Es bien sabido que la exposicion del hormigon a varios ciclos de hielodeshielo disminuye su resistencia. Por esa razon hay una gran demanda de materiales de construccion adecuados a los ambientes criogenicos. Varios aditivos se han utilizado y estudiado para hacer el hielo mas fuerte y mas duro. Aparas de madera, arena, fibra de vidrio, telas y otros materiales geotecnicos, entre otros materiales, se han utilizado como soluciones de refuerzo de hielo. Las mezclas que pueden ser moldeadas en cualquier forma y congeladas, suelen ser extremadamente resistente y duraderas, siempre y cuando se mantengan por debajo de una temperatura de congelacion. Por otro lado, la mayoria de los tipos de materiales compuestos de hielo tienen un comportamiento mas ductil si se compara con hielo normal. La conductividad de materiales compuestos de hielo es mas baja que la del el hielo tradicional, resultando en una tasa de fusion mas baja. Las estructuras construidas con estos materiales compuestos de hielo son mas fuertes y capaces de soportar cargas mas elevadas, por lo que sera posible la construccion de estructuras mas ligeras. Esto se traduce en un menor consumo y manejo de materiales, lo que implica que el tiempo de fabricacion de una estructura se reduzca. En 2016 un consorcio de profesores y estudiantes de varias universidades europeas, en estrecha cooperacion con la comunidad local de Juuka (Finlandia), utilizo un material compuesto de celulosa con hielo para construir modelos de gran escala de dos estructuras impresionantes: un puente de arco inspirado en un dibujo de Leonardo Da Vinci y una cascara hiperboloide inspirada en el Restaurante los Manantiales, disenada por Felix Candela. Ambas estructuras fueron construidas utilizando un metodo rapido y economico: (1) la construccion de un encofrado 3D mediante el inflado de una membrana 2D anclada al suelo; (2) el revestimiento de la membrana por sucesivas capas de material compuesto de celulosa-hielo. Este articulo describe el proceso de diseno y construccion de la cascara hiperboloide.
The adhesive properties of steel perforated plates laminated inside two glass panes are determined by the type of interlayer but also by the hollowed surface of the perforated steel, which is fiduring the lamination process. The infl uence of both parameters has been investigated by a series of “pull-out” tests using perforated and non-perforated plates, with the same embedded area, laminated with PVB or a ionoplast interlayer. The results show that the anchoring effect when comparing perforated and non-perforated plate does not result in an increase of the adhesive strength (ionoplast specimens with perforated plates show a decrease), but gives a more ductile failure behaviour, in the case of PVB due a stretching-out of the interlayer infl uencing its slip mechanism and in the ionoplast caused by the earlier elongation of the perforated plate.
Abstract An efficient interpolating wavelet‐based adaptive‐grid numerical method is described for solving systems of bidimensional partial differential equations. The grid is dynamically adapted in both dimensions during the integration procedure so that only the relevant information is stored, saving allocation memory. The spatial derivatives are directly calculated in a nonuniform grid using cubic splines. Numerical results for five typical problems presented illustrate the efficiency and robustness of the method. The adaptive strategy significantly reduces the computational times and the memory requirements, as compared to the fixed‐grid approach.
In this paper, the lifetime performance of deteriorating structures, defined by their time dependent condition index and reliability index, is analyzed. The effect of preventive and essential maintenance actions on performance and cost in predicted, and the optimal times of application of preventive and essential maintenance actions are found. Due to significant uncertainty in the initial performance, effects of deterioration and of maintenance actions, as well as, times of application and cost of maintenance actions, the analysis is performed in a probabilistic framework. The reduction in performance due to deterioration is simulated using an extension of the model proposed by Frangopol (1998). The probabilistic condition index, reliability index, and cumulative cost profiles are computed using Latin Hypercube simulation. Optimization of times of application is performed using genetic algorithms. Results show the significant importance of preventive maintenance actions in reducing the lifetime cost of existing structures, but also their fundamental role of essential maintenance action in keeping structures safe and serviceable during the entire lifetime.