956 resultados para Irregular satellites
Resumo:
The objective of this work was to apply visualization methods to the experimental study of cornstarch dust-air mixture combustion in a closed vessel volume under microgravity conditions. A dispersion system with a small scale of turbulence was used in the experiments. A gas igniter initiated combustion of the dust-air mixture in the central or top part of the vessel. Flame propagation through the quiescent mixture was recorded by a high-speed video camera. Experiments showed a very irregular flame front and irregular distribution of the regions with local reactions of re-burning behind the flame front. at a later stage of combustion. Heat transfer from the hot combustion products to the walls is shown to have an important role in the combustion development. The maximum pressure and maximum rate of pressure rise were higher for flame propagation from the vessel center than for flame developed from the top pan of the vessel. The reason for smaller increase of the rate of pressure rise, for the flame developed from the top of the vessel. in comparison with that developed from the vessel center, was much faster increase of the contact surface of the combustion gases with the vessel walls. It was found that in dust flames only small part of hear was released at the flame front, the remaining part being released far behind it.
Resumo:
The boundary knot method (BKM) of very recent origin is an inherently meshless, integration-free, boundary-type, radial basis function collocation technique for the numerical discretization of general partial differential equation systems. Unlike the method of fundamental solutions, the use of non-singular general solution in the BKM avoids the unnecessary requirement of constructing a controversial artificial boundary outside the physical domain. The purpose of this paper is to extend the BKM to solve 2D Helmholtz and convection-diffusion problems under rather complicated irregular geometry. The method is also first applied to 3D problems. Numerical experiments validate that the BKM can produce highly accurate solutions using a relatively small number of knots. For inhomogeneous cases, some inner knots are found necessary to guarantee accuracy and stability. The stability and convergence of the BKM are numerically illustrated and the completeness issue is also discussed.
Resumo:
Overland flow on a hillslope is significantly influenced by its microtopography, slope length and gradient, and vegetative cover. A 1D kinematic wave model in conjunction with a revised form of the Green-Ampt infiltration equation was employed to evaluate the effect of these surface conditions. The effect of these conditions was treated through the resistance parameter in the kinematic wave model. The resistance in this paper was considered to be made up of grain resistance, form resistance, and wave resistance. It was found that irregular slopes with microtopography eroded more easily than did regular slopes. The effect of the slope gradient on flow velocity and flow shear stress could be negative or positive. With increasing slope gradient, the flow velocity and shear stress first increased to a peak value, then decreased again, suggesting that there exists a critical slope gradient for flow velocity and shear stress. The vegetative cover was found to protect soil from erosion primarily by enhancing erosion-resisting capacity rather than by decreasing the eroding capability of overland flow.
Resumo:
El objetivo principal del estudio fue conocer el comportamiento económico de tres fincas ganaderas de Doble Propósito; dos de ellas, ubicadas en el municipio de "Muy Muy" y explotadas de forma extensiva (fincas 1 y 2) y una tercera en el municipio de Tipitapa explotada de forma intensiva (3). La. base principal de este trabajo la constituyó la información proporcionada por loa productores, la que fue recolectada a través de un diagnóstico estático y un dinámico por el periodo de un año, la mayor parte de esta era de carácter económico, dándole prioridad a los gastos e ingresos incurridos en el periodo, además, se consideró algunas actividades de manejo practicado en ella. Se determinaron algunos índices productivos, la inversión inicial en medios fijos, los gastos por componentes, los ingresos y la rentabilidad entre otras. Los resultados indican que las fincas ubicadas en la zona de Tipitapa presentan ventajas comparativas en cuanto a la calidad de los suelos, facilidad de tecnificación, acceso al mercado, adquisición de insumos a más bajos precios Etc., dentro de las fincas evaluadas la tierra represento la mayor inversión de capital en medios fijos (53.58%), para las fincas de "Muy Muy" y 38% para la finca tres. Los mayores gastos correspondieron al componente mano de obra en las tres fincas, mientras que lo efectuado en alimentación en la finca uno y dos (10%) reflejan la baja suplementación en relación a la finca tres (40%) el que constituyó en esta un gasto constante. Respecto a los costos fijos y variables, la finca uno fue la que presentó los costos fijos más altos (76.29%); y la finca tres los costos variables (39.50%). El costo de producción de un litro de leche resultó superior al precio de venta del mismo en las tres fincas, al considerar dentro de los costos el interés de capital (Método A), el precio de venta fue C$1.25, C$1.15 y C$1,50 y el costo de producción de C$1.44, C$1.16 y C$1. 72. Al excluir dicho interés (Método B) el costo de producción fue de C$1.09, C$0.86 y C$1.42. Los mayores ingresos fueron aportados por el subsistema leche en las tres fincas, por concepto de venta de leche fluida y animales propios de esta actividad (85.40%, 98.12% y 67.24%). Al establecer relación entre los ingresos totales, costos totales y la inversión se encontró que las fincas 1 y 3 operaron con pérdidas determinándose entonces que las actividades no fueron rentables (-7.283%) y (-12.663%) durante este período, mientras que la finca 2 presentó una rentabilidad de (4.4%). Se identificaron algunas limitantes que al final repercuten en la actividad económica de las fincas sobresaliendo entre otros: Los bajos precios por la venta de los productos, los altos costos de los insumos, falta de conservación de pastos en la época seca, asistencia técnica irregular, la no utilización de registros, entre otras. Sólo con el incremento del volumen de la producción y superando la mayoría de las limitantes es que se logrará que las fincas amplíen sus beneficios, cubran sus costos y logren operar sin pérdidas.
