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Thus, we design a polynomial time heuristic (TMGA2) to compute a subset of transmission modes with time efficiency.
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To enhance transmission performance, AMC has been widely used to match transmission modes with time-varying channel conditions [18].
The northward-propagating structures with positive and negative Doppler shifts are not clearly discernible before 1500 12 JST, that is, when the normal scan mode with time resolution of 1 min was in operation, but become clear on beam 4 from 1500 16 JST until about 1508 JST.
The CWT decomposes the time series into time-frequency space, enabling the identification of both the dominant modes of variability and how those modes vary with time.
Corresponding numerical simulation results are shown in Figures 1-5. Figure 1 Evolution of system jumping mode with time-varying TPs. Figure 1 depicts the evolution of system jumping mode with time-varying TPs, which is more random compared with time-invariant TPs. Figure 2 depicts the time response of disturbance input (d(t)).
These scans were performed on a Philips Gemini TF scanner using list mode, with time-of-flight enabled, with the same time frames and parameters as the first study except for the image reconstruction algorithm (line-of-response row action maximum likelihood algorithm) and the size of the isotropic voxel which was 2 mm.
For both currents, the fraction of the smaller mode shrank with time while the amplitude of the larger mode remained fairly constant.
The aggregates formed for the operational modes with less time for in-cylinder mixing appeared to be more compact with the primary soot particles exhibiting a higher level of tortuous nanostructure.
Modes with equal time scales correspond to pairs of complex conjugate eigenvalues indicating oscillatory components in the system behavior.
A discrete-time second order sliding mode combined with time delay estimation is designed to make the joint positions track a desired trajectory with high accuracy.
The dynamic response is expressed by a shape mode expansion with time dependent coefficients, governed by a set of coupled ordinary differential equations.
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