1,977 research outputs found

    Distribución de los caracoles comestibles en Andalucía

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    El objetivo del estudio es la evaluación de la diversidad malacológica existente en Andalucía como base del aprovechamiento de un recurso genético de interés económico, evidenciándose en las poblaciones de caracoles comestibles existentes en Andalucía una distribución que atiende al número de especies, su originalidad taxonómica y su distribución geográfica. Se observa para la región una gran diversidad de taxones con elevada singularidad, debido a la existencia de un número importante de endemismos y poblaciones relictas (Otala lactea murcica, Otala punctata, Theba pisana arietina, Theba subdentata helicella, Cepaea nemoralis, Iberus gualtierianus gualtierianus, Iberus gualtierianus alonensis, Iberus gualtierianus guiraoanus, etc.

    Tsallis' q index and Mori's q phase transitions at edge of chaos

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    We uncover the basis for the validity of the Tsallis statistics at the onset of chaos in logistic maps. The dynamics within the critical attractor is found to consist of an infinite family of Mori's qq-phase transitions of rapidly decreasing strength, each associated to a discontinuity in Feigenbaum's trajectory scaling function σ\sigma . The value of qq at each transition corresponds to the same special value for the entropic index qq, such that the resultant sets of qq-Lyapunov coefficients are equal to the Tsallis rates of entropy evolution.Comment: Significantly enlarged version, additional figures and references. To be published in Physical Review

    Turbulent flows over dense filament canopies

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    Turbulent flows over dense canopies of rigid filaments of small size are investigated for different element heights and spacings using DNS. The flow can be decomposed into the element-coherent, dispersive flow, the Kelvin--Helmholtz-like rollers typically reported over dense canopies, and the background, incoherent turbulence. The canopies studied have spacings s+=3s^+ = 3--5050, which essentially preclude the background turbulence from penetrating within. The dispersive velocity fluctuations are also mainly determined by the spacing, and are small deep within the canopy, where the footprint of the Kelvin--Helmholtz-like rollers dominates. Their typical streamwise wavelength is determined by the mixing length, which is essentially the sum of its height above and below the canopy tips. For the present dense canopies, the former remains roughly the same in wall-units, and the latter, which scales with the drag length, depends linearly on the spacing. This is the result of the drag being essentially viscous and governed by the planar layout of the canopy. In shallow canopies, the proximity of the canopy floor inhibits the formation of Kelvin--Helmholtz-like rollers, with essentially no signature for height-to-spacing ratios h/s1h/s \approx 1, and no further inhibition beyond h/s6h/s \approx 6. Very small spacings also inhibit the rollers, due to their obstruction by the canopy elements. The obstruction decreases with increasing spacing and the signature of the instability intensifies, even if for canopies sparser than those studied here the instability eventually breaks down. Simple models based on linear stability can capture some of the above effects.Cambridge Commonwealth, European and International Trust EPSRC Tier-2 grant EP/P020259/

    Turbulent drag reduction by anisotropic permeable substrates-analysis and direct numerical simulations

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    We explore the ability of anisotropic permeable substrates to reduce turbulent skin-friction, studying the influence that these substrates have on the overlying turbulence. For this, we perform DNSs of channel flows bounded by permeable substrates. The results confirm theoretical predictions, and the resulting drag curves are similar to those of riblets. For small permeabilities, the drag reduction is proportional to the difference between the streamwise and spanwise permeabilities. This linear regime breaks down for a critical value of the wall-normal permeability, beyond which the performance begins to degrade. We observe that the degradation is associated with the appearance of spanwise-coherent structures, attributed to a Kelvin-Helmholtz-like instability of the mean flow. This feature is common to a variety of obstructed flows, and linear stability analysis can be used to predict it. For large permeabilities, these structures become prevalent in the flow, outweighing the drag-reducing effect of slip and eventually leading to an increase of drag. For the substrate configurations considered, the largest drag reduction observed is 2025%\approx 20-25\% at a friction Reynolds number δ+=180\delta^+ = 180
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