Resumo:
El presente trabajo tuvo como objetivo, evaluar en términos biológicos y económicos, el efecto de la dosis y el momento de aplicación de nitrógeno, sobre la producción y calidad de semillas de Androppgon gayanus CIAT 621.
El estudio se llevó a cabo en la finca "Santa Rosa", ubicada
al Oeste de la ciudad de Managua.
El análisis de calidad de semilla se realizó empleándose la
metodología utilizada por el CIAT, para el análisis de calidad de semillas brozosas.
Se utilizó un diseño de bloques completos al azar, para un arreglo bifactorial de cuatro dosis y tres momentos de aplicación de nitrógeno. Se incluyó un tratamiento testigo, sin fertilización, para un total de 13 tratamientos y tres repeticiones por tratamiento.
Los resultados evidencian que las dosis de nitrógeno y los momentos de aplicación, tuvieron efecto estadísticamente significativo (P<0.01) sobre el Número de Tallos Reproductivos Totales por Hectárea y el rendimiento de semilla Cruda por Hectárea. El incremento en el rendimiento de Semilla Cruda por Hectárea, estuvo asociado con el incremento del Número de Tallos Reproductivos Totales por Hectárea (r=.82) (P
Resumo:
Previous investigations have unveiled size effects in the strength of metallic foams under simple shear - the shear strength increases with diminishing specimen size, a phenomena similar to that shown by Fleck et al. (Acta Mat., 1994, Vol. 42, p. 475.) on the torsion tests of copper wires of various radii. In this study, experimental study of the constrained deformation of a foam layer sandwiched between two steel plates has been conducted. The sandwiched plates are subjected to combined shear and normal loading. It is found that measured yield loci of metallic foams in the normal and shear stress space corresponding to various foam layer thicknesses are self-similar in shape but their size increases as the foam layer thickness decreases. Moreover, the strains profiles across the foam layer thickness are parabolic instead of uniform; their values increase from the interfaces between the foam layer and the steel plates and reach their maximum in the middle of the foam layer, yielding boundary layers adjacent to the steel plates. In order to further explore the origin of observed size effects, micromechanics models have been developed, with the foam layer represented by regular and irregular honeycombs. Though the regular honeycomb model is seen to underestimate the size effects, the irregular honeycomb model faithfully captures the observed features of the constrained deformation of metallic foams.
Resumo:
The constrained deformation of an aluminium alloy foam sandwiched between steel substrates has been investigated. The sandwich plates are subjected to through-thickness shear and normal loading, and it is found that the face sheets constrain the foam against plastic deformation and result in a size effect: the yield strength increases with diminishing thickness of foam layer. The strain distribution across the foam core has been measured by a visual strain mapping technique, and a boundary layer of reduced straining was observed adjacent to the face sheets. The deformation response of the aluminium foam layer was modelled by the elastic-plastic finite element analysis of regular and irregular two dimensional honeycombs, bonded to rigid face sheets; in the simulations, the rotation of the boundary nodes of the cell-wall beam elements was set to zero to simulate full constraint from the rigid face sheets. It is found that the regular honeycomb under-estimates the size effect whereas the irregular honeycomb provides a faithful representation of both the observed size effect and the observed strain profile through the foam layer. Additionally, a compressible version of the Fleck-Hutchinson strain gradient theory was used to predict the size effect; by identifying the cell edge length as the relevant microstructural length scale the strain gradient model is able to reproduce the observed strain profiles across the layer and the thickness dependence of strength. © 2002 Elsevier Science Ltd. All rights reserved.
