Sentence examples for heat diffusion process from inspiring English sources

A one-dimensional theoretical model was developed to assess the heat diffusion process in the layers.

The value of (tau) can thus be used to estimate either the duration of the heat diffusion process or the length of the influenced zone after a thermal event has taken place at a certain time (Stuwe 2007).

Such approaches also show similarity in nature to modeling network impact as a heat diffusion process as used in HotNet [ 29] and TieDIE [ 14].

This analysis allows to understand the long term heat diffusion processes in the whole structure and how they may affect the raw output signals.

We have determined the conditions that have to be fulfilled to produce amorphous pockets, showing that the order disorder transition depends on the particular competition between melting and heat diffusion processes.

A great many problems in economic dynamics, as well as classical problems on optimal control in vibrations, chemical, engineering, heat, diffusion processes, differential games, and so on, can be reduced to such investigations.

One such model was proposed by Ma et al. [9], in which mining of social networks were done using heat-diffusion processes.

Numerous models have been proposed for better describing this phenomenon, among them, we can cite the biparabolic model proposed in [11] for a more adequate mathematical description of heat and diffusion processes than the classical heat equation.

Fractional differential equation is a differential equation which involves fractional derivatives, and it has been successfully used to model many real-world phenomena such as heat conduction [1], diffusion process [2], and quantum mechanics [3].

In addition, this simulation package proved that laser induced pattern effects are linked to layout inhomogeneities at a shorter scale because of a reduced heat diffusion length during this process.

The Black-Scholes equation resembles the kinds of differential equations physicists use to represent heat diffusion and other random processes in nature.