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For this purpose the methodology of a time "snapshot" (year 2008) was used to show a degree of early market penetration of hydrogen and fuel cell technologies in mobile and stationary applications in comparison with nine developed countries.
At each time snapshot, we select the peak, then obtain the instantaneous frequency f(k) of the Bragg peak.
It is, however, a time snapshot representation, which implies integration of the Fourier component over the frequencies.
Therefore, both the zero-frequency mode and the propagating wave modes (e.g., whistler, Bernstein, and cyclotron modes) are present in the time snapshot.
This is due to the path parameter estimation algorithm, which always estimates a number of outlier paths that appear at random in any single time snapshot.
Figure 1 Time snapshot of elongated structures containing both filaments and propagating waves in the direction to the mean magnetic field direction (in the z -direction) for the large-box setting.
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The number of time snapshots is equated to L. The superscript "T" represents matrix transpose operation.
This surface can be thought of as an infinite number of time snapshots stacked up one after the other.
The following results are, however, representative of all time snapshots (see Table 3 and the text below for further details).
An additional movie file shows the free surface model in more detail (see Additional file 3) Fig. 9 Time snapshots of SI by global mantle flow.
The scenario is composed by two sources located at θ 1 = 10° and θ 2 = 30°, N = 10 sensors, T = 80 time snapshots, and SNR = −10 dB.
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