Method for improving computing precision of rock fracture parameters
A technology for calculating rock fractures and parameters, applied in the fields of development and oil and gas exploration, can solve the problems of complex realization process, unstable reliability of prediction results, one-sided emphasis on reflection ability, etc., and achieve the effect of improving prediction accuracy.
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Embodiment 1
[0065] Example 1: Using two anisotropic properties to improve the calculation accuracy of rock fracture parameters
[0066] (1) Using two kinds of anisotropic seismic attributes, use the usual methods to obtain the corresponding fracture directions and fracture densities;
[0067] The amplitude attribute A and velocity attribute V of the target layer are selected as the anisotropic seismic attributes involved in the calculation, and the corresponding fracture direction and fracture density are obtained by using the ellipse fitting method. And denoted as S A , D A , S V , D V ,among them:
[0068] S A ——The crack direction obtained from the amplitude attribute A
[0069] D A ——The crack density obtained from the amplitude attribute A
[0070] S V ——The crack direction calculated by the velocity attribute V
[0071] D V ——Crack density calculated from velocity attribute V
[0072] The amplitude attribute A is directly determined by T 0 The data is extracted from the corresponding sub-azimu...
Embodiment 2
[0135] Example 2: Using three anisotropic properties to improve the calculation accuracy of rock fracture parameters
[0136] (1) Using three anisotropic seismic attributes: amplitude attribute A, velocity attribute V and frequency attribute F, the ellipse fitting method is used to obtain the corresponding fracture direction and fracture density S A , D A , S V , D V , S F , D F ,among them:
[0137] S F ——Crack direction calculated by frequency attribute F
[0138] D F ——Crack density calculated by frequency attribute F
[0139] (Other parameters are the same as in Example 1, the same below)
[0140] (2) Normalize the crack density obtained by normal methods;
[0141] The crack density D calculated in step (1) F The data range of is 100~420, and the following operations are performed on it: D F =(D F -100)×1.563, making D F The data range becomes 0~500, and D V Consistent.
[0142] (3) Calculate the hierarchical correlation coefficients of the fracture directions corresponding to the thr...
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