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The results obtained by the presented scheme are in good agreement with the responses provided by the literature.
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This constraint is circumvented by performing equalization before demodulation or the presented scheme can be used to initially access the channel state information by demodulation of training data.
The evaluation of the presented scheme is carried out by considering typical operation conditions, namely: active power generation with demanded or delivered reactive power.
The potentials at the interior points very close to boundary are evaluated by the present scheme.
The specific benefits due to the introduction of the total enthalpy are analyzed and it is found that the numerical results obtained by the present scheme agree well with the analytical solutions and/or the data reported in previous studies.
The hyperbolicity required by the presented numerical scheme was obtained in the practical range of the physical parameters by minor modification of the virtual mass term.
Furthermore, we present an algorithm for increasing the number of vanishing moments of wavelet bi-frames to arbitrary order by the presented lifting scheme, which adopts an iterative algorithm.
The first example is used to testify the efficiency of the TWSLD operators, the second example is calculated by the presented numerical schemes (3.21), and the validity of our developed algorithms is confirmed.
It is believed that, by introducing Se vapor flux with the present scheme, complete selenization was achieved at an optimal location near P10, which, in turn, results in the superior crystalline quality as well as the higher PL intensity observed in Fig. 2a.
The accuracy of the present scheme is confirmed by comparison with the existing results in the literature.
The accuracy and the robustness of the present scheme is assessed by means of various numerical test cases.
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