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Spherocylindrical microplane constitutive model for shale and other anisotropic rocks

机译:页岩和其他各向异性岩石的球形胶质纤维介质模型

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摘要

Constitutive equations for inelastic behavior of anisotropic materials have been a challenge for decades. Presented is a new spherocylindrical microplane constitutive model that meets this challenge for the inelastic fracturing behavior of orthotropic materials, and particularly the shale, which is transversely isotropic and is important for hydraulic fracturing (aka fracking) as well as many geotechnical structures. The basic idea is to couple a cylindrical microplane system to the classical spherical microplane system. Each system is subjected to the same strain tensor while their stress tensors are superposed. The spherical phase is similar to the previous microplane models for concrete and isotropic rock. The integration of stresses over spherical microplanes of all spatial orientations relies on the previously developed optimal Gaussian integration over a spherical surface. The cylindrical phase, which is what creates the transverse isotropy, involves only microplanes that are normal to plane of isotropy, or the bedding layers, and enhance the stiffness and strength in that plane. Unlike all the microplane models except the spectral one, the present one can reproduce all the five independent elastic constants of transversely isotropic shales. Vice versa, from these constants, one can easily calculate all the microplane elastic moduli, which are all positive if the elastic in-to-out-of plane moduli ratio is not too big (usually less than 3.75, which applies to all shales). Oriented micro-crack openings, frictional micro-slips and bedding plane behavior can be modeled more intuitively than with the spectral approach. Data fitting shows that the microplane resistance depends on the angle with the bedding layers non-monotonically, and compressive resistance reaches a minimum at 60°. A robust algorithm for explicit step-by-step structural analysis is formulated. Like all microplane models, there are many material parameters, but they can be identified sequentially. Finally, comparisons with extensive test data for shale validate the model.
机译:各向异性材料的无弹性行为的组成方程已经是几十年的挑战。呈现是一种新的球筒子吲哚氏纤胺本构模型,满足正向材料的非弹性压裂行为的这种挑战,特别是横向各向同性,并且对于液压压裂(AKA FRACKING)以及许多岩土结构很重要。基本思想是将圆柱形微板系统耦合到经典球形微板系统。每个系统经受相同的应变张量,而它们的应力张量叠置。球形相位类似于用于混凝土和各向同性岩石的先前微层模型。所有空间取向的压力对所有空间方向的施力依赖于前面开发的球形表面的最佳高斯整合。作为创造横向同位素的圆柱形相,涉及仅对各向同性的平面或床上用品的微晶,或者增强该平面中的刚度和强度。与除光谱之外的所有微型片模型不同,本发明的目前可以再现横向各向同性Hales的所有五个独立弹性常数。从这些常数中反之亦然,可以容易地计算所有微层弹性模量,如果弹性进出飞机模倍率不太大(通常小于3.75,那么这一切都是阳性的,这是阳性的(通常小于3.75,这适用于所有Shales) 。导向的微裂纹开口,摩擦微滑板和床上用品行为可以更直观地建模,而不是光谱法。数据配件表明,微板电阻取决于与床上用品的角度无单调,并且压缩电阻在60°处达到最小值。制定了一种用于显式逐步结构分析的强大算法。与所有Microplane型号一样,有许多材料参数,但它们可以顺序识别。最后,对页岩的广泛测试数据进行比较验证模型。

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