Cross-scale seismic rock physical attenuation model and method for predicating attenuation and dispersion
A petrophysics, attenuation model technology, applied in the field of exploration physical geology, can solve the problem of not considering the impact and so on
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Embodiment 1
[0073] Example 1. The cross-scale seismic rock physical attenuation model is characterized in that: the model is a model for simulating the characteristics of underground oil-gas dual-phase media, and comprehensively considers the attenuation mechanisms of macroscale, mesoscale and microscale. Under the conditions, the attenuation and dispersion of seismic waves in the seismic frequency band can be predicted.
[0074] The way to build this model is:
[0075] Under the framework of the elastic wave theory of Biot two-phase media at the macro scale, the influence of the "jet flow" of the micro-scale cracks in the "BISQ" elastic wave theory is introduced. The aquifer and the gas-bearing layer are superimposed alternately, each layer extends infinitely laterally, and is an isotropic medium, and the thickness of each layer is much smaller than the seismic wavelength and larger than the particle size; the governing equation of each layer is "BISQ" elastic fluctuation Equations to ...
Embodiment 2
[0089] Example 2. The method for predicting the compressional wave attenuation and dispersion of the above-mentioned cross-scale seismic rock physics attenuation model includes: using Dutta’s double decoupling method to solve the solid displacement of the upper and lower interfaces of the characteristic unit in the model, and then obtain the plane wave modulus of the characteristic unit, Finally, the attenuation and dispersion of the cross-scale seismic rock physics attenuation model are obtained.
[0090] The solid displacement of the upper and lower interfaces of the characteristic unit in the described solution model, and then the specific method for obtaining the plane wave modulus of the characteristic unit is:
[0091] For each characteristic unit in the model, when a simple harmonic force is applied from the outside (simulating longitudinal wave propagation), the characteristic element will produce uniaxial strain θe net , so the equivalent plane wave modulus of the ...
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