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For the coupling case, a strategy is suggested to decouple the variables before performing the collaborative optimization.
It is observed that the ensemble average flux profiles of bubbles for two-way coupling case are farther skewed towards the high-speed stream of the shear layer in contrast to its one-way coupling case.
It is demonstrated that for two-way coupling case, a reduction in the magnitude of the vorticity and pressure gradients around the large-scale vortex centre is observed.
In addition, the equivalent propagation constants of two leaky modes are deduced from the coupled-mode theory, and the complete mode coupling case can be well predicted by comparing the real and imaginary parts of propagation constants.
It is found that the effects of damping and disorder simply superpose for a multi-span beam with strong inter-span coupling, but interact less trivially in the weak coupling case.
In addition to modification of the vortex structures, it is found that the tendency of the accumulation of bubbles becomes weaker in comparison to the one-way coupling case.
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However, this approximation is only valid for weak modal coupling cases at lower wind velocities.
Let's study a couple case studies to compare their different startup launches and strategies.
Below are a couple case studies I have seen with my clients that help better illustrate this.
Then, we apply part of our results to the coupled case on the basis of Amini-Harandi [19].
The study of multidimensional fixed point theorems was initiated by Guo and Lakshmikantham in [1] in the coupled case.
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