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We propose two new iterative coupling methods that allow for the simultaneous execution of flow and structure solvers.
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Chaos synchronization is studied by utilizing the coupling method that includes unidirectional and bidirectional coupling.
This paper presents a new mixed-dimensional FE coupling method that can achieve both displacement compatibility and stress equilibrium at the interface between the different element types.
Furthermore, flux coupling methods suffer from the disadvantage that reactions with small flux values (and hence the enzymes involved in those reactions) are typically removed from the network.
Both false-positives and false negatives from the above example sources of error can theoretically be addressed through sufficiently high genomic coverage, coupled with methods that can robustly leverage the additional data.
Control theory provides a couple of methods that facilitate the separation of controllable and uncontrollable as well as of observable and unobservable states.
This is possibly due to studies consisting mostly of small numbers of subjects from single centers and the use of methodological tools that are relatively insensitive to subcortical atrophy, coupled with univariate methods that suffer from lack of statistical power.
More genomic resources coupled with better methods that account for systematic biases [ 15] and the use of additional characters such as presence/absence of genes [ 10] could soon provide us with a robust phylogeny including all major metazoan lineages [ 4, 53].
Therefore, TKEO conditioning can be coupled with other detection methods that find onset without any initial assumptions about background activity, i.e. the basic randomization method (Thexton 1996).
Experimental results prove that the coupled method bypasses the limitations of each method when used individually and improves both displacement and sweep efficiency.
An analysis of the computed results shows that this coupled method designed for simulating aero-elastic systems is workable and can be used for the other fluid-structure interaction problems.
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