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The second application in the table of technological applications of amorphous solids represents a modern development that carries the property of optical transparency to a phenomenal level.
Moreover, the excellent quality permeate that was produced (i.e. negligible levels of pathogens and suspended solids) represents a reclaimed water source.
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Forage-field applications of lagoon water and manure solids represent a potential pathway for off-site migration of antibiotics into groundwater driven by recharge from irrigation or precipitation.
This meant that 65% of the hydrolysate liquid was extractable whilst 35% remained with the solid, representing a considerable amount of unrecovered sugar which may inhibit second stage hydrolysis.
We specify the set of all possible solids represented by a single picture as the solution set of a system of equations and inequalities, and then relax the constraints in such a way that the antigravity slopes can be reconstructed.
In this paper, because we work with viscoelastic solids represented by a fractional model, damage is described by the order of the fractional derivative, which represents the phase field satisfying Ginzburg Landau equation, which describes the evolution of damage.
A solid box represents a class.
A solid circle represents a true cluster, and a dashed circleindicates the corresponding found cluster (error).
The solid line represents a best-fit linear correlation of the data.
The solid curve represents a cubic spline, and the dashed curves represent ± one SE based on 50 bootstrap replicates.
The solid line represents a moving average of 10 CT numbers for the core section depth using 15 profiles.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com