Resumo:
A two-dimensional kinematic wave model was developed for simulating runoff generation and flow concentration on an experimental infiltrating hillslope receiving artificial rainfall. Experimental observations on runoff generation and flow concentration on irregular hillslopes showed that the topography of the slope surface controlled the direction and flow lines of overland flow. The model-simulated results satisfactorily compared with experimental observations. The erosive ability of the concentrated flow was found to mainly depend on the ratio of the width and depth of confluent grooves.
Resumo:
A quasi-steady time domain method is developed for the prediction of dynamic behavior of a mooring system under the environmental disturbances, such as regular or irregular waves, winds and currents. The mooring forces are obtained in a static sense at each instant. The dynamic feature of the mooring cables can be obtained by incorporating the extended 3-D lumped-mass method with the known ship motion history. Some nonlinear effects, such as the influence of the instantaneous change of the wetted hull surface on the hydrostatic restoring forces and Froude-Krylov forces, are included. The computational results show a satisfactory agreement with the experimental ones.
Resumo:
The progress of the research activities on space material sciences, microgravity ‰uid physics and combustion, space life sciences and biotechnology research, fundamental Physics in China are brie‰y summarized in the present paper. The major space missions and experimental results obtained on board the Chinese recoverable/non-recoverable satellites and the Chinese manned spaceship named ``Shen-Zhou'' are presented summarily. The recent main activities of the ground-based studies in China are introduced in brief.
Resumo:
Two research projects on pool boiling in microgravity have been conducted aboard the Chinese recoverable satellites. Ground-based experiments have also been performed both in normal gravity and in short-term microgravity in the Drop Tower Beijing. Steady boiling of R113 on thin platinum wires was studied with a temperature-controlled heating method, while quasi-steady boiling of FC-72 on a plane plate was investigated with an exponentially increasing heating voltage. In the first case, slight enhancement of heat transfer is observed in microgravity, while diminution is evident for high heat flux in the second one. Lateral motions of bubbles on the heaters are observed before their departure in microgravity. The surface oscillation of the merged bubbles due to lateral coalescence between adjacent bubbles drives it to detach from the heaters. The Marangoni effect on the bubble behavior is also discussed. The perspectives for a new project DEPA-SJ10, which has been planned to be flown aboard the Chinese recoverable satellite SJ-10 in the future, are also presented.
Resumo:
Characteristic burtsing behavior is observed in a driven, two-dimensional viscous flow, confined to a square domain and subject to no-slip boundaries. Passing a critical parameter value, an existing chaotic attractor undergoes a crisis, after which the flow initially enters a transient bursting regime. Bursting is caused by ejections from and return to a limited subdomain of the phase space, whereas the precrisis chaotic set forms the asymptotic attractor of the flow. For increasing values of the control parameter the length of the bursting regime increases progressively. Passing another critical parameter value, a second crisis leads to the appearance of a secondary type of bursting, of very large dynamical range. Within the bursting regime the flow then switches in irregular intervals from the primary to the secondary type of bursting. Peak enstrophy levels for both types of bursting are associated to the collapse of a primary vortex into a quadrupolar state.
Resumo:
The axisymmetric problem of an elastic fiber perfectly bonded to a nonhomogeneous elastic matrix which contains an annular crack going through the interface into the fiber under axially symmetric shear stress is considered. The nature of the stress singularity is studied. It is shown that at the irregular point on the interface, whether the shear modulus is continuous or discontinuous the stresses are bounded. The problem is formulated in terms of a singular integral equation and can be solved by a regular method. The stress intensity factors and crack surface displacement are given.
Resumo:
The efforts involved in developing a small satellite for scientific purposes in China in recent years are introduced in the present paper. The project is arranged on a case to case principle depending upon requirements and financial support. The space technology of a satellite and rockets, which have been developed over a relatively longer period in China, have been transferred to the scientific research of small satellites for improvement of the quality requirements. The surplus payloads of the rocket and satellite are used as the payloads of the small satellite and scientific experiments at a low cost. As an example, the project of balloon satellites for atmospheric research was successfully completed in 1991. The experience of the project management is of great benefit for further organization and arrangement of other projects. Opportunities exist for surplus payloads to be used in the future, and a small satellite for magnetospheric research will be launched in 1993.
Resumo:
Basing ourselves on the analysis of magnitude of order, we strictly prove fundamental lemmas for asymptotic integral, including the cases of infinite region. Then a general formula for asymptotic expansion of integrals is given. Finally, we derive a sufficient condition for an ordinary differential equation to possess a solution of the Frobenius series type at finite irregular singularities or branching points.