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τ as a suitable closure, á la Dedekind, of A, in analogy with one of the classical characterizations of Riemann measurable functions, and show that AR is a C*-algebra, and τ extends to a semicontinuous semifinite trace on AR.
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For practical applications the Euler-Euler two-fluid model relies on suitable closure relations describing interfacial exchange processes.
However, for practical applications suitable closure models are needed which describe the physics on the scale of individual bubbles or groups thereof.
Practical application, however, requires suitable closure models to account for phenomena on the scale of individual bubbles, which are not resolved in this approach.
Likewise, recommendations on suitable closures as well as guidelines for future studies have been provided.
The main focus of this work is the systematic investigation of the most suitable closures for the various force interactions in the system of interest.
A suitable villain.
A Suitable Fern Q.
A suitable suitor?
Finding a suitable POST.
Find a suitable journal.
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