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    "title": "Turbulent-band growth and splitting in channel-flow simulations",
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        "title": "Turbulent bands in plane-Poiseuille flow at moderate Reynolds numbers",
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        "description": "This is numerical evidence for specified no-slip channel geometry, domain sizes, initial fields and finite simulation times. The reported approximately 660 threshold concerns growth of a particular isolated band seed; the authors place sustained spreading near 1000 under their studied conditions. These are different criteria, neither a universally exact transition nor a direct experimental determination. Periodic boundaries and band interactions affect survival; the lifetime sample contains only 20 initial states. No infinite-domain or infinite-time limit, raw simulation replay or universal directed-percolation exponent is established.",
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          "citation": "Turbulent bands in plane-Poiseuille flow at moderate Reynolds numbers",
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      "statement": "# Turbulent-band growth and splitting in channel-flow simulations\n\nXiong and colleagues simulated pressure-driven channel flow in wide periodic domains and followed localized disturbances into oblique turbulent bands. Their calculations showed band growth, break-up and splitting; near the lower end of their tested range an isolated seed could grow while interactions could still cause turbulence to decay. At higher Reynolds numbers splitting supported spreading in the finite simulations.\n\n## Scientific scope\n\nThis is numerical evidence for specified no-slip channel geometry, domain sizes, initial fields and finite simulation times. The reported approximately 660 threshold concerns growth of a particular isolated band seed; the authors place sustained spreading near 1000 under their studied conditions. These are different criteria, neither a universally exact transition nor a direct experimental determination. Periodic boundaries and band interactions affect survival; the lifetime sample contains only 20 initial states. No infinite-domain or infinite-time limit, raw simulation replay or universal directed-percolation exponent is established.\n\n## Reading status\n\nThis is a source-linked WRS catalogue note. A full explanatory guide and independent scientific reconstruction have not been completed for this entry. Read the identified original work for its complete narrative and arguments.\n\n## People and systems\n\nXiangming Xiong; Jianjun Tao; Shiyi Chen; Luca Brandt\n\nThese are the listed authors of the cited contribution sources. Paper authorship does not quantify individual effort. An incomplete list is explicitly marked; same names are not automatically merged.\n\n\n\n## Original sources\n\n- [Turbulent bands in plane-Poiseuille flow at moderate Reynolds numbers](https://www.mech.kth.se/~luca/papers/PoF15-XTCB.pdf)\n",
      "summary": "Xiong and colleagues simulated pressure-driven channel flow in wide periodic domains and followed localized disturbances into oblique turbulent bands. Their calculations showed band growth, break-up and splitting; near the lower end of their tested range an isolated seed could grow while interactions could still cause turbulence to decay. At higher Reynolds numbers splitting supported spreading in the finite simulations.",
      "title": "Turbulent-band growth and splitting in channel-flow simulations"
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    "title": "Turbulent-band growth and splitting in channel-flow simulations",
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    "what_changed": "Xiong and colleagues simulated pressure-driven channel flow in wide periodic domains and followed localized disturbances into oblique turbulent bands. Their calculations showed band growth, break-up and splitting; near the lower end of their tested range an isolated seed could grow while interactions could still cause turbulence to decay. At higher Reynolds numbers splitting supported spreading in the finite simulations.",
    "scope": "Xiong and colleagues simulated pressure-driven channel flow in wide periodic domains and followed localized disturbances into oblique turbulent bands. Their calculations showed band growth, break-up and splitting; near the lower end of their tested range an isolated seed could grow while interactions could still cause turbulence to decay. At higher Reynolds numbers splitting supported spreading in the finite simulations. This is numerical evidence for specified no-slip channel geometry, domain sizes, initial fields and finite simulation times. The reported approximately 660 threshold concerns growth of a particular isolated band seed; the authors place sustained spreading near 1000 under their studied conditions. These are different criteria, neither a universally exact transition nor a direct experimental determination. Periodic boundaries and band interactions affect survival; the lifetime sample contains only 20 initial states. No infinite-domain or infinite-time limit, raw simulation replay or universal directed-percolation exponent is established.",
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