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A new method is then proposed for separating the fundamental waves in the frequency domain.
We report on a theoretical analysis for the broadened bandwidth of the fundamental waves in aperiodic gratings.
The spectral analysis reveals that the energy dissipation occurs primarily in the fundamental waves when focused waves propagating over the plate.
It has been demonstrated that the instability resulting from the unbalanced power depletion of the fundamental waves can be eliminated by using a wedge laser rod.
An acoustic nonlinearity parameter related to the bispectrum, the propagation distance and the amplitudes of fundamental waves in measured signal is proposed.
This study theoretically reveals that the low frequency S0 mode of Lamb waves can be used as the fundamental waves to quantitatively identify micro-cracks in thin plates.
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Starting from the full vector Maxwell equations, people commonly derive two fundamental wave solutions.
Subwave 1 and subwave 2 are the fundamental wave and the harmonic wave, respectively.
The scattered dots in h represent the variation of the emission intensity with the power of the fundamental wave.
Phase angles tended to have preferential range differences from the fundamental wave.
Accurate and flexible modeling of these processes is of paramount importance in both fundamental wave-related researches and engineering applications.
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