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We consider Mode I crack in particulate materials whose constituents are able to rotate.
Therefore, I consider mode 3, and other higher modes, to be noise.
Therefore, here, we consider mode adaptation (MA) that combines PMI and LI to obtain the "best" system performance.
Thus, here, we consider mode adaptation at the FBSs based on the average path loss between the FBS and the MUE.
By combining the finite element method with a hydrodynamic model, the approach can consider mode competition based on modal energy and can carry out nonlinearly simultaneously dynamic response in time domain.
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In the previous section, we considered mode switching in a static network.
Including the first 21 mode shapes as imperfect geometries will reduce the buckling pressure compared to only considering mode 1.
Any particles that could be considered Mode 3 would then simply be the large size wing of the size distribution in these simulations.
Xie et al. (2012) considered mode changing facility location and multimodal route selection problem on a multimodal network for dangerous materials transportation.
Based on this, we considered mode adaptation at the FBSs in order to improve both the macrocellular and femtocellular throughputs and obtain better femtocellular system performance.
These resonances can occur when the wave of the considered mode is propagating into the dielectric and evanescent in the vacuum part.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com