Sentence examples for model of solidification from inspiring English sources

A two-dimensional finite difference free boundary model of solidification and melting, including the effects of an anisotropic surface energy between the solid and liquid phases, is described.

This paper deals with numerical solutions of the phase field model of solidification in two dimensions in the context of dendritic growth.

During the free-growth stage of solidification, the model exploits the thin-interface analysis developed by Karma [3] in order to realistically capture bulk phase diffusion and the sharp interface corrections predicted by traditional models of solidification.

An estimate of the rate of increase in numerical simulation grid sizes with time is obtained by counting the grids (measured in terms of number of node points) reported in the nine volumes of an established proceedings on the numerical modeling of solidification phenomena dating back to 1980.

The aim of this work is thus to present a physical model of the solidification of SG cast irons which quantitatively accounts for the formation of non-eutectic austenite during cooling and solidification of hypereutectic as well as hypoeutectic cast irons.

The NPF kinetics have been incorporated into a transient thermal model of equiaxed solidification.

A model of the solidification of spheroidal graphite cast iron (SGI) has been detailed in Part I.

A phase-field model of alloy solidification is coupled to a new heat transfer finite element model of the laser powder deposition process.

The thermodynamic extremal principle was applied to model of rapid solidification of non-stoichiometric intermetallic compounds and the Co-xat.%Si alloys (x = 50, 53, 55) were undercooled to test the model.

An effective mobility for non-equilibrium solute diffusion is introduced to develop a hyperbolic phase-field model of rapid solidification in which long-range solute diffusion and short-range solute-redistribution are under local non-equilibrium conditions.

In the phase field model of binary solidification the mobility terms which appear in the governing rate equations can be estimated from the liquid diffusion coefficients of the pure elements and the velocity of the solid liquid interface as a function of undercooling.