An implicit algorithm for the propagation of a hydraulic fracture with a fluid lag
By Brice Lecampion, Emmanuel Detournay. 2007
184 citations recorded by the source corpus.
Subfields: Computational Mechanics, Mechanical Engineering, Mechanics of Materials
View Paper: https://www.semanticscholar.org/paper/4d2f340da71a346a7fb537329cfdb6240363c8c8
How researchers see this paper
The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.
In Computational Mechanics
In Mechanical Engineering
- Elizaveta Gordeliy
- Emmanuel Detournay
- Xi Zhang
- Robert G. Jeffrey
- Anthony Peirce
- D. Garagash
- Sylvie Granet
- Benoît Carrier
In Mechanics of Materials
- Elizaveta Gordeliy
- Emmanuel Detournay
- Xi Zhang
- Robert G. Jeffrey
- Anthony Peirce
- E. Dontsov
- Thomas Wick
- Mary F. Wheeler
Citations in the corpus
- Propagation of a hydraulic fracture parallel to a free surface (2005, background): “It can be shown that the deep fracture solution evolves from an early time similarity solution [29] characterized by the time exponents aO 1⁄4 13; aP 1⁄4 1 3 ; ag 1⁄4 23; aj 1⁄4 2 3 and a finite lag, to a large time similarity solution with same time exponents but with zero lag [7, 11, 35].”
- A fixed grid algorithm for simulating the propagation of a shallow hydraulic fracture with a fluid lag (2011, methodology): “Numerical algorithms, based either on a fixed grid [18] or on a stretching mesh [17, 33], have recently been developed for modeling planar hydraulic fractures with lag, in an infinite or a semiinfinite medium.”