2012
DOI: 10.1002/nme.4340
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Formulation and sequential numerical algorithms of coupled fluid/heat flow and geomechanics for multiple porosity materials

Abstract: SUMMARY We extend constitutive relations of coupled flow and geomechanics for the isothermal elastic double porosity model by Berryman [Journal of Engineering Mechanics ASCE 2002; 128(8):840–847] in the previous study to those for the nonisothermal elastic/elastoplastic multiple porosity model, finding coupling coefficients and constraints of the multiple porosity model and determining the upscaled elastic/elastoplastic moduli as well as relations between the local strains of all materials within a gridblock a… Show more

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Cited by 100 publications
(82 citation statements)
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References 56 publications
(193 reference statements)
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“…The high deformability of fractures also affects coupling in pore volume, which cannot be neglected; this coupling can be modeled by poromechanics (Coussy, 2004). Specifically, according to Berryman (2002) and Kim et al (2012), porosity coupling using a multiple continuum approach, which can represent a fracture-rock matrix system (or a system of the main fracture and small local fractures), can be modeled as 3 , ,…”
Section: Coupled Flow and Geomechanicsmentioning
confidence: 99%
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“…The high deformability of fractures also affects coupling in pore volume, which cannot be neglected; this coupling can be modeled by poromechanics (Coussy, 2004). Specifically, according to Berryman (2002) and Kim et al (2012), porosity coupling using a multiple continuum approach, which can represent a fracture-rock matrix system (or a system of the main fracture and small local fractures), can be modeled as 3 , ,…”
Section: Coupled Flow and Geomechanicsmentioning
confidence: 99%
“…Specifically, we use the fixed-stress sequential method in solving two-way coupling in pore-volume, written as (Kim et al, 2012) …”
Section: Coupled Flow and Geomechanicsmentioning
confidence: 99%
“…In this sense, the double porosity model can be well suited for flow for fractured reservoirs. We modify the constitutive relations for the multiple porosity model in thermoporomechanics proposed by Kim et al (2012b), extended from the relations by Berryman (2002). We do not use the Einstein notation in this section for clarity.…”
Section: Dynamic Double Porosity Modelmentioning
confidence: 99%
“…Note that the geomechanics still accounts for both geomechanical moduli of the fracture and intact rock. Then, in the case of the double porosity model in flow and geomechanics, we modify the constitutive relations proposed by Kim et al (2012b), which generalized the constitutive model by Berryman (2002) to non-isothermal multiple porosity coupled flow and geomechanics systems.…”
Section: Introductionmentioning
confidence: 99%
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