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Drug release and floatation behavior of this assembly was investigated.
Alternatively, by using the Porath plot and our current SEC data, we have found the hydrodynamic radius (Stokes radius) of high molecular mass AβOs to be 4.8 nm, assuming a globular-shape-like behavior of this assembly in solution.
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Thermal resistance circuit (TRC) model and heat diffusion equation were employed in this study of thermal behavior of the assembly elements.
The microstructure of the brick has been correlated with the mechanical behavior of the assembly.
The paper focuses on the effects of missing connection elements (screws, bolts, rivets, …) on the behavior of the assembly.
The polarization behavior of the assembly is analyzed theoretically using Stokes matrix method for the monochromatic case.
Through finite element analysis, we identified key design parameters and their effects on the deformation behavior of the assembly when it is subjected to an external stimuli in the form of a mismatch strain.
The practical implementation of such a concept is here described with emphasis put on the beryllium plates thermo-mechanical optimization, the chosen coolant distribution system as well as the mechanical behavior of the assembly.
To monitor the in situ real-time behavior of this self-assembly process, DLS was employed to provide the size distribution of the intermediate products that formed in the solution (Figure 10b).
The equations can be solved by hand calculations and the basic behavior of this type of assembly is shown: i.e., the natural frequencies as functions of the speed of rotation, which gives the Campbell diagram, the mass unbalance responses and the sense of the whirl.
Because of the stochastic nature of the speckle fluorescent signal, the dynamics of a large number of speckles have to be integrated in computational models of the possible behaviors of the assembly.
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