Thermo-Fluid Dynamics of Two-Phase Flow
By Mamoru Ishii, T. Hibiki. 2007
1,479 citations recorded by the source corpus.
Subfields: Aerospace Engineering, Biomedical Engineering, Mechanical Engineering
View Paper: https://www.semanticscholar.org/paper/2c09ee35ec4fb6d696f67f3f52c2db0b7aab9843
How researchers see this paper
The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.
In Aerospace Engineering
In Biomedical Engineering
- L. Pyrak‐Nolte
- James E. McClure
- Amanda L. Dye
- Lin-wen Hu
- William G. Gray
- J. Buongiorno
- T. Mckrell
- Cass T. Miller
In Mechanical Engineering
- T. Mckrell
- Lin-wen Hu
- J. Buongiorno
- M. Ruzicka
- William G. Gray
- Alejandro Clausse
- L. Ruspini
- Shiva P. Pudasaini
Citations in the corpus
- A multiphase model for compressible granular–gaseous flows: formulation and initial tests (2016, background): “This type of granular–gas multiphase fluid model can be considered as a two-fluid model (Ishii & Hibiki 2006).”
- A general two-phase debris flow model (2012, methodology): “For simplicity, following Iverson and Denlinger [2001], Pitman and Le [2005], Pudasaini et al.”
- Study of bubble growth in water pool boiling through synchronized, infrared thermometry and high-speed video (2010, background): “Ishii & Hibiki [3]) and CFD ‘multi-fluid’ models (e.”
- Two-phase flow instabilities: A review (2014, background): “Several years later, Ishii and Hibiki [179] presented a rigorous mathematical formulation for the models describing multi-phase flow systems.”
- Towards uniformly distributed heat, mass and charge: A flow field design study for high pressure and high current density operation of PEM electrolysis cells (2019, methodology): “Here Cvm is the virtual mass coefficient, which for spheres and slugs, respectively, are given by [34]:”
- On dimensionless numbers (2008, background): “There are only several titles currently available in this growing area (e.g. Brennen, 2005; Crowe et al., 1998; Ishii and Hibiki, 2006; Kleinstreurer, 2003; Kolev, 2002; Soo, 1990), where the assistance was obtained from.”
- On the dynamics and kinematics of two‐fluid‐phase flow in porous media (2015, background): “The absence of a solid phase places fewer constraints on the shapes that the interfaces may take, and thus some useful interfacial area evolution equations have been developed [Kim, 1999; Ishii and Kim, 2004; Ishii et al., 2005; Ishii and Hibiki, 2006].”