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The chapter concludes with a brief description of practical GPR systems and examples of applications.
Interpreted broadly, biomimicry may result in novel designs, materials, processes, products, and systems and examples are found on all scales from the molecular to the organismal and ecosystem.
The electrode-body interface is shown to be a performance limiting factor in practical non-invasive wearable systems, and examples are given of practical interface circuits and electrode systems for dry-contact and non-contact biopotential sensing obviating the need for gel or electrolytic ohmic contact to the body.
Various surface water quality modeling studies and software have been carried out and developed for supporting the management of surface water systems, and examples include the river and stream water quality model (QUAL2K) (Chapra et al. 2007), water quality analysis simulation program (WASP) (Wool et al. 2001), environmental fluid dynamics code (EFDC) (Tetra Tech I 2007) and MIKE11 (DHI 2003).
From the above, it is clear that filament architectures and mechanisms of assembly range from the simple isodesmic to extremely complex two-protein matrix-associated collaborative filament systems, and examples of such complex collaborative assemblies are probably fairly common as they are important components of large, self-assembling systems.
Luminescent probes have also been used to detect oxidative stress in cellular systems, and examples include 2′,7′-dichlorodihydrofluorescein and dihydrorhodamine which are oxidised to their fluorescent products [10], although there is some concern as to their specificity regarding the type of ROS (hydroxyl, superoxide etc) detected.
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The theory is also extended to embrace mixed hyperbolic/parabolic (black oil) systems and example solutions to a radial flow equation are presented.
Table 4 shows category codes for elements of the instructional system and examples of the corresponding instructor beliefs that emerged from analyzing the two reflective interviews with each instructor.
Experimental and theoretical considerations, limits of the system and example results of possible tasks are shown and discussed.
A numerical method is then presented for the calculation of the localization properties of a strongly disordered and/or damped system, and example results are presented for the case of a beam which rests onNsimple supports.
This chapter discusses ontologies for model-based systems, and demonstrates examples of ontologies and reasoning system.
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