A packing computational method relating fractal particle size distribution and void fraction in granular media

The study of granular systems is of great interest to many fields of science and technology. The packing of particles affects to the physical properties of the granular system. In particular, the crucial influence of particle size distribution (PSD) on the random packing structure increase the interest in relating both, either theoretically or by computational methods. A packing computational method is developed in order to estimate the void fraction corresponding to a fractal-like particle size distribution.

La nueva dimensión del Banco Hispano Americano: los edificios de la Banca Sainz, del Crédit Lyonnais y del Banco Zaragozano

La nueva dimensión del Banco Hispano Americano: los edificios de la Banca Sainz, del Crédit Lyonnais y del Banco Zaragozano

Computer simulation of the interplay between fractal structures and surrounding heterogeneous multifractal distributions. Applications

In a large number of physical, biological and environmental processes interfaces with high irregular geometry appear separating media (phases) in which the heterogeneity of constituents is present. In this work the quantification of the interplay between irregular structures and surrounding heterogeneous distributions in the plane is made For a geometric set image and a mass distribution (measure) image supported in image, being image, the mass image gives account of the interplay between the geometric structure and the surrounding distribution. A computation method is developed for the estimation and corresponding scaling analysis of image, being image a fractal plane set of Minkowski dimension image and image a multifractal measure produced by random multiplicative cascades. The method is applied to natural and mathematical fractal structures in order to study the influence of both, the irregularity of the geometric structure and the heterogeneity of the distribution, in the scaling of image. Applications to the analysis and modeling of interplay of phases in environmental scenarios are given.

An introduction to flow and transport in fractal models of porous media: Part I

This special issue gathers together a number of recent papers on fractal geometry and its applications to the modeling of flow and transport in porous media. The aim is to provide a systematic approach for analyzing the statics and dynamics of fluids in fractal porous media by means of theory, modeling and experimentation. The topics covered include lacunarity analyses of multifractal and natural grayscale patterns, random packing's of self-similar pore/particle size distributions, Darcian and non-Darcian hydraulic flows, diffusion within fractals, models for the permeability and thermal conductivity of fractal porous media and hydrophobicity and surface erosion properties of fractal structures.

La dimensión sonora del paisaje. Herramientas, modelos y prototipos aplicados para la interpretación del paisaje sonoro pretérito

Arrancando en la definición de paisaje como construcción de un espacio virtual desde una posición referencial, la investigación constituye una inmersión en la escucha como mirada específica para llevarlo a cabo. La investigación se centra en la búsqueda de una serie de estrategias: herramientas de interpretación y modelos de análisis de la realidad que pueden interactuar con el medio espacial. Mediante el estudio del territorio a través de parámetros vinculados a las energías dinámicas existentes en el mismo, el fin es aportar una nueva lectura, una transcripción del evento sonoro generador del ser de un lugar, empleando para ello el lenguaje arquitectónico y la notación espacio-temporal. El acantilado del Pointe du Hoc se toma como primer caso de estudio para el planteamiento del análisis de la dimensión sonora del territorio, a través de la fabricación de ntermediarios espaciales, que constituirán un modelo aplicable a otros lugares cuya identidad y energía sonora formen un rasgo significativo de su existencia. PALABRAS CLAVE Paisaje sonoro, sonido, Intermediario espacial, territorio Starting in the definition of landscape as building a virtual space from a reference position, this research is an immersion in listening as specific look to carry it out. The research is focused on a number of strategies: prototypes, tools for interpretation and analysis models of reality that can interact with the space environment. By studying the area using parameters linked to existing dynamic energies in territory, the aim is to provide a new reading, a transcript of the sound event generator, employing the architectural language and space-temporary notation. The Pointe du Hoc cliff is taken as a first case study for the approach to the analysis of the sound dimension of the territory, through space intermediaries, which will be a model for other places whose sound energy is the significance of their existence. KEYWORDS Soundscape, Sound, space intermediate, territory

