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However, for their implementation, proper approximations have to be designed.
However, as far as their implementation is concerned, proper approximations have to be designed.
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The analytical approximate acoustic pressure is expressed in a brief and concise form after proper approximation within a certain frequency range.
We also present proper approximation of phase fluxes in the mixed finite element method.
Finally, we show the obtained solutions are proper approximation for the problem under the Euclidean distance.
However, the convection term in the energy equation is evaluated in this model with proper approximation without calculating the velocity field.
By a linear transformation and a proper approximation, the differential equation of the minority carrier density in a textured cell becomes the same form as for the flat cell.
Nonoscillatory interpolation is constructed by choosing proper approximation to the cell-center values of the first derivative of the interpolation function, which appears to be a free parameter in the present formulation.
Then, a proper approximation function (AF) to be used as undamaged mode can be extracted from the damaged one by the discrete wavelet transform (DWT), provided a suitable wavelet and a decomposition level (DL) are determined.
It is shown that approximation problems reported in some recent studies are caused by a brutal combination of poor approximation accuracy in the high-frequency range (a non-strictly proper approximation of a strictly proper transfer function) and excessive sensitivity of the design method to high-frequency additive plant uncertainties.
It is shown that approximation problems reported in some recent researches are caused by a brutal combination of a poor approximation accuracy in the high-frequency range (a non-strictly proper approximation of a strictly proper transfer function!) and an excessive sensitivity of the design method to high-frequency additive plant uncertainties.
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