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The S-transform allows computing high resolution energy spectral density (ESD) as a function of time.
The overall algorithm is shown to be numerically efficient for computing high frequency beam propagations.
A method for generating an unstructured triangular mesh in two dimensions, suitable for computing high Reynolds number flows over arbitrary configurations is presented.
A comparison between the linear uncertainty propagation model and Monte Carlo simulations is also presented, only showing benefits of the later method when computing high order statistical moments of the turbine power output probability distribution.
This high level of NRP discharge modelling allows computing high Reynolds flows by means of Direct Numerical Simulations and, therefore, a better understanding of plasma-assisted ignition phenomena in practical configurations.
This reveals that both measures are successful at computing high values of similarity for the pairs that were also ranked highly by the physicians and coders.
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But a walk around corridors that should have been teeming with LSST's hundreds of full-time students on business and computing higher national diplomas revealed a less inspiring picture.
Using the Fourier transform helps us computing high-order space derivatives present in Equations 1518, and 20 in a simple way.
The EBEA development presented in this paper compliments previous energy finite-element analysis (EFEA) developments for computing high-frequency vibration of structures immersed in an acoustic medium.
In particular, computing high-frequency solutions by direct simulations requires several points per wavelength for stability and usually requires many points per wavelength for a satisfactory accuracy.
A linear processing scheme for computing higher-order angular response modes of a vector sensor is described.
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