Modeling the co-transport of viruses and colloids in unsaturated porous media

A mathematical model is developed to simulate the co-transport of viruses and colloids in unsaturated porous media under steady-state flow conditions. The virus attachment to the mobile and immobile colloids is described using a linear reversible kinetic model. Colloid transport is assumed to be decoupled from virus transport; that is, we assume that colloids are not affected by the presence of attached viruses on their surface. The governing equations,are solved numerically using an alternating three-step operator splitting approach. The model is verified by fitting three sets of experimental data published in the literature: (1) Syngouna and Chrysikopoulos (2013) and (2) Walshe et al. (2010), both on the co-transport of viruses and clay colloids under saturated conditions, and (3) Syngouna and Cluysikopoulos (2015) for the co-transport of viruses and clay colloids under unsaturated conditions. We found a good agreement between observed and fitted breakthrough curves (BTCs) under both saturated and unsaturated conditions. Then, the developed model was used to simulate the co-transport of viruses and colloids in porous media under unsaturated conditions, with the aim of understanding the relative importance of various processes on the co-transport of viruses and colloids in unsaturated porous media. The virus retention in porous media in the presence of colloids is greater during unsaturated conditions as compared to the saturated conditions due to: (1) virus attachment to the air-water interface (AWI), and (2) co-deposition of colloids with attached viruses on its surface to the AWL A sensitivity analysis of the model to various parameters showed that the virus attachment to AWI is the most sensitive parameter affecting the BTCs of both free viruses and total mobile viruses and has a significant effect on all parts of the BTC. The free and the total mobile viruses BTCs are mainly influenced by parameters describing virus attachment to the AIM, virus interaction with mobile and immobile colloids, virus attachment to solid-water interface (SWI), and colloid interaction with SWI and AWL The virus BTC is relatively insensitive to parameters describing the maximum adsorption capacity of the AWI for colloids, inlet colloid concentration, virus detachment rate coefficient from the SW!, maximum adsorption capacity of the AWI for viruses and inlet virus concentration. (C) 2015 Elsevier B.V. All rights reserved.

Bearing capacity of a circular foundation on layered sand-clay media

The bearing capacity of a circular footing lying over fully cohesive strata, with an overlaying sand layer, is computed using the axisymmetric lower bound limit analysis with finite elements and linear optimization. The effects of the thickness and the internal friction angle of the sand are examined for different combinations of c(u)/(gamma b) and q, where c(u)=the undrained shear strength of the cohesive strata, gamma=the unit weight of either layer, b=the footing radius, and q=the surcharge pressure. The results are given in the form of a ratio (eta) of the bearing capacity with an overlaying sand layer to that for a footing lying directly over clayey strata. An overlaying medium dense to dense sand layer considerably improves the bearing capacity. The improvement continuously increases with decreases in c(u)/(gamma b) and increases in phi and q/(gamma b). A certain optimum thickness of the sand layer exists beyond which no further improvement occurs. This optimum thickness increases with an increase in 0 and q and with a decrease in c(u)/(gamma b). Failure patterns are also drawn to examine the inclusion of the sand layer. (C) 2015 The Japanese Geotechnical Society. Production and hosting by Elsevier B.V. All rights reserved.

Parameters Inversion of Fluid-Saturated Porous Media Based on Neural Networks

The multi-layers feedforward neural network is used for inversion of material constants of fluid-saturated porous media. The direct analysis of fluid-saturated porous media is carried out with the boundary element method. The dynamic displacement responses obtained from direct analysis for prescribed material parameters constitute the sample sets training neural network. By virtue of the effective L-M training algorithm and the Tikhonov regularization method as well as the GCV method for an appropriate selection of regularization parameter, the inverse mapping from dynamic displacement responses to material constants is performed. Numerical examples demonstrate the validity of the neural network method.

Kramers Escape Rate in Nonlinear Diffusive Media

In this paper, we study nonlinear Kramers problem by investigating overdamped systems ruled by the one-dimensional nonlinear Fokker-Planck equation. We obtain an analytic expression for the Kramers escape rate under quasistationary conditions by employing

State Vector: A New Approach to Prediction of the Failure of Brittle Heterogeneous Media and Large Earthquakes

The concept of state vector stems from statistical physics, where it is usually used to describe activity patterns of a physical field in its manner of coarsegrain. In this paper, we propose an approach by which the state vector was applied to describe quantitatively the damage evolution of the brittle heterogeneous systems, and some interesting results are presented, i.e., prior to the macro-fracture of rock specimens and occurrence of a strong earthquake, evolutions of the four relevant scalars time series derived from the state vectors changed anomalously. As retrospective studies, some prominent large earthquakes occurred in the Chinese Mainland (e.g., the M 7.4 Haicheng earthquake on February 4, 1975, and the M 7.8 Tangshan earthquake on July 28, 1976, etc) were investigated. Results show considerable promise that the time-dependent state vectors could serve as a kind of precursor to predict earthquakes.

