅度。对于低频和高频次级场,两个方程在远场和离轴处都提供相同的结果。

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