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Wave Propagation in Dispersive Marine Sediments: A Memorial to David G. Crighton

机译:色散海洋沉积物中的波传播:David G. Crighton的纪念馆

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Marine sediments support compressional and shear waves, both of which show weak dispersion and an attenuation that scales essentially as the first power of frequency. Such behavior emerges naturally from a new, linear theory of wave propagation in saturated unconsolidated granular media. The theory is based on the physics of inter-granular shearing, taking account of the microscopically rough surfaces of the mineral grains and the molecularly thin film of pore fluid that separates grains. A stochastic treatment of stress-relaxation occurring at points of contact between asperities, combined with a strain-hardening argument for the behavior of the thin fluid film as shearing progresses, leads to two wave equations, one for compressional and the other for shear waves. From these equations, expressions emerge for the dispersion and attenuation of both types of wave. These theoretical expressions for the phase speeds and attenuations are well behaved at all frequencies and are in agreement with the available experimental evidence.
机译:海洋沉积物支持压缩和剪切波,两者都显示出弱分散和衰减,其基本上是频率的第一功率。这种行为自然出现在饱和未溶胀的粒状介质中的一种新的线性波传播理论中。该理论基于颗粒间剪切的物理学,考虑到矿物颗粒的显微粗糙表面和分离晶粒的孔隙流体的分子薄膜。在粗糙度之间的接触点处发生应力松弛的随机处理,与薄液膜作为剪切的薄流体膜的行为的应变硬化参数相结合,导致两个波浪方程,一个用于剪切波的压缩和另一个。从这些方程式,表达出现了两种类型波的分散和衰减。对于相位速度和衰减的这些理论表达在所有频率上表现良好,并且与可用的实验证据一致。

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