scholarly article | Q13442814 |
P50 | author | Daniel R Lester | Q58656641 |
Guy Metcalfe | Q59820829 | ||
P2093 | author name string | M G Trefry | |
P2860 | cites work | Scalar dispersion in a periodically reoriented potential flow: acceleration via Lagrangian chaos | Q33580853 |
Chaotic flow: the physics of species coexistence | Q35571617 | ||
Introduction: mixing in microfluidics. | Q35861090 | ||
Foundations of chaotic mixing | Q35861094 | ||
Do Hydrodynamic Dispersion Coefficients Exist? | Q56932140 | ||
Chemical and biological activity in open flows: A dynamical system approach | Q57663013 | ||
Comparison of Fickian and temporally nonlocal transport theories over many scales in an exhaustively sampled sandstone slab | Q57884553 | ||
Chaotic streamlines in the ABC flows | Q57946896 | ||
P433 | issue | 17 | |
P407 | language of work or name | English | Q1860 |
P304 | page(s) | 174101 | |
P577 | publication date | 2013-10-23 | |
P1433 | published in | Physical Review Letters | Q2018386 |
P1476 | title | Is chaotic advection inherent to porous media flow? | |
P478 | volume | 111 |
Q50971434 | Anomalous transport and chaotic advection in homogeneous porous media. |
Q48656688 | Intermittent Lagrangian velocities and accelerations in three-dimensional porous medium flow. |
Q98065876 | Mechanisms of dispersion in a porous medium |
Q50443476 | Predicting the enhancement of mixing-driven reactions in nonuniform flows using measures of flow topology |
Q51164476 | Solvable continuous-time random walk model of the motion of tracer particles through porous media. |
Q49614547 | Space-Group Symmetries Generate Chaotic Fluid Advection in Crystalline Granular Media |
Q51527000 | Statistics of highly heterogeneous flow fields confined to three-dimensional random porous media. |
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