In this sample, the anharmonic coupling term is more prominent and the first term becomes zero [44].
Two hybrid granularity parallel algorithms are designed, that is, the exponential matrix and the first term are computed by the fine-grained parallel algorithm and the second term is computed by the coarse-grained parallel algorithm.
For the traditional beamspace transform, there is N > 2 k r and the first term in (15) becomes dominant.
As an example, suppose the dominance involves the second term in eqs 15 and 18, the third term in eq 21, and the first term in eq 22.
Under this assumption, we revised the second term in (43) and the first term in (44) to r2 M R (H + T + TCD4 + TCD8) ∗ /(1 + C A / C ∞ ).
The second and the third terms in (D.10) are (D.12).
where and are the first and the second terms of (13), respectively.
where and are the first and the second terms of max-min optimization problem in (12).
where the first and the second terms describe the elastic and the inelastic transport, respectively.
The first and the second terms are only correlated with the sensor positions and the wavenumber, respectively.
