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Both mercury and water are adopted as the filling solution in this study.
The filling solution is a small amount of sweetening dosage, usually white wine containing 50 percent sugar.
The rigorous coupled-wave analysis is used to investigate the spectral radiative properties of these filling solution grating structures.
The results show that the filling solution grating structures are promising for active control of spectral radiative properties.
Experimental runs were performed at concentrations 0.5, 1.0, 1.5, 2.0, 2.5 and 3.0 m of the filling solution.
Surface tension is the major mechanism in reservoir filling, solution transportation, micro/nano printing, and droplet breakdown processes of the micro stamp system.
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The Lagrangian formulation of this problem leads to the well known reverse water-filling solution [21].
Initially, the classical water-filling solution subject to a total power constraint is presented using the Lagrange multipliers optimization approach.
In the conventional one-way direct transmission (DT) system, the rate maximization (RM) and margin maximization (MM) problems are of duality to each other and admit a unique water-filling solution [15].
If the CR SIMO weighted case is generalized to the CR MIMO weighted case, it is still an open question whether there exists a fast water-filling solution like the algorithm mentioned above.
To make it a general water-filling solution with a constant water-level, we can multiply by g j Q j, i, to get ϑ i = max ( 1 λ j - Q j, i g j σ 2 h i, 0 ) (14).
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