Sobre algunas portadas de «La Arcadia» de Lope de Vega

Abstract

Se analizan las portadas de las ediciones de Arcadia. Prosas y versos de Lope de Vega, aparecidas en vida del poeta, aclarando los grabados, sus fuentes y posibles simbolismos.

An Historical Review of the Simplified Physical Fire Spread Model PhyFire: Model and Numerical Methods

“…The flame height, and not the flame length, is one of the input parameters determining the non-local radiation calculation in our model. Data from [34] and the sensitivity analysis of the model performed in [35] led us to propose the following flame height sub-model:…”

“…The first factor in Equation ( 25) represents the correction of the flame height due to the wind. This expression is derived from the observation of the experimental curves for different fuels gathered in [34], where the increase in the height of the flame due to the wind responds to such a function. F H stands for zero wind, and the correction coefficient F v was added to experimentally adjust the different behaviors for each type of fuel by a least-squares method.…”

“…where α is the angle between the horizontal plane and tangential plane to the surface S on each point and h = h(x, y) is the surface height, so s is the slope at each point on the surface S. Again, a correction factor F s was added to adjust data from [34] in the sense of least-squares.…”

“…In this section, we present the simulation of a real wildfire with the current PhyFire version, which includes the flame temperature and height submodels, as well as firespotting. We selected this wildfire for two reasons: firstly because we have all the relevant information of this fire, which was documented by the coordinator of the fire-suppression operations in [67], and, secondly, because the extensive photo-guide [34] provides us suitable information about the characteristics of the fuel types of the simulation area.…”

“…The three model parameter values for this simulation were as follows: mean absorption coefficient a = 0.095 m −1 , natural convection coefficient H = 15 Js −1 m −2 K −1 , and correction factor of convective term β = 0.015. The values of the fuel-type-dependent input variables used for the simulation are summarized in Tables 4 for each one of the five fuel types in the simulation area, adapting the information from [34] to the NFFL classification [61]. The values of the maximum initial fuel load M 0 were obtained from [34]; the fuel moisture content M v depends on the fuel type and ambient humidity reported in [67].…”