Influencia de diferentes períodos de destete sobre la ganancia media en conejos de engorde procedentes de conejas primiparas

El presente trabajo se realizó con el objetivo de estudiar el efecto del destete a los 15, 30 y 45 días, sobre la ganancia media en conejos con alimento concentrado comercial tipo único, y ad-libitum, hasta los 75 días de vida, procedentes de hembras primiparas. Para la evaluación estadística se empleó un diseño completamente aleatorio (DCA) con cuatro repeticiones por periodos de destete. Cada unidad experimental o repetición correspondió a una camada, en las que se registraron loe pesos vivos cada 15 días y el número de crías vivas por camada. Esta última característica con el objetivo de corregir las ganancias a un tamaño de camada uniforme de existir regresión lineal significativa. Cada camada se alojó en una jaula de 0.49 m2. En el análisis de varianza (ANDEVA) dé la ganancia media por gazapo al cabo de 30 días, se observaron diferencias significativas entre periodos de destete resultando un promedio de 0,344 kg y 0.510 kg para destetes de 15 días y 30 días respectivamente. En el Análisis de varianza de la ganancia media por gazapo al cabo de 45, 60 y 75 días, se observaron diferencias no significativas al 10%. Resultado que se corroboró con el procedimiento de comparación de medias de Duncan. Las ganancias medias por gazapo obtenido en las camadas a los 75 días de vida resultó de 1.676 kg, 1. 939 kg y 1.846 kg para los destete de 15, 30 y 45 días respectivamente. Durante. El ensayo fue evidente el estrés post destete, acentuándose más en las camadas destetadas a los 15 días. Analizando el efecto de los períodos de destete sobre la ganancia media en conejos a los 45, 60 y 75 días de vida. Se determinó que dicho efecto no es significativo debido al rango de ganancia media mostrado por las variables en estudio y que estas no fueron afectadas por la covariable número de conejos por camada.

Catastrophic Rupture Induced Damage Coalescence in Heterogeneous Brittle Media

In heterogeneous brittle media, the evolution of damage is strongly influenced by the multiscale coupling effect. To better understand this effect, we perform a detailed investigation of the damage evolution, with particular attention focused on the catastrophe transition. We use an adaptive multiscale finite-element model (MFEM) to simulate the damage evolution and the catastrophic failure of heterogeneous brittle media. Both plane stress and plane strain cases are investigated for a heterogeneous medium whose initial shear strength follows the Weibull distribution. Damage is induced through the application of the Coulomb failure criterion to each element, and the element mesh is refined where the failure criterion is met. We found that as damage accumulates, there is a stronger and stronger nonlinear increase in stress and the stress redistribution distance. The coupling of the dynamic stress redistribution and the heterogeneity at different scales result in an inverse cascade of damage cluster size, which represents rapid coalescence of damage at the catastrophe transition.

Long-Range Stress Redistribution Resulting From Damage in Heterogeneous Media

It has been shown in CA simulations and data analysis of earthquakes that declustered or characteristic large earthquakes may occur with long-range stress redistribution. In order to understand long-range stress redistribution, we propose a linear-elastic but heterogeneous-brittle model. The stress redistribution in the heterogeneous-brittle medium implies a longer-range interaction than that in an elastic medium. Therefore, it is surmised that the longer-range stress redistribution resulting from damage in heterogeneous media may be a plausible mechanism governing main shocks.

Comparación de zeranol tixotrópico1% vs zeranol 1% más ivermectina 3.15%, y sus efectos sobre la ganancia media diaria y carga parasitaria en terneros de la raza Reyna, finca Santa Rosa, Managua

