Sentence examples for arbitrary temperature from inspiring English sources

In our work we investigate the behavior of plane acoustic waves that enter a region with an arbitrary temperature gradient.

Sentaurus Device has a PMI which allows in general to specify arbitrary temperature dependence of τ ε.

Blackbody radiance is also measured at an arbitrary temperature and compared to theoretical values to validate the reference and to calibrate the raw spectrum.

In this paper we present a new method that is simple, accurate, and allows a visual evaluation of the heat storage density for arbitrary temperature ranges.

Separation of variables scheme based on the variation of parameters is implemented to solve the non-homogenous thermoelastic problem in which any arbitrary temperature distribution can be employed.

The model is expressed in differences between terms at arbitrary temperature and terms at the liquidus temperature.

Accordingly the paper analyses the position of each variable across its thermodynamically available range instead of the traditional selection of arbitrary temperatures.

This present method is proposed so general that can solve the heat conduction problems time-dependent heat source and general boundary conditions such as heat flux, convection and combinations of arbitrary temperatures.

At this point, we allow an arbitrary temperature-dependence for the parameter A. Equation (11) is informed by the physical insight that each C70 molecule has a magnetic susceptibility tensor, with second-rank rotational properties.

According to stress relaxation curves of phenolphthalein polyether ketone (PEK-C) at different temperatures and the principle of the time-temperature equivalence, the master curve of PEK-C at arbitrary reference temperature is obtained.

From Equation (6 ), we have that Given arbitrary absolute temperature T, compute the relative density of states for free energy at temperature T by the following pseudocode, representing a kind of convolution of p g with p h. Compute the absolute density of states g (z ) = p (z ) · N, where N is the total number of secondary structures, computed by Equation (3 ).