Javascript must be enabled to continue!
Instabilities and Bifurcations in Turbulent Porous Media Flow
View through CrossRef
Abstract
Microscale turbulent flow in porous media is conducive to the development of flow instabilities due to strong vortical and shearing flow occurring within the pore space. When the flow instabilities around individual solid obstacles interact with numerous others within the porous medium, unique symmetry-breaking phenomena emerge as a result. This paper focuses on investigations of the vortex dynamics and flow instabilities behind solid obstacles in porous media, emphasizing how solid obstacle geometry and porosity influence both microscale and macroscale flow behavior. Two distinct symmetry-breaking mechanisms were identified in different porosity ranges. In low porosity media (< 0.8), a “deviatory flow” phenomenon occurs, where the macroscale flow deviates from the direction of applied pressure gradient at Reynolds numbers above 500. Deviatory flow is a source of macroscale Reynolds stress anisotropy, which is counterbalanced by a diminished vortex core size. In the intermediate porosity regime (0.8–0.95), a “jetting flow” mechanism creates asymmetric microscale velocity channels in the pore space through temporally biased vortex shedding, occurring during the transition to turbulence. Both symmetry-breaking phenomena are critically influenced by solid obstacle shape, porosity, and Reynolds number. Circularity of solid obstacle geometry and an adequately high-Reynolds number provide critical conditions for symmetry-breaking, whereas porosity can be used to parametrize the degree of symmetry-breaking. This paper provides fundamental insights into the intricate flow dynamics in porous media, offering a comprehensive understanding of how microscale vortex interactions generate macroscale flow asymmetries across different geometric configurations.
Article Highlights
Turbulent flow in porous media exhibits dual characteristics of both classical internal and external flows.
Persistent microscale vortex production and transport induce secondary instabilities and flow bifurcations.
Unique flow instabilities and symmetry-breaking phenomena occur at low and intermediate values of porosity.
Springer Science and Business Media LLC
Title: Instabilities and Bifurcations in Turbulent Porous Media Flow
Description:
Abstract
Microscale turbulent flow in porous media is conducive to the development of flow instabilities due to strong vortical and shearing flow occurring within the pore space.
When the flow instabilities around individual solid obstacles interact with numerous others within the porous medium, unique symmetry-breaking phenomena emerge as a result.
This paper focuses on investigations of the vortex dynamics and flow instabilities behind solid obstacles in porous media, emphasizing how solid obstacle geometry and porosity influence both microscale and macroscale flow behavior.
Two distinct symmetry-breaking mechanisms were identified in different porosity ranges.
In low porosity media (< 0.
8), a “deviatory flow” phenomenon occurs, where the macroscale flow deviates from the direction of applied pressure gradient at Reynolds numbers above 500.
Deviatory flow is a source of macroscale Reynolds stress anisotropy, which is counterbalanced by a diminished vortex core size.
In the intermediate porosity regime (0.
8–0.
95), a “jetting flow” mechanism creates asymmetric microscale velocity channels in the pore space through temporally biased vortex shedding, occurring during the transition to turbulence.
Both symmetry-breaking phenomena are critically influenced by solid obstacle shape, porosity, and Reynolds number.
Circularity of solid obstacle geometry and an adequately high-Reynolds number provide critical conditions for symmetry-breaking, whereas porosity can be used to parametrize the degree of symmetry-breaking.
This paper provides fundamental insights into the intricate flow dynamics in porous media, offering a comprehensive understanding of how microscale vortex interactions generate macroscale flow asymmetries across different geometric configurations.
Article Highlights
Turbulent flow in porous media exhibits dual characteristics of both classical internal and external flows.
Persistent microscale vortex production and transport induce secondary instabilities and flow bifurcations.
Unique flow instabilities and symmetry-breaking phenomena occur at low and intermediate values of porosity.
Related Results
Numerical investigation of tidal forcing on the stability of bifurcations
Numerical investigation of tidal forcing on the stability of bifurcations
River bifurcations are ubiquitous features of both gravel-bed and sand-bed fluvial systems, including braided networks, anabranches and deltas. As such, their morphology and develo...
Perilaku Beton Porous Dengan Penambahan Zat Aditif Superplastizer (Sika Viscocrete)
Perilaku Beton Porous Dengan Penambahan Zat Aditif Superplastizer (Sika Viscocrete)
ABSTRACT
According to ACI 522R-10, Larvious Concrete, or Pervious Concrete is defined as concrete that has a slump value almost close to zero, which is formed from Portland cement,...
PORE STRUCTURE RECONSTRUCTION AND MOISTURE MIGRATION IN POROUS MEDIA
PORE STRUCTURE RECONSTRUCTION AND MOISTURE MIGRATION IN POROUS MEDIA
Three kinds of porous media (isotropic, perpendicular anisotropic and parallel anisotropic porous media) with the same porosity, different pore size distributions and fractal spect...
Dynamics of fluid mixing in separated flows
Dynamics of fluid mixing in separated flows
Separated flows at high Re (>103) are highly turbulent. In some situations the turbulence generation and mixing processes associated with flow separation are desirable, e.g....
River Bifurcations
River Bifurcations
<p>Bifurcations are key elements shaping a variety of surface water streams such as river deltas, channel loops, anastomosing and braided rivers. Their geometry inter...
Effect of anisotropy and inhomogeneity on the stability of liquid film flowing down a porous inclined plane
Effect of anisotropy and inhomogeneity on the stability of liquid film flowing down a porous inclined plane
We examined the linear stability of a Newtonian liquid film flow past a porous inclined plane. Falling film on inclined permeable planes displays three instability modes: surface, ...
Active Flow Control of Separated Turbulent Flow Over a Hump Using RANS, DES, and LES
Active Flow Control of Separated Turbulent Flow Over a Hump Using RANS, DES, and LES
Most practical flows in engineering applications are turbulent, and exhibit separation. Losses due to separation are undesirable because they generally have adverse effects on perf...
A Theoretical Study of the Effect of Porous Media on the Dew Point Pressure of a Gas Condensate
A Theoretical Study of the Effect of Porous Media on the Dew Point Pressure of a Gas Condensate
Abstract
Some researchers studied the effect of porous media on the dew point, and they reached various conclusions. Even some influence trends are contrary. But ...