El propósito del presente trabajo fue comparar el efecto de Zeranol tixotrópico 1% y Zeranol + ivermectina 3.15% sobre la ganancia de peso y carga parasitaria en terneros de la raza Reyna. Se utilizaron 21 terneros con peso de 86.3 ± 0.8 kg y edad de 12.24 ± 2.0 m, agrupados en un diseño completamente al azar (DCA), distribuidos en tres tratamientos T1: Ivermectina, T2: Zeranol tixotrópico 1%, T3: Zeranol + ivermectina 3.15% con 7 repeticiones por tratamiento. Las variables productivas estudiadas fueron: Ganancia media diaria (GMD), Peso final (PF), Ganancia total de peso (GTP); y medidas zoométricas: Perímetro toráxico (PT), Perímetro abdominal (PA), altura a la cruz (AC) y longitud corporal (LC). Los datos fueron analizados por PROC: GLM del paquete estadístico SAS® Ver. 9.1.2. y la comparación de medias por la prueba de Tuckey. Los resultados demuestran que el T1 obtuvo una GMD de 277.95 g, superando a T2 y T3 (222.83g y 265.53g, respectivamente); el T1 obtuvo mayor peso final que el T2 (112.7 kg vs 104.80 kg), pero fue ligeramente superior al T3 (112.7 kg vs 112.00 kg); para GTP el T1 (25.57 kg) y T3 (24.43 kg) fueron superiores al T2 (20.50 kg). Respecto a las medidas zoométricas PT, PA, AC, LC, los mayores valores fueron para el T1 seguido del T3 y T2. Para control de cargas parasitarias, el T3 fue efectivo para Trichuris y Strongylus, el T1 ejerció mejor control para Trichuris, en cambio el T2 fue el de menor control. El análisis financiero favorece al tratamiento T1 por ser de menor costo, sin embargo el T3 manifestó mejor comportamiento en la ganancia de peso a lo largo del estudio, por lo cual este puede ser utilizado a pesar de tener un mayor costo en relación al T1.

Adaptive Mesh Refinement FEM for Damage Evolution of Heterogeneous Brittle Media

Damage evolution of heterogeneous brittle media involves a wide range of length scales. The coupling between these length scales underlies the mechanism of damage evolution and rupture. However, few of previous numerical algorithms consider the effects of the trans-scale coupling effectively. In this paper, an adaptive mesh refinement FEM algorithm is developed to simulate this trans-scale coupling. The adaptive serendipity element is implemented in this algorithm, and several special discontinuous base functions are created to avoid the incompatible displacement between the elements. Both the benchmark and a typical numerical example under quasi-static loading are given to justify the effectiveness of this model. The numerical results reproduce a series of characteristics of damage and rupture in heterogeneous brittle media.

Parentesco, prestigio y poder en la alta edad media : la antroponimia aristocrática en el Reino de León (siglos X y XI)

Resumen: El presente trabajo analiza la antroponimia de la aristocracia leonesa en los siglos X y XI, a fi n de contribuir a la comprensión de las estructuras de parentesco de los grupos aristocráticos, las manifestaciones de la memoria familiar y el papel del parentesco en la construcción del poder y el prestigio social. Se plantea que la aristocracia desarrolló una antroponimia específi ca basada en la reiteración de determinados nombres propios a lo largo de las generaciones, que constituyó un importante elemento de identifi cación de la parentela y que expresó en el plano simbólico la organización de los grupos de parentesco en función de la transmisión del poder y la afi rmación del prestigio familiar.

Permeability of Fractal Porous Media by Monte Carlo Simulations

The permeability of the fractal porous media is simulated by Monte Carlo technique in this work. Based oil the fractal character of pore size distribution in porous media, the probability models for pore diameter and for permeability are derived. Taking the bi-dispersed fractal porous media as examples, the permeability calculations are performed by the present Monte Carlo method. The results show that the present simulations present a good agreement compared with the existing fractal analytical solution in the general interested porosity range. The proposed simulation method may have the potential in prediction of other transport properties (such as thermal conductivity, dispersion conductivity and electrical conductivity) in fractal porous media, both saturated and unsaturated.

De madres, ciudades y tablillas : alcances políticos y literarios de un enigma familiar en la comedia media (Antífanes, Safo, fr. 194 K.-A)

Resumen: El fragmento 194 (Kassel-Austin) del poeta cómico Antífanes, proveniente de su obra Safo (c. 360 a.C.), reproduce un diálogo entre la poetisa y un personaje desconocido que da cuenta de una adivinanza. La imagen propuesta de una mujer que protege a sus hijos, silenciosos, mientras lloran ante quien los quiera escuchar es, pues, resemantizada en el pasaje, a la vez, desde una dimensión política y un plano autorreferencial. Examinada inicialmente como una pólis que cobija a los demagogos corruptos, la escena familiar termina siendo decodificada en términos poéticos: se trata de una tablilla de escritura con letras que resultan sus mudos descendientes. El enigma, por tanto, supone una interesante estrategia para consolidar desde una visión cómica la polivalencia de la imagen maternal como un mecanismo metafórico eficiente para cargar las tintas sobre aquellas temáticas a las que el género concede un tratamiento privilegiado.