Fractal parameters of pore space from CT images of soils under contrasting management practices

Soil structure plays an important role in flow and transport phenomena, and a quantitative characterization of the spatial heterogeneity of the pore space geometry is beneficial for prediction of soil physical properties. Morphological features such as pore-size distribution, pore space volume or pore?solid surface can be altered by different soil management practices. Irregularity of these features and their changes can be described using fractal geometry. In this study, we focus primarily on the characterization of soil pore space as a 3D geometrical shape by fractal analysis and on the ability of fractal dimensions to differentiate between two a priori different soil structures. We analyze X-ray computed tomography (CT) images of soils samples from two nearby areas with contrasting management practices. Within these two different soil systems, samples were collected from three depths. Fractal dimensions of the pore-size distributions were different depending on soil use and averaged values also differed at each depth. Fractal dimensions of the volume and surface of the pore space were lower in the tilled soil than in the natural soil but their standard deviations were higher in the former as compared to the latter. Also, it was observed that soil use was a factor that had a statistically significant effect on fractal parameters. Fractal parameters provide useful complementary information about changes in soil structure due to changes in soil management. Read More: http://www.worldscientific.com/doi/abs/10.1142/S0218348X14400118?queryID=%24%7BresultBean.queryID%7D&

A Packing Computational Method Relating Fractal Particle Size Distribution and Void Fraction in Granular Media

The study of granular systems is of great interest to many fields of science and technology. The packing of particles affects to the physical properties of the granular system. In particular, the crucial influence of particle size distribution (PSD) on the random packing structure increase the interest in relating both, either theoretically or by computational methods. A packing computational method is developed in order to estimate the void fraction corresponding to a fractal-like particle size distribution.

El agua en el aula ¿cómo enseñar su nueva dimensión?

La Directiva Marco del Agua y la Directiva de Inundaciones han conformado una nueva manera de entender el agua en la Unión Europea. Paralelamente el panorama educativo universitario ha sido renovado con la Declaración de Bolonia y la creación del Espacio Europeo de Educación Superior. Estamos ante una oportunidad única, la Universidad ofrece la posibilidad de cambiar contenidos, métodos y procedimientos y desde Europa se formulan nuevos paradigmas en los aspectos más relevantes de la gestión del agua.

Characterization of rock joints by fractal analysis

From a physical perspective, a joint experiences fracturing processes that affect the rock at both microscopic and macroscopic levels. The result is a behaviour that follows a fractal structure. In the first place, for saw-tooth roughness profiles, the use of the triadic Koch curve appears to be adequate and by means of known correlations the JRC parameter is obtained from the angle measured on the basis of the height and length of the roughnesses. Therefore, JRC remains related to the geometric pattern that defines roughness by fractal analysis. In the second place, to characterise the geometry of irregularities with softened profiles, consequently, is proposed a characterisation of the fractal dimension of the joints with a circumference arc generator that is dependent on an average contact angle with regard to the mid-plane. The correlation between the JRC and the fractal dimension of the model is established with a defined statistical ratio.

Dimensión territorial de los sistemas alimentarios locales. El caso de Madrid

Una de las características definitorias del sistema urbano contemporáneo es su desterritorialización, es decir, su adopción de un modelo de desarrollo que se da al margen del territorio concreto que lo sustenta y de los recursos biofísicos y culturales existentes en él. Dicha desterritorialización es posible gracias al uso intensivo de energía que ha permitido ampliar hasta la escala global los flujos del metabolismo urbano. De este modo se han roto las relaciones de proximidad urbano-rurales, y se ha aumentado la dependencia de recursos externos. Entre las diferentes manifestaciones de esta desterritorialización se encuentra la organización del sistema alimentario, que en la actualidad responde a un modelo globalizado, en el que la distancia entre producción y consumo ha aumentado a costa de incrementar el gasto energético en transporte y conservación de alimentos. Este distanciamento físico va acompañado también de un distanciamiento social e identario, con la hegemonía de un modelo agroindustrial que no respeta los paisajes, las prácticas agrícolas, los conocimientos tradicionales ni las variedades genéticas locales. Tanto el modelo territorial como el alimentario son altamente vulnerables ante crisis externas que pueden alterar su funcionamiento. El enfoque (bio)regionalista desde el mismo inicio de la ciudad industrial hasta nuestros días ha propuesto un modelo de ordenación territorial alternativo, adaptado a las condiciones locales y basado en la proximidad, que dotaría al sistema territorial de mayor resiliencia y sostenibilidad. Para confirmar este presupuesto y evaluar la capacidad de reterritorialización alimentaria se ha desarrollado una metodología que aborda el estudio del sistema territorial como socioecosistema complejo, en el que se distinguen componentes de tipo social, construido y biofísico, que se encuentran interrelacionados. La historia de cambios en la organización del sistema, su estado actual y su capacidad de reorganizarse en estados alternativos son las bases de dicha evaluación. Esta metodología se aplica a la Comunidad de Madrid con el fin de describir su sistema territorial desde el punto de vista del abastecimiento alimentario y evaluar su capacidad de reterritorialización. ABSTRACT Deterritorialization is one of the defining characteristics of the contemporary urban system. This means that its development model is designed ignoring the attributes of the specific region in which is located, and the biophysical and cultural resources therein. Such territorialization is possible due to the intensive energy consumption that allows expanding to a global scale the flows of urban metabolism. This way, urban-rural linkages have been broken, increasing dependency on external resources. The modern food system is among the clearest expressions of a deterritorialized model. In a globalized food system, increasing distances between production and consumption spaces are possible through energy-intensive transport and preservation activities. Physical distanciation goes hand in hand with social disconnection and loss of identity, due to a hegemonic agro-industrial model that does not respect local landscapes, agricultural practices, traditional knowledge or genetic varieties. Both the regional and the food systems are highly vulnerable to external shocks that may affect their functions. The bioregionalist approach has proposed, since the industrial city until today, an alternative model, adapted to local conditions and rooted on proximity, which provides a sustainable and resilient regional planning and management. To confirm this assumption and assess the food reterritorialisation capacity, a methodology has been developed that address the regional system as a complex social-ecosystem, in which interrelated social, built and biophysical subsystems are included. Assessment is based in the analysis of regimes shifts in the history of the system, and in the description of its current and alternative states. This methodology is applied to the administrative region of Madrid in order to describe its regional food system and assess its reterritorialization capacity.

Analysis of the spectral response of fractal antennas related with its geometry and current paths

Fractal antennas have been proposed to improve the bandwidth of resonant structures and optical antennas. Their multiband characteristics are of interest in radiofrequency and microwave technologies. In this contribution we link the geometry of the current paths built-in the fractal antenna with the spectral response. We have seen that the actual currents owing through the structure are not limited to the portion of the fractal that should be geometrically linked with the signal. This fact strongly depends on the design of the fractal and how the different scales are arranged within the antenna. Some ideas involving materials that could actively respond to the incoming radiation could be of help to spectrally select the response of the multiband design.

Can fractal-like spectra be experimentally observed in aperiodic superlattices?

We numerically investigate the effects of inhomogeneities in the energy spectrum of aperiodic semiconductor superlattices, focusing our attention on Thue-Morse and Fibonacci sequences. In the absence of disorder, the corresponding electronic spectra are self-similar. The presence of a certain degree of randomness, due to imperfections occurring during the growth processes, gives rise to a progressive loss of quantum coherence, smearing out the finer details of the energy spectra predicted for perfect aperiodic superlattices and spurring the onset of electron localization. However, depending on the degree of disorder introduced, a critical size for the system exists, below which peculiar transport properties, related to the pre-fractal nature of the energy spectrum, may